+++ /dev/null
--- This file contains the normal form of thmUniv from
--- examples/univalence.ctt. It takes about 50 hours to load it, but it
--- seems to be correct.
-module nthmUniv where
-
-import univalence
-
-nthmUniv : (t : (A X : U) -> Id U X A -> equiv X A) (A : U)
- (X : U) -> isEquiv (Id U X A) (equiv X A) (t A X) = \(t : (A X : U) -> (IdP (<!0> U) X A) -> (Sigma (X -> A) (\(f : X -> A) -> (y : A) -> Sigma (Sigma X (\(x : X) -> IdP (<!0> A) y (f x))) (\(x : Sigma X (\(x : X) -> IdP (<!0> A) y (f x))) -> (y0 : Sigma X (\(x0 : X) -> IdP (<!0> A) y (f x0))) -> IdP (<!0> Sigma X (\(x0 : X) -> IdP (<!0> A) y (f x0))) x y0)))) -> \(A x : U) -> \(z : Sigma (x -> A) (\(f : x -> A) -> (y : A) -> Sigma (Sigma x (\(x0 : x) -> IdP (<!0> A) y (f x0))) (\(x0 : Sigma x (\(x0 : x) -> IdP (<!0> A) y (f x0))) -> (y0 : Sigma x (\(x1 : x) -> IdP (<!0> A) y (f x1))) -> IdP (<!0> Sigma x (\(x1 : x) -> IdP (<!0> A) y (f x1))) x0 y0))) -> ((<!1> comp (<_> U) A [ (!1 = 0) -> <!0> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ], (!1 = 1) -> <!0> A ],<!0> (comp (<!1> (comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) -> A) (comp (<!1> (comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 1) -> (x,z), (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!2> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 1) -> (A,t A A (<!0> A)), (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 0) -> <!2> A ]) -> A) (\(x0 : A) -> x0) [ (!0 = 0) -> <!1> \(g : glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ]) -> unglueElem g [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1) -> <!1> \(g : glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ]) -> unglueElem g [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) [ (!0 = 0) -> <!1> z.1, (!0 = 1) -> <!1> (t A (comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> A, (!2 = 0) -> <!2> comp (<_> U) A [ (!1 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x,z) ], (!2 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (A,t A A (<!0> A)) ] ], (!2 = 1) -> <!1> A ])).1 ],comp (<!1> (y : A) -> Sigma (Sigma (comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) (\(x0 : comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) -> IdP (<!2> A) y (comp (<!2> A) (comp (<!2> A) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (x,z), (!2 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (A,t A A (<!0> A)), (!2 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!1> A ]) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!0 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) x0 []) []) [ (!0 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (z.1 (comp (<!0> x) x0 [])) [ (!2 = 1) -> <!3> z.1 (comp (<!0> x) x0 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) [] ] ], (!2 = 1) -> <!3> z.1 (comp (<!0> x) x0 []) ], (!0 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) [ (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) []) [ (!3 = 0) -> <!4> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) []) [ (!4 = 0) -> <!5> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 []) ] ]) [ (!0 = 0) -> <!2> z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ]), (!0 = 1) -> <!2> (t A (comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> A, (!2 = 0) -> <!1> A, (!3 = 0) -> <!3> comp (<_> U) A [ (!1 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1)(!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ], (!2 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ] ], (!3 = 1) -> <!1> A ])).1 (comp (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!1 = 1)(!3 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0)(!3 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [ (!2 = 1) -> <!3> x0 ]), (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (x,z), (!3 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (A,t A A (<!0> A)), (!3 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!2> A ]) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [ (!2 = 1) -> <!3> x0 ]) []) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) [ (!3 = 1) -> <!4> z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ]) ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) [ (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) [] ] ], (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ]) ] ] ]))) (\(x0 : Sigma (comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) (\(x0 : comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) -> IdP (<!2> A) y (comp (<!2> A) (comp (<!2> A) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (x,z), (!2 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (A,t A A (<!0> A)), (!2 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!1> A ]) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!0 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) x0 []) []) [ (!0 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (z.1 (comp (<!0> x) x0 [])) [ (!2 = 1) -> <!3> z.1 (comp (<!0> x) x0 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) x0 [])) [] ] ], (!2 = 1) -> <!3> z.1 (comp (<!0> x) x0 []) ], (!0 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) [ (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) []) [ (!3 = 0) -> <!4> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) []) [ (!4 = 0) -> <!5> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 []) ] ]) [ (!0 = 0) -> <!2> z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ]), (!0 = 1) -> <!2> (t A (comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> A, (!2 = 0) -> <!1> A, (!3 = 0) -> <!3> comp (<_> U) A [ (!1 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1)(!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ], (!2 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ] ], (!3 = 1) -> <!1> A ])).1 (comp (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!1 = 1)(!3 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0)(!3 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [ (!2 = 1) -> <!3> x0 ]), (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (x,z), (!3 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (A,t A A (<!0> A)), (!3 = 1) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!2> A ]) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x0 [ (!2 = 1) -> <!3> x0 ]) []) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) [ (!3 = 1) -> <!4> z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) (z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!3> x) x0 [ (!2 = 1) -> <!3> x0 ]) ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) [ (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ])) [] ] ], (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x0 [ (!2 = 1) -> <!3> x0 ]) ] ] ]))) -> (y0 : Sigma (comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) (\(x1 : comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) -> IdP (<!2> A) y (comp (<!2> A) (comp (<!2> A) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (x,z), (!2 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (A,t A A (<!0> A)), (!2 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!1> A ]) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!0 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) x1 []) []) [ (!0 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (z.1 (comp (<!0> x) x1 [])) [ (!2 = 1) -> <!3> z.1 (comp (<!0> x) x1 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ], (!2 = 1) -> <!3> z.1 (comp (<!0> x) x1 []) ], (!0 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) [ (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) []) [ (!3 = 0) -> <!4> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) []) [ (!4 = 0) -> <!5> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 []) ] ]) [ (!0 = 0) -> <!2> z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ]), (!0 = 1) -> <!2> (t A (comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> A, (!2 = 0) -> <!1> A, (!3 = 0) -> <!3> comp (<_> U) A [ (!1 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1)(!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ], (!2 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ] ], (!3 = 1) -> <!1> A ])).1 (comp (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!1 = 1)(!3 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0)(!3 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [ (!2 = 1) -> <!3> x1 ]), (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (x,z), (!3 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (A,t A A (<!0> A)), (!3 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!2> A ]) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [ (!2 = 1) -> <!3> x1 ]) []) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) [ (!3 = 1) -> <!4> z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ]) ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) [ (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) [] ] ], (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ]) ] ] ]))) -> IdP (<!2> Sigma (comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) (\(x1 : comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) -> IdP (<!2> A) y (comp (<!2> A) (comp (<!2> A) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (x,z), (!2 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 0) -> (A,t A A (<!0> A)), (!2 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!1> A ]) (comp (<!2> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1)(!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!0 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) x1 []) []) [ (!0 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (z.1 (comp (<!0> x) x1 [])) [ (!2 = 1) -> <!3> z.1 (comp (<!0> x) x1 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ], (!2 = 1) -> <!3> z.1 (comp (<!0> x) x1 []) ], (!0 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) [ (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) []) [ (!3 = 0) -> <!4> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) []) [ (!4 = 0) -> <!5> comp (<!2> A) ((t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!0> A)).1 (comp (<!2> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 []) ] ]) [ (!0 = 0) -> <!2> z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ]), (!0 = 1) -> <!2> (t A (comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> A, (!2 = 0) -> <!1> A, (!3 = 0) -> <!3> comp (<_> U) A [ (!1 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1)(!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ], (!2 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ], (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ] ], (!3 = 1) -> <!1> A ])).1 (comp (<!3> comp (<_> U) A [ (!1 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!1 = 1)(!2 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!1 = 1)(!3 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!2 = 0)(!3 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [ (!2 = 1) -> <!3> x1 ]), (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (x,z), (!3 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 0) -> (A,t A A (<!0> A)), (!3 = 1) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!2> A ]) (comp (<!3> comp (<_> U) A [ (!0 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ], (!0 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ] ]) x1 [ (!2 = 1) -> <!3> x1 ]) []) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) [ (!3 = 1) -> <!4> z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) (z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!3> x) x1 [ (!2 = 1) -> <!3> x1 ]) ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) [ (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ])) [] ] ], (!3 = 1) -> <!4> (t A A (<!0> A)).1 (comp (<!3> A) x1 [ (!2 = 1) -> <!3> x1 ]) ] ] ]))) x0 y0)) (comp (<!1> (y : A) -> Sigma (Sigma (comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 1) -> (x,z), (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!0 = 1) -> <!2> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1)(!2 = 1) -> (A,t A A (<!0> A)), (!2 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 0) -> <!2> A ]) (\(x0 : comp (<_> U) A [ (!0 = 0) -> <!2> glue A [ (!1 = 0) -> (A,(\(x0 : A) -> x0,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x0 : A) -> IdP (<!0> A) a x0)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ 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A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1) -> (x,((x0.2 @ (!2 /\ -!3)).1,(x0.2 @ (!2 /\ -!3)).2)) ], (!2 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x,z) ], (!2 = 1)(!3 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!3 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x,z) ] ]) -> A) (comp (<!3> (comp (<_> U) A [ (!0 = 0) -> <!4> comp (<_> U) A [ (!2 = 0) -> <!5> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1)(!5 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!5> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 0) -> <!4> A, (!4 = 0) -> <!4> A ], (!0 = 1) -> <!4> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,((x0.2 @ !2).1,(x0.2 @ !2).2)), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 0) -> <!4> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!4> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 0) -> <!4> A ]) -> A) (\(x1 : A) -> x1) [ (!0 = 0) -> <!3> comp (<!4> (comp (<_> U) A [ (!2 = 0) -> <!5> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1)(!5 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!5> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 0) -> <!5> A, (!4 = 0) -> <!5> A ]) -> A) (\(x1 : A) -> x1) [ (!2 = 0) -> <!4> \(g : glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ]) -> unglueElem g [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : 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x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,((x0.2 @ !2).1,(x0.2 @ !2).2)) ]) -> unglueElem g [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,((x0.2 @ !2).1,(x0.2 @ !2).2)) ], (!2 = 0) -> <!3> \(g : glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ]) -> unglueElem g [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ], (!2 = 1) -> <!3> \(g : glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ]) -> unglueElem g [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ] ]) [ (!2 = 0) -> <!3> z.1, (!2 = 1) -> <!3> (t A (comp (<_> U) A [ (!0 = 0) -> <!4> comp (<_> U) A [ (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> 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(!5 = 0) -> <!2> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ (-!3 \/ -!4)).1,(x0.2 @ (-!3 \/ -!4)).2)) ], (!3 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!3 = 1)(!4 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x,z) ], (!4 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ] ], (!4 = 1) -> <!2> A ])).1 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(<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!2 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!3 = 1) -> (A,t A A (<!0> A)), (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 0) -> <!2> A ]) -> A) (\(x1 : A) -> x1) [ (!2 = 0) -> <!3> \(g : glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ]) -> unglueElem g [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ], (!2 = 1) -> <!3> \(g : glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ]) -> unglueElem g [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (A,t A A (<!0> A)) ] ]) [ (!2 = 0) -> <!3> z.1, (!2 = 1) -> <!3> (t A (comp (<_> U) A [ (!3 = 0) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (A,t A A (<!0> A)) ], (!3 = 1) -> <!1> glue A [ (!1 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!1 = 1) -> (x,z) ] ]) (<!2> comp (<_> U) A [ (!2 = 0) -> <!2> comp (<_> U) A [ (!2 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 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(A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!4 = 0) -> <!3> A ], (!0 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!4> glue A [ (!4 = 0) -> (A,(\(x1 : A) -> 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!4, (!4 = 0) -> <!1> x, (!4 = 1) -> <!1> A ], (!3 = 0) -> <!2> comp (<_> U) (x0.1 @ (-!0 \/ !4)) [ (!4 = 0) -> <!1> comp (<_> U) A [ (!0 = 0) -> <!4> comp (<_> U) A [ (!1 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x1 : A) -> IdP (<!0> A) a x1)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!4 = 0) -> <!3> A ], (!0 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x1 : A) -> x1,\(a : A) -> ((a,<!0> 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(<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!7> comp (<!0> x) x1 [], (!6 = 0) -> <!7> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ]) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ]), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ], (!2 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ (!2 /\ !4)).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!4> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!4> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!3 = 0) -> <!5> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1, (!3 = 1)(!4 = 1) -> <!5> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp 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(<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!3 = 0) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1, (!3 = 1)(!4 = 1) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !5).1, (!4 = 0) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1 ], (!3 = 0) -> <!4> comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!0 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0)(!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0)(!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0)(!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !5) [ (!3 = 0) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).2 @ !5, (!3 = 1) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !6).2 @ !5, (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!3 = 0) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!6 /\ !7)).1, (!3 = 1) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ (!6 /\ !7)).1, (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0)(!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0)(!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0)(!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ]) [ (!3 = 0) -> <!5> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.2 @ !5) [ (!3 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) 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(<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!3 = 0) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!6 /\ !7)).1, (!3 = 1) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ (!6 /\ !7)).1, (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!7> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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[ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp 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[]) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> 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[]) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp 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(!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp 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(<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x 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!1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!4> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!0 = 1) -> <!4> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t 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(!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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[]) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ] ]) []) []) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) 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A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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[]) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!4 = 0) -> <!5> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ] ], (!2 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!6 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [ (!6 = 1) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ] ]) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) [] ] ] ]) []) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [] ] ] ]) []) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x 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A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> 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(<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t 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<!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> 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[]))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ 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<!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> 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<!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A 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A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp 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x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!6 = 0) -> <!7> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!1> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) []) [ (!4 = 0) -> <!5> comp (<!1> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> 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A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> 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A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> 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(<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x 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A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!4 = 1) -> <!5> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp 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(comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ] ] ]) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) 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comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [ (!3 = 1) -> <!4> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [ (!5 = 1) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!3 = 1) -> <!4> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp 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(comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ]) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> 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(comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [] ] ] ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) []) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ]) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) 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[]) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A 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(comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> 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[])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ] ] ]) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> 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<!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [ (!3 = 1) -> <!4> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x 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], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp 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x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!4 = 0) -> <!5> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ], (!3 = 1) -> <!4> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ] ]) [ (!2 = 0) -> <!3> z.1 (comp (<!4> x) (comp (<!0> x) x1 []) [ (!3 = 1) -> <!4> comp (<!0> x) x1 [] ]), (!2 = 1) -> <!3> (t A (comp (<_> U) A [ (!0 = 0) -> <!4> comp (<_> U) A [ (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!4 = 0) -> <!3> A ], (!0 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1) -> (x,((x0.2 @ -!3).1,(x0.2 @ -!3).2)) ], (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ] ]) (<!4> comp (<_> U) (x0.1 @ (-!0 \/ !4)) [ (!3 = 0) -> <!2> x0.1 @ (-!0 \/ !4), (!4 = 0) -> <!4> comp (<_> U) A [ (!0 = 0) -> <!5> comp (<_> U) A [ (!3 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1)(!4 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!5 = 1) -> (x,z), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!4 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 0) -> <!2> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ (-!3 \/ -!4)).1,(x0.2 @ (-!3 \/ -!4)).2)) ], (!3 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!3 = 1)(!4 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x,z) ], (!4 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ] ], (!4 = 1) -> <!2> A ])).1 (glueElem (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!0 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!3 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) []) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!3 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ], (!0 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ (-!3 /\ !5)).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!3 = 1) -> <!6> comp (<!0> x) x1 [], (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!0> x) x1 [])) [ (!8 = 0) -> <!9> z.1 (comp (<!0> x) x1 []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!0> x) x1 []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp 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comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1)(!5 = 1) -> 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((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).1, (!4 = 1)(!5 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !6).1, (!5 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 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(comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0)(!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0)(!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !6) [ (!4 = 0) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !7).2 @ !6, (!4 = 1) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !7).2 @ !6, (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!4 = 0) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!7 /\ !8)).1, (!4 = 1) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ (!7 /\ !8)).1, (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0)(!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0)(!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ] ]) [ (!4 = 0) -> <!6> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.2 @ !6) [ (!4 = 0) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !7).2 @ !6, (!4 = 1) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !7).2 @ !6, (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!4 = 0) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ 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(<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!8> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> 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[]) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> 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(<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 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A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!5 = 0) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp 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(z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp 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<!