0.06/0.12	% Problem    : theBenchmark.p : TPTP v0.0.0. Released v0.0.0.
0.06/0.12	% Command    : do_CVC4 %s
0.13/0.33	% Computer   : n023.cluster.edu
0.13/0.33	% Model      : x86_64 x86_64
0.13/0.33	% CPU        : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
0.13/0.33	% Memory     : 8042.1875MB
0.13/0.33	% OS         : Linux 3.10.0-693.el7.x86_64
0.13/0.33	% CPULimit   : 180
0.13/0.33	% DateTime   : Thu Aug 29 12:51:07 EDT 2019
0.13/0.33	% CPUTime    : 
0.19/0.46	%----Proving TH0_NAR
0.19/0.46	------- cvc4-thf casc 27 : /export/starexec/sandbox2/benchmark/theBenchmark.p at 180...
0.19/0.46	--- Run --uf-ho --ho-elim --no-ho-elim-store-ax --full-saturate-quant at 20...
20.36/20.55	--- Run --uf-ho --ho-elim --full-saturate-quant at 20...
40.45/40.63	--- Run --uf-ho --ho-elim --finite-model-find --uf-ss=no-minimal at 5...
41.35/41.57	% SZS status Theorem for theBenchmark
41.35/41.57	% SZS output start Proof for theBenchmark
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_3089 $$unsorted) (BOUND_VARIABLE_3093 $$unsorted)) (not (ho_4 (ho_6 k_5 BOUND_VARIABLE_3089) BOUND_VARIABLE_3093)) )
41.35/41.57	  ( skv_8 skv_9 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2642 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2642))) (or (not (ho_3 _let_0 france)) (ho_3 _let_0 paris))) )
41.35/41.57	  ( skv_10 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2969 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2969))) (or (not (ho_3 _let_0 catalunya)) (not (forall ((BOUND_VARIABLE_2993 reg)) (or (not (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2993)) (ho_3 _let_0 BOUND_VARIABLE_2969))) )) (not (forall ((BOUND_VARIABLE_2994 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2994))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2993)) (ho_3 _let_0 catalunya))) ))) )) (not (ho_3 _let_0 spain)) (not (forall ((BOUND_VARIABLE_2970 reg)) (or (not (forall ((BOUND_VARIABLE_2979 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2979))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2970)) (ho_3 _let_0 BOUND_VARIABLE_2969))) )) (not (forall ((BOUND_VARIABLE_2971 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2971))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2970)) (ho_3 _let_0 spain))) ))) )))) )
41.35/41.57	  ( skv_11 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2954 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2954))) (or (not (ho_3 _let_0 spain)) (ho_3 _let_0 catalunya))) )
41.35/41.57	  ( skv_12 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> $$unsorted $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_6 v ii) (ite (= ii skv_8) (ho_6 k_5 skv_8) (ho_6 k_5 ii))) )) )
41.35/41.57	  ( skv_15 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_4 v ii) (ite (= ii skv_8) false (ho_4 (ho_6 k_5 skv_8) ii))) )) )
41.35/41.57	  ( skv_16 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_4 v ii) (ite (= ii skv_8) true (ho_4 (ho_6 k_5 skv_8) ii))) )) )
41.35/41.57	  ( skv_17 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_18 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_19 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_20 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_21 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_22 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_23 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.57	  ( skv_24 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.57	  ( skv_25 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.57	  ( skv_26 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.57	  ( skv_27 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.57	  ( skv_28 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.57	  ( skv_29 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_30 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_31 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_32 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_33 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_34 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_35 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 catalunya)) (ho_3 _let_0 skv_11))) )
41.35/41.57	  ( skv_36 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2994 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2994))) (or (not (ho_3 _let_0 skv_11)) (ho_3 _let_0 catalunya))) )
41.35/41.57	  ( skv_37 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2971 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2971))) (or (not (ho_3 _let_0 skv_11)) (ho_3 _let_0 spain))) )
41.35/41.57	  ( skv_38 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2308 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2308))) (or (not (ho_3 _let_0 catalunya)) (ho_3 _let_0 france))) )
41.35/41.57	  ( skv_39 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2971 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2971))) (or (not (ho_3 _let_0 france)) (ho_3 _let_0 spain))) )
41.35/41.57	  ( skv_40 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.57	  ( skv_41 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2681 reg)) (or (not (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 catalunya))) )) (not (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 paris))) ))) )
41.35/41.57	  ( skv_42 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2681 reg)) (or (not (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 skv_11))) )) (not (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 paris))) ))) )
41.35/41.57	  ( skv_43 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 france)) (ho_3 _let_0 skv_11))) )
41.35/41.57	  ( skv_44 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2994 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2994))) (or (not (ho_3 _let_0 france)) (ho_3 _let_0 catalunya))) )
41.35/41.57	  ( skv_45 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((BOUND_VARIABLE_2307 reg)) (or (not (forall ((BOUND_VARIABLE_2316 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2316))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2307)) (ho_3 _let_0 spain))) )) (not (forall ((BOUND_VARIABLE_2308 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2308))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2307)) (ho_3 _let_0 france))) ))) )
41.35/41.57	  ( skv_46 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 (ho_2 k_1 spain) z)) )
41.35/41.57	  ( skv_75 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.57	  ( skv_76 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_77 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_78 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_79 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_80 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_81 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_82 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_83 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_84 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_85 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_86 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_87 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.57	  ( skv_88 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_89 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_90 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_91 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_92 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_93 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.57	  ( skv_94 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_95 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_96 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_97 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_98 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_99 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_100 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_101 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_102 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_103 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_104 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_105 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.57	  ( skv_106 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_107 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_108 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_109 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_110 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_111 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_112 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_113 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_114 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_115 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_116 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_117 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.57	  ( skv_118 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_119 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_120 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_121 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_122 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_123 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_124 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_125 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_126 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_127 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_128 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_129 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_130 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_131 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_132 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_133 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_134 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_135 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_136 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_137 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_138 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.57	  ( skv_139 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.57	  ( skv_140 )
41.35/41.57	)
41.35/41.57	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_36) z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.57	  ( skv_141 )