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp 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= 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> 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x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 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[]) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 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[]) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!7 = 0) -> <!8> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!5> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!0 = 1) -> <!5> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ], (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!0 = 0) -> glueElem (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!3 = 0) -> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [], (!3 = 1) -> comp (<!0> x) x1 [] ], (!0 = 1) -> comp (<!4> x) (comp (<!0> x) x1 []) [ (!3 = 1) -> <!4> comp (<!0> x) x1 [] ], (!3 = 0) -> comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) 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IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (x,z), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 0) -> <!4> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!1 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,z) ] ], (!5 = 1) -> <!1> A ], (!4 = 0) -> <!2> comp (<_> U) (x0.1 @ (-!0 \/ !5)) [ (!5 = 0) -> <!1> comp (<_> U) A [ (!0 = 0) -> <!5> comp (<_> U) A [ (!1 = 0) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (x,z), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 0) -> <!4> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!1 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,z) ] ], (!5 = 1) -> <!1> A ], (!5 = 0) -> <!2> x, (!5 = 1) -> <!2> A ])).1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!0 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!9> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!9> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ], (!8 = 0) -> <!9> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ], (!2 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) []) []) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) [ (!8 = 0) -> <!9> z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [ (!9 = 0) -> <!10> comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [ (!10 = 0) -> <!11> comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!8 = 1) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ], (!2 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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[])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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[]) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> 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[])).1.1 []) [])) [] ] ] ], (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) 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[]) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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(!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ !8).2 @ !7, (!5 = 1) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))).2 ((comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))) @ !8).2 @ !7, (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) 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-> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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= 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) 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(z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp 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(z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp 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= 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) 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0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp 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(!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> 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[]) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x 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= 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!9> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 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= 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) 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x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !6).1 ] ])) [ (!6 = 0) -> <!7> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!5> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp 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A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp 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A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp 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[]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp 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= 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> 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[]) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) 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x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !6).1 ] ])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!5> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> 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x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp 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-> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ 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[]) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp 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(comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> 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0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A 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(z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ], (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) 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(comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp 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1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> 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[]) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp 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[])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> 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A) (comp (<!8> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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-> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ] ]) [ (!6 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!8 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1)(!9 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!9 = 0) -> <!10> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) [], (!6 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1)(!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ] ]) []) [ (!6 = 1) -> <!9> comp (<!10> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!10 = 0) -> <!11> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) []) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp 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(comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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-> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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(comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp 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0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> 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-> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) 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<!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp 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= 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 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<!5> x1 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> 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(comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> 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[])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 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] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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(!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp 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<!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ 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[]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t 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[]) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ 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-> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp 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[])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ]) [ (!5 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1)(!9 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!9 = 0) -> <!10> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [] ] ] ]) []) [ (!5 = 0) -> <!8> comp (<!9> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!9 = 0) -> <!10> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!9 = 0) -> <!10> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 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-> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> 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A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) 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[])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 1) -> <!7> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) 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[]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 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[]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) 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[]) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> 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(!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> 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-> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 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1) -> (x,((x0.2 @ -!5).1,(x0.2 @ -!5).2)) ], (!5 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!5 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1) -> (x,z) ] ]) (<!4> comp (<_> U) (x0.1 @ (-!0 \/ !4)) [ (!4 = 0) -> <!4> comp (<_> U) A [ (!0 = 0) -> <!6> comp (<_> U) A [ (!4 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1)(!6 = 1) -> (A,t A A (<!1> A)), (!6 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!4 = 1)(!5 = 1) -> 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<!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!4 = 1)(!5 = 1) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x,z) ], (!5 = 0) -> <!2> glue A [ (!2 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!2 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ] ], (!4 = 1) -> <!2> A, (!5 = 0) -> <!2> x0.1 @ (-!0 \/ !4) ])).1 (glueElem (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!0 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!5 = 0)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) []) []) [ (!5 = 0)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ], (!0 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) 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= 0) -> <!11> comp (<!12> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !11) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!11 = 1) -> <!12> (t A A (<!1> A)).1 (comp (<!13> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!12 = 0) -> <!13> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!10 = 1) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!11> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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<!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!11> A) (comp (<!11> A) (comp (<!11> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!10 = 0) -> <!11> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!10 = 0) -> <!11> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!12 = 0) -> <!13> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!11> A) (comp (<!11> A) (comp (<!11> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!10 = 0) -> <!11> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!10 = 0) -> <!11> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!12 = 0) -> <!13> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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[]) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) 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] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 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0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0)(!8 = 1) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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(<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 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(comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp 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(!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!6 = 0) -> <!8> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp 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(comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> 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comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) 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(comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> 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[])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) 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[]) [])).1.1 []) []))) @ !9).2 @ !8, (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ] ], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) 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(comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) 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(<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t 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(<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> 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((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ], (!7 = 1) -> <!8> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> 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@ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((x0.2 @ !7).1 (comp (<!8> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!7 = 0) -> <!8> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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[])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 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comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 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(<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 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-> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp 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A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> 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(<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> 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[]) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> 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= 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> 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-> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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(((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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[])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A 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(comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 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((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ]) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ]), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ], (!2 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ (!2 /\ !4)).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!4> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!4> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!3 = 0) -> <!5> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1, (!3 = 1)(!4 = 1) -> <!5> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !5).1, (!4 = 0) -> <!5> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1 ], (!0 = 1) -> <!4> comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!3 = 0) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1, (!3 = 1)(!4 = 1) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !5).1, (!4 = 0) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !5).1 ], (!3 = 0) -> <!4> comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!0 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0)(!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0)(!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0)(!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !5) [ (!3 = 0) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).2 @ !5, (!3 = 1) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !6).2 @ !5, (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!3 = 0) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!6 /\ !7)).1, (!3 = 1) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ (!6 /\ !7)).1, (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> 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[]) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0)(!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 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(comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ]) [ (!3 = 0) -> <!5> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp 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[]) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.2 @ !5) [ (!3 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).2 @ !5, (!3 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !6).2 @ !5, (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!3 = 0) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!6 /\ !7)).1, (!3 = 1) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ (!6 /\ !7)).1, (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!7> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp 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(comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp 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(<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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(comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp 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-> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp 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[])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ 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(<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!4> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x1 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x1 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!0 = 1) -> <!4> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ] ]) []) []) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!4 = 0) -> <!5> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ] ], (!2 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!6 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [ (!6 = 1) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ] ]) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) [] ] ] ]) []) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp 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(comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [] ] ] ]) []) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> 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(<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 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x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) 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[])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> 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[])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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(((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ 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(z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp 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(<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) 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A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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[]) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ 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(<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> 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[]) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> 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(<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp 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[]) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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<!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> 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(<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!6 = 0) -> <!7> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> 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[]) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> 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[]) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!1> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A 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[])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) []) [ (!4 = 0) -> <!5> comp (<!1> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> 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(<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) []) [ (!4 = 1) -> <!5> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 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[]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ] ] ]) [ (!0 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A 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<!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [ (!3 = 1) -> <!4> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> 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(<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [ (!5 = 1) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> 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A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!3 = 1) -> <!4> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> 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[]) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 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comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp 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[])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ]) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ 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(<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ]) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp 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[])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp 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A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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(!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) 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A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [] ] ] ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 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[]) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], 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A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ] ] ]) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> 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(!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) 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<!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) 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(<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [], (!5 = 1) -> <!6> comp (<!7> 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(<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp 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A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x1 []) [ (!4 = 0) -> <!5> comp (<!0> x) x1 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [ (!3 = 1) -> <!4> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 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[]) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A 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(<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!4 = 0) -> <!5> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 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<!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp 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(<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp 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(comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) 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A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ], (!3 = 1) -> <!4> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> 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(<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ] ]) [ (!2 = 0) -> <!3> z.1 (comp (<!4> x) (comp (<!0> x) x1 []) [ (!3 = 1) -> <!4> comp (<!0> x) x1 [] ]), (!2 = 1) -> <!3> (t A (comp (<_> U) A [ (!0 = 0) -> <!4> comp (<_> U) A [ (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!3 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!4 = 0) -> <!3> A ], (!0 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1) -> (x,((x0.2 @ -!3).1,(x0.2 @ -!3).2)) ], (!3 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> 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(comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] 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A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!3 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) []) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!3 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ], (!0 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ (-!3 /\ !5)).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!3 = 1) -> <!6> comp (<!0> x) x1 [], (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!0> x) x1 [])) [ (!8 = 0) -> <!9> z.1 (comp (<!0> x) x1 []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!0> x) x1 []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!4 = 0) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).1, (!4 = 1)(!5 = 1) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !6).1, (!5 = 0) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).1 ], (!0 = 1) -> <!5> comp (<!6> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!0> x) x1 []) [ (!6 = 0) -> <!7> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!4 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).1, (!4 = 1)(!5 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !6).1, (!5 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !6).1 ], (!4 = 0) -> <!5> comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!0 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0)(!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0)(!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !6) [ (!4 = 0) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !7).2 @ !6, (!4 = 1) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !7).2 @ !6, (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!4 = 0) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!7 /\ !8)).1, (!4 = 1) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ (!7 /\ !8)).1, (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0)(!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0)(!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ] ]) [ (!4 = 0) -> <!6> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 0) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.2 @ !6) [ (!4 = 0) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!4 = 0) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ (!7 /\ !8)).1, (!4 = 1) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ (!7 /\ !8)).1, (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!8> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [ (!5 = 0) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp 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[]) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> 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= 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> 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[]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> 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[]) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]) ]) [ (!5 = 0) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 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[]) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> 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(<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ]), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 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(<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> 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(<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp 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(<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [ (!7 = 0) -> <!8> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!5> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x1 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x1 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!0 = 1) -> <!5> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x1 []) [ (!5 = 0) -> <!6> comp (<!0> x) x1 [] ])) []) [] ], (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 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x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x1 []) [ (!2 = 0) -> <!3> comp (<!0> x) x1 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x1 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x1 []) []))) @ !2).1 ] ])) []) [] ], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!0 = 0) -> glueElem (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!3 = 0) -> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [], (!3 = 1) -> comp (<!0> x) x1 [] ], (!0 = 1) -> comp (<!4> x) (comp (<!0> x) x1 []) [ (!3 = 1) -> <!4> comp (<!0> x) x1 [] ], (!3 = 0) -> comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x1 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x1 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x1 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> 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1)(!5 = 1) -> (A,t A A (<!1> A)), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (x,z), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 0) -> <!4> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!1 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,z) ] ], (!5 = 1) -> <!1> A ], (!4 = 0) -> <!2> comp (<_> U) (x0.1 @ (-!0 \/ !5)) [ (!5 = 0) -> <!1> comp (<_> U) A [ (!0 = 0) -> <!5> comp (<_> U) A [ (!1 = 0) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (x,z), (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 0) -> <!4> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!1 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,z) ] ], (!5 = 1) -> <!1> A ], (!5 = 0) -> <!2> x, (!5 = 1) -> <!2> A ])).1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!0 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!9> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!9> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ], (!8 = 0) -> <!9> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ], (!2 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) []) []) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) [ (!8 = 0) -> <!9> z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [ (!9 = 0) -> <!10> comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [ (!10 = 0) -> <!11> comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) []) [ (!8 = 1) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ], (!2 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) 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(<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> 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[ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) 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(<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> 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(<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> 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[]) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 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(comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ (!8 /\ !9)).1, (!5 = 1) -> <!9> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))).2 ((comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))) @ (!8 /\ !9)).1, (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 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1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp 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A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ 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comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp 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!1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ]) [ (!5 = 0) -> <!7> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp 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(comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 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(comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp 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<!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> 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A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> 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(<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ !6).1, (!5 = 1) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))).2 ((comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))) @ !6).1 ], (!0 = 1) -> <!5> comp (<!6> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 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x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ !6).1, (!5 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))).2 ((comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !6).1 ] ])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!5> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) 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1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp 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-> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 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((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] 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[]) [] ] ]) []) []) [ (!2 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp 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(comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!8> comp (<!9> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ] ]) [ (!6 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!8 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1)(!9 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!9 = 0) -> <!10> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) [], (!6 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1)(!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ] ]) []) [ (!6 = 1) -> <!9> comp (<!10> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!10 = 0) -> <!11> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) []) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!8 = 1) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp 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[]) [])) []) []) [ (!8 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [], (!8 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp 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(comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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-> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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-> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A 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[]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> 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[])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) 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] ] ] ], (!0 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> (x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> (x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp 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(!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!2 = 1) -> <!5> comp 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(<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], 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-> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 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(comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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= 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 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A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> 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(comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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-> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A 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[]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> 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(<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp 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x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !6).1 ] ])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!5> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> 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(comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> 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[])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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-> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> 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[])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> 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(<!8> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ]) [ (!5 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [], (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp 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(comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!10 = 1)(!9 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> 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(z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ]) [ (!9 = 0) -> <!10> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ]) [ (!9 = 0) -> <!10> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp 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[])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) 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<!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> 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A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 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-> <!5> comp (<!6> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp 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(((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A 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[],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !6).1 ] ]) ] ]) [ (!2 = 0) -> <!5> z.1 (comp (<!6> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!5 = 1) -> <!6> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ]), (!2 = 1) -> <!5> (t A (comp (<_> U) A [ (!0 = 0) -> <!4> comp (<_> U) A [ (!4 = 0) -> <!3> A, (!5 = 0) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (A,t A A (<!1> A)), (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 1) -> <!3> glue A [ (!3 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x2 : A) -> IdP (<!0> A) a x2)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!3 = 1)(!4 = 1) -> (x,z), (!4 = 0) -> (A,(\(x2 : A) -> x2,\(a : A) -> ((a,<!0> a),\(z0 : Sigma 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(comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t 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[]) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp 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((t A A (<!1> A)).2 (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!9 = 0) -> <!10> 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(comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!11> A) (comp (<!11> A) (comp (<!11> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!10 = 0) -> <!11> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!10 = 0) -> <!11> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!12 = 0) -> <!13> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp 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(<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp 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[])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0)(!8 = 1) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0)(!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) 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(<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A 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<!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 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])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !8) [ (!6 = 0) -> <!9> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ !9).2 @ !8, (!6 = 1) -> <!9> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))).2 ((comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))) @ !9).2 @ !8, (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp 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(<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> 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(z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ] ], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> 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(<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> 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A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) 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x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> 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A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ (!9 /\ !10)).1, (!6 = 1) -> <!10> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))).2 ((comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []))) @ (!9 /\ !10)).1, (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!9 = 0) -> <!10> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 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[]) [])).1.1 []) []) ] ])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!9 = 1) -> 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ], (!7 = 1) -> <!8> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((x0.2 @ !7).1 (comp (<!8> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!7 = 0) -> <!8> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ] ]) [ (!6 = 0) -> <!8> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp 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[]), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ] ], (!7 = 0) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((x0.2 @ !7).1 (comp (<!8> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!7 = 0) -> <!8> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ])).1.2 @ !8) [ (!6 = 0) -> <!9> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []))) @ !9).2 @ !8, (!6 = 1) -> <!9> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))).2 ((comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !9).2 @ !8, (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((x0.2 @ !7).1 (comp (<!8> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!7 = 0) -> <!8> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [ (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [])) [] ] ], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) []) ] ], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((x0.2 @ !7).1 (comp (<!8> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!7 = 0) -> <!8> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x1 [ (!4 = 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(comp (<!8> x) (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) [ (!7 = 0) -> <!8> comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ] ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!7 = 1) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp 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1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) 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(comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp 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= 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 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[]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp 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x) x1 [ (!4 = 1) -> <!5> x1 ]) []))) @ !6).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!7> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!9 = 0) -> <!10> comp (<!11> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !10) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!10 = 1) -> <!11> (t A A (<!1> A)).1 (comp (<!12> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!11 = 0) -> <!12> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) 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[]) []) [], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) 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] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 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A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> 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((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A 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((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A 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(!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x1 [ (!4 = 1) -> <!5> x1 ])) []) []) []) 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(<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ]) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ]), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ] ], (!2 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ (!2 /\ !4)).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!4> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!4> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) 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x) x2 [])) []) []) [ (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1)(!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!3 = 0) -> <!5> (((t A x (<!1> x0.1 @ !1)).2 ((t A x 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A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0)(!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0)(!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0)(!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!3 = 0) -> <!5> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !5) [ (!3 = 0) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !6).2 @ !5, (!3 = 1) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !6).2 @ !5, (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!3 = 0) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ (!6 /\ !7)).1, (!3 = 1) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ (!6 /\ !7)).1, (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!4 = 1) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0)(!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0)(!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0)(!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ] ]) [ (!3 = 0) -> <!5> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!5> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.2 @ !5) [ (!3 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !6).2 @ !5, (!3 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !6).2 @ !5, (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!3 = 0) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ (!6 /\ !7)).1, (!3 = 1) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ (!6 /\ !7)).1, (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!6> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!7> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!4 = 1) -> <!5> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!7> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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(comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) 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]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp 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[]) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 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(comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ]) ]) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ]), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) 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((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) 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(!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> 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[])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> 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(<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp 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(comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!4> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) x2 [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) x2 []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!0 = 1) -> <!4> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((x0.2 @ !4).1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp 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[])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 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(comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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<!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!4 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!4 = 0) -> <!5> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ] ], (!2 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!6 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [ (!6 = 1) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ] ]) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) [] ] ] ]) []) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [], (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) [] ] ] ]) []) [ (!4 = 1) -> <!7> comp (<!8> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], 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((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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(comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) 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A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp 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(comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ]) ]) [ (!4 = 0) -> <!5> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) 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((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) 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[])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) 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x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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(comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp 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(comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x 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A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) []) [ (!6 = 0) -> <!7> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> 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(<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!1> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ 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A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 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A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) 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(<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x 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A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) []) []) [ (!4 = 0) -> <!5> comp (<!1> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) 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(!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) []) [ (!4 = 1) -> <!5> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> 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[]) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> 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(comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) 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A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!4 = 0) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [ (!5 = 1) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!3 = 1) -> <!4> comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ]) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [] ] ] ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) [ (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ]) []) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp 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[]) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A 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A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [], (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) 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(<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [] ] ] ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!7 = 0) -> <!8> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 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(!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> 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[])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) [ (!5 = 1) -> <!6> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [] ] ] ]) [ (!2 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) 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= 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ], (!2 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!4> A) (comp 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<!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ]) [ (!3 = 0) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) []) [ (!3 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1)(!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!6 = 0) -> <!7> comp (<!4> A) (comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [] ] ], (!4 = 1) -> <!5> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) [ (!4 = 1) -> <!5> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!0> x) x2 []) [ (!4 = 0) -> <!5> comp (<!0> x) x2 [] ])) []) [] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!3> A) ((x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> (x0.2 @ !2).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ], (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!3 = 1) -> <!4> z.1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp 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[], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> 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[]) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [ (!3 = 1) -> <!4> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp 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x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ]) ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> 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x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 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<!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp 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(comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [ (!5 = 0) -> <!6> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [] ] ], (!3 = 1) -> <!4> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> 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1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ] ], (!4 = 1) -> <!2> A ])).1 (glueElem (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!0 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp 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(comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!3 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) []) []) [ (!3 = 0)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ], (!3 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ], (!0 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ (-!3 /\ !5)).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!3 = 1) -> <!6> comp (<!0> x) x2 [], (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ], (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!0> x) x2 [])) [ (!8 = 0) -> <!9> z.1 (comp (<!0> x) x2 []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!0> x) x2 []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ], (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!4 = 0) -> <!6> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp 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(<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1)(!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ] ])).1.1 [ (!4 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !6).1, (!4 = 1)(!5 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !6).1, (!5 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !6).1 ], (!4 = 0) -> <!5> comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!0 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0)(!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0)(!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ]) [ (!4 = 0) -> <!6> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.2 @ !6) [ (!4 = 0) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !7).2 @ !6, (!4 = 1) -> <!7> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !7).2 @ !6, (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!4 = 0) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ (!7 /\ !8)).1, (!4 = 1) -> <!8> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ (!7 /\ !8)).1, (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ]) [ (!4 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0)(!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!4 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> 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@ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ] ]) [ (!4 = 0) -> <!6> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 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x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ] ], (!5 = 0) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ 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x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.2 @ !6) [ (!4 = 0) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !7).2 @ !6, (!4 = 1) -> <!7> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !7).2 @ !6, (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!4 = 0) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ (!7 /\ !8)).1, (!4 = 1) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ (!7 /\ !8)).1, (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!5 = 1) -> <!6> comp (<!7> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!8> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!5 = 1) -> <!6> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ] ], (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!8> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> 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(<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp 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[]) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ 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(comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 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<!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) 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(comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ]) ]) [ (!5 = 0) -> <!6> (t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A 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[])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], 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A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) 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A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 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x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) 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[]) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [ (!6 = 0) -> <!7> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A 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(<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) 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(comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 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[])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> 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A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [ (!7 = 0) -> <!8> comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) [] ] ] ] ]) [ (!0 = 0) -> <!5> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!8 = 1) -> <!9> (t A A (<!1> A)).1 (comp (<!10> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!6 = 1) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (z.1 (comp (<!0> x) x2 [])) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []) ]) [ (!7 = 0) -> <!8> z.1 (comp (<!0> x) x2 []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!7 = 0) -> <!8> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 0) -> <!10> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!7 = 0) -> <!8> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!0 = 1) -> <!5> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((x0.2 @ !5).1 (comp (<!6> x) (comp (<!0> x) x2 []) [ (!5 = 0) -> <!6> comp (<!0> x) x2 [] ])) []) [] ], (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!1> A) (comp (<!1> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ], (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((x0.2 @ !2).1 (comp (<!3> x) (comp (<!0> x) x2 []) [ (!2 = 0) -> <!3> comp (<!0> x) x2 [] ])) []) [] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [ (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) [])) [] ] ], (!2 = 1) -> <!3> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []) ] ])).1.1 [ (!1 = 0) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))).2 ((comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))).2 ((comp (<!0> x) (comp (<!0> x) x2 []) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!0> x) (comp (<!0> x) x2 []) []))) @ !2).1 ] ])) []) [] ], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!0 = 0) -> glueElem (comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!4 = 0) -> <!5> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!4 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !6) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!8> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!7 = 0) -> <!8> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!5 = 1) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!4 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!5 = 0) -> <!6> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!3 = 0) -> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [], (!3 = 1) -> comp (<!0> x) x2 [] ], (!0 = 1) -> comp (<!4> x) (comp (<!0> x) x2 []) [ (!3 = 1) -> <!4> comp (<!0> x) x2 [] ], (!3 = 0) -> comp (<!1> x0.1 @ -!0) (comp (<!1> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!1> comp (<!2> A) ((t A A (<!1> A)).2 (comp (<!2> A) (comp (<!2> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) ((t A A (<!1> A)).1 (comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [] ])) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!4 = 0) -> <!5> comp (<!6> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !5) [ (!5 = 0) -> <!6> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!5 = 1) -> <!6> (t A A (<!1> A)).1 (comp (<!7> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!6 = 0) -> <!7> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ], (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!3 = 1) -> <!4> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!0> x) x2 [])) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []) ]) [ (!4 = 0) -> <!5> z.1 (comp (<!0> x) x2 []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) [] ] ], (!2 = 1) -> <!3> comp (<!4> A) (comp (<!4> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!3 = 1) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!4 = 0) -> <!5> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []), (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!5 = 0) -> <!6> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!6 = 0) -> <!7> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!4 = 1) -> <!5> comp (<!6> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!6 = 0) -> <!7> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!3 = 0) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!4 = 0) -> <!5> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!3 = 1) -> <!4> comp (<!5> A) (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) []) [ (!4 = 1) -> <!5> comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!1 = 0) -> <!2> comp (<!3> A) (comp (<!3> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [] ]) [ (!2 = 0) -> <!3> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) [], (!2 = 1) -> <!3> comp (<!4> A) (((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.2 @ !3) [ (!3 = 0) -> <!4> comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [], (!3 = 1) -> <!4> (t A A (<!1> A)).1 (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [ (!4 = 0) -> <!5> ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 ]) ] ], (!1 = 1) -> <!2> comp (<!3> A) (comp (<!3> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) [ (!2 = 1) -> <!3> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []) ]) [ (!2 = 0) -> <!3> comp (<!4> A) (comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [])) []) [ (!3 = 0) -> <!4> comp (<!0> A) ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) 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[])) []) []) []) [])).1.1 []))).2 ((comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 [],<_> (t A A (<!1> A)).1 (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []))) @ !2).1, (!1 = 1) -> <!2> (((t A A (<!1> A)).2 ((t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))).2 ((comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!0> A) (comp (<!0> A) ((t A A (<!1> A)).2 (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (comp (<!0> A) (z.1 (comp (<!0> x) x2 [])) []) []) []) [])).1.1 []) []))) @ !2).1 ], (!0 = 1) -> <!1> comp (<!2> x) ((t A 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x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!5> glue A [ (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!1 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,z) ] ], (!5 = 1) -> <!1> A ], (!4 = 0) -> <!2> comp (<_> U) (x0.1 @ (-!0 \/ !5)) [ (!5 = 0) -> <!1> comp (<_> U) A [ (!0 = 0) -> <!5> comp (<_> U) A [ (!1 = 0) -> <!4> glue A [ (!4 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (A,t A A (<!1> A)), (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!1 = 1) -> <!4> glue A [ (!4 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!4 = 1)(!5 = 1) -> (x,z), (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))) ], (!5 = 0) -> <!4> A ], (!0 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,((x0.2 @ -!1).1,(x0.2 @ -!1).2)) ], (!1 = 0) -> <!5> glue A [ (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x0.1 @ -!0,t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))) ], (!1 = 1) -> <!5> glue A [ (!5 = 0) -> (A,(\(x3 : A) -> x3,\(a : A) -> ((a,<!0> a),\(z0 : Sigma A (\(x3 : A) -> IdP (<!0> A) a x3)) -> <!0> (z0.2 @ !0,<!1> z0.2 @ (!0 /\ !1))))), (!5 = 1) -> (x,z) ] ], (!5 = 1) -> <!1> A ], (!5 = 0) -> <!2> x, (!5 = 1) -> <!2> A ])).1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!3 = 0) -> <!4> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!0 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!9> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!9> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ], (!8 = 0) -> <!9> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ], (!2 = 1)(!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) []) []) [ (!2 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) [ (!8 = 0) -> <!9> z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [ (!9 = 0) -> <!10> comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [ (!10 = 0) -> <!11> comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) []) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) []) [ (!8 = 1) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) 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(!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 1) -> <!8> 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-> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ 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(comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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[]) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []))).2 ((comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [],<_> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []))) @ (!8 /\ !9)).1, (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!10 = 0) -> <!11> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 ]) ], (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) 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[ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ], (!6 = 1) -> <!7> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ] ])).1.1 ]) ], (!6 = 1) -> <!7> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !9) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!9 = 1) -> <!10> (t A A (<!1> A)).1 (comp (<!11> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!0 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ]) [ (!5 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0)(!7 = 1) -> <!8> comp (<!9> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !8) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!8 = 1) -> <!9> (t A x (<!1> x0.1 @ !1)).1 (comp (<!10> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!9 = 0) -> <!10> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!5 = 1) -> <!7> comp (<!8> A) 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A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp 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A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ] ])).1.2 @ !7) [ (!5 = 0) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []))) @ !8).2 @ !7, (!5 = 1) -> <!8> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))).2 ((comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))) @ !8).2 @ !7, (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 ]) ] ], (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 1) -> <!7> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!5> A) ((t A x (<!1> x0.1 @ !1)).1 (comp 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<!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp 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-> <!6> comp (<!7> A) (comp (<!7> A) ((x0.2 @ !6).1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> 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(z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A 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[]) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) 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-> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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= 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) 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[ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> 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(<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] 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(comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 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(<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ], (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) 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-> <!6> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!2 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (comp (<!10> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!9 = 0) -> <!10> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [] ], (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ], (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [] ] ], (!2 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!10> A) (comp 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(<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!11 = 0) -> <!12> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1)(!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ], (!8 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ] ], (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 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<!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!5 = 1) -> <!6> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) [] ]) [ (!2 = 0) -> <!8> comp (<!9> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) []) [ (!8 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [], (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [] ], (!7 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0)(!9 = 1) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ], (!8 = 1) -> <!9> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ] ] ], (!2 = 1) -> <!8> comp (<!9> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A 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((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A 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<!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ] ], (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 ]) ], (!6 = 1) -> 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x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 1)(!9 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ], (!9 = 0) -> <!10> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) [], (!6 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 1)(!11 = 1) -> <!12> comp (<!13> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!12 = 0) -> <!13> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ] ] ]) []) [ (!6 = 1) -> <!9> comp (<!10> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ]) [ (!10 = 0) -> <!11> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ]) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ]) [ (!10 = 0) -> <!11> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!6 = 0) -> <!7> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []), (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!8 = 0) -> <!9> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ] ]) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) 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(comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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[]) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> 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(<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> 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x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) 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x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))) @ !6).1 ] ])) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!5> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!6 = 1) -> 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(<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 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(comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> 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-> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A A (<!1> A)).1 (comp (<!9> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!8 = 0) -> <!9> ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> 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1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 1) -> <!9> 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((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))).2 ((comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))) @ !6).1 ] ])) []) []) [ (!6 = 1) -> <!7> comp (<!5> A) (comp (<!5> A) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).1 (comp (<!5> x0.1 @ -!0) (comp (<!5> x0.1 @ -!0) ((t A (x0.1 @ -!0) (<!1> x0.1 @ (-!0 \/ !1))).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!0 = 0) -> <!5> comp (<!6> A) ((t A A (<!1> A)).2 (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) ((t A A (<!1> A)).1 (comp (<!8> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!7 = 0) -> <!8> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [] ])) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!8 = 0) -> <!9> comp (<!10> A) (((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) 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(<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!10 = 0) -> <!11> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!7 = 1) -> <!8> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ]) []) []) [ (!6 = 0) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) ]) [ (!8 = 0) -> <!9> z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!9 = 0) -> <!10> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [], (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [ (!10 = 0) -> <!11> comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!8 = 1) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) [] ] ], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!7 = 1) -> <!8> comp (<!9> A) (comp (<!9> A) (comp (<!9> A) (comp (<!9> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []) ]) [ (!8 = 0) -> <!9> (t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) []), (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [ (!9 = 0) -> <!10> comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 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A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!7 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) []) [ (!8 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [] ], (!7 = 1) -> <!8> 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<!5> x2 ] ])) []) [] ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [] ]) [ (!6 = 0) -> <!7> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [], (!6 = 1) -> <!7> comp (<!8> A) (((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.2 @ !7) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [], (!7 = 1) -> <!8> (t A x (<!1> x0.1 @ !1)).1 (comp (<!9> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [ (!8 = 0) -> 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!1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ] ])).1.1 [ (!5 = 0) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []))).2 ((comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) ((t A x (<!1> x0.1 @ !1)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []))) @ !6).1, (!5 = 1) -> <!6> (((t A x (<!1> x0.1 @ !1)).2 ((t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))).2 ((comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [],<_> (t A x (<!1> x0.1 @ !1)).1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []))) @ !6).1 ] ])) []) [] ] ] ]) [ (!0 = 0) -> <!5> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [ (!2 = 0) -> <!5> comp (<!6> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) [ (!5 = 1) -> <!6> comp (<!7> A) (comp (<!7> A) (z.1 (comp (<!7> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [ (!6 = 0) -> <!7> comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ] ])) []) [] ], (!2 = 1) -> <!5> comp (<!6> A) (comp (<!6> A) ((t A A (<!1> A)).1 (comp (<!6> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [ (!5 = 0) -> <!6> comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 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(comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) [] ] ] ]) []) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).1 (comp (<!5> A) (comp (<!5> A) ((t A A (<!1> A)).2 (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ] ]) [ (!6 = 0) -> <!8> comp 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(<!5> x) x2 [ (!4 = 1) -> <!5> x2 ])) []) []) []) [])).1.1 []) [])) []) [] ] ] ]) []) []) [ (!2 = 0) -> <!6> comp (<!7> A) (comp (<!7> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ]) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!8> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ] ]) [ (!5 = 0) -> <!8> comp (<!9> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!9> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [], (!9 = 0) -> <!10> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ], (!7 = 0) -> <!8> comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) []) [ (!5 = 0) -> <!9> comp (<!10> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!8 = 1)(!9 = 1) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 0) -> <!11> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ], (!8 = 0) -> <!9> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [], (!8 = 1) -> <!9> comp (<!10> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) []) [ (!5 = 0) -> <!10> comp (<!11> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!10 = 1)(!9 = 1) -> <!11> comp (<!12> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!11 = 0) -> <!12> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ], (!9 = 0) -> <!10> comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [] ] ] ]) []) [ (!5 = 0) -> <!8> comp (<!9> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ]) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ]) [ (!9 = 0) -> <!10> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ], (!7 = 1) -> <!8> comp (<!9> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) []) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) []) [ (!7 = 0) -> <!8> comp (<!5> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [] ] ] ]) [ (!8 = 1) -> <!9> comp (<!10> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (comp (<!6> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [ (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) [ (!5 = 0) -> <!6> comp (<!7> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!6 = 0) -> <!7> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [], (!6 = 1) -> <!7> comp (<!8> A) (comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) []) [ (!7 = 0) -> <!8> comp (<!5> A) (z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) [])) [] ] ], (!5 = 1) -> <!6> z.1 (comp (<!5> x) (comp (<!5> x) x2 [ (!4 = 1) -> <!5> x2 ]) []) ]) []) [ (!5 = 0) -> 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