41.35/41.57	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.58	  ( skv_142 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.58	  ( skv_143 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((BOUND_VARIABLE_2681 reg)) (or (not (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 france))) )) (not (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 paris))) ))) )
41.35/41.58	  ( skv_144 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((BOUND_VARIABLE_2681 reg)) (or (not (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 skv_36))) )) (not (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 paris))) ))) )
41.35/41.58	  ( skv_145 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 skv_38)) (ho_3 _let_0 skv_11))) )
41.35/41.58	  ( skv_146 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 skv_10)) (ho_3 _let_0 skv_11))) )
41.35/41.58	  ( skv_147 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 skv_36)) (ho_3 _let_0 skv_11))) )
41.35/41.58	  ( skv_148 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> $$unsorted $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_6 v ii) (ite (= ii skv_8) (ho_6 k_5 skv_8) (ho_6 k_7 ii))) )) )
41.35/41.58	  ( skv_291 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> $$unsorted $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_6 v ii) (ite (= ii skv_8) skv_16 (ho_6 k_7 ii))) )) )
41.35/41.58	  ( skv_292 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> $$unsorted $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_6 v ii) (ite (= ii skv_8) skv_16 (ho_6 k_5 ii))) )) )
41.35/41.58	  ( skv_293 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_4 v ii) (ite (= ii skv_8) false (ho_4 skv_16 ii))) )) )
41.35/41.58	  ( skv_294 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_4 v ii) (ite (= ii skv_8) true (ho_4 skv_16 ii))) )) )
41.35/41.58	  ( skv_295 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 skv_19 z)) )
41.35/41.58	  ( skv_296 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 skv_20 z)) )
41.35/41.58	  ( skv_297 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 skv_25 z)) )
41.35/41.58	  ( skv_298 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 skv_26 z)) )
41.35/41.58	  ( skv_299 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.58	  ( skv_300 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 skv_20 z)) )
41.35/41.58	  ( skv_301 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 skv_24 z)) )
41.35/41.58	  ( skv_302 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 skv_26 z)) )
41.35/41.58	  ( skv_303 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.58	  ( skv_304 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.58	  ( skv_305 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 skv_25 z)) )
41.35/41.58	  ( skv_306 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.58	  ( skv_307 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_25 z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.58	  ( skv_308 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_3 skv_26 z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.58	  ( skv_309 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.58	  ( skv_310 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.58	  ( skv_311 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.58	  ( skv_312 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 k_1 skv_10) ii))) )) )
41.35/41.58	  ( skv_313 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_314 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_315 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_316 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_317 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_318 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_319 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_320 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_321 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_322 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_323 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_324 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_325 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_326 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_327 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_328 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 skv_18 ii))) )) )
41.35/41.58	  ( skv_329 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_330 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_331 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_332 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_333 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_334 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_335 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_336 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_337 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_338 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_339 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_340 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_341 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_342 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_343 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_344 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 skv_19 ii))) )) )
41.35/41.58	  ( skv_345 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_346 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_347 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_348 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_349 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_350 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_351 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_352 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_353 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_354 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_355 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_356 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_357 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_358 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_359 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_360 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 skv_20 ii))) )) )
41.35/41.58	  ( skv_361 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.58	  ( skv_362 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.58	  ( skv_363 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.58	  ( skv_364 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 k_1 spain) ii))) )) )
41.35/41.58	  ( skv_365 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_366 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_367 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_368 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_369 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_370 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_371 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_372 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_373 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_374 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_375 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_376 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_377 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_378 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_379 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_380 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 skv_24 ii))) )) )
41.35/41.58	  ( skv_381 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_382 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_383 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_384 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_385 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_386 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_387 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_388 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_389 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_390 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_391 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_392 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_393 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_394 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_395 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_396 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 skv_25 ii))) )) )
41.35/41.58	  ( skv_397 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_398 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_399 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_400 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_401 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_402 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_403 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_404 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_405 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_406 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_407 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_408 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_409 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_410 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_411 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_412 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 skv_26 ii))) )) )
41.35/41.58	  ( skv_413 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_414 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_415 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_416 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_417 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_418 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_419 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_420 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_421 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_422 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_11) ii))) )) )
41.35/41.58	  ( skv_423 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.58	  ( skv_424 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.58	  ( skv_425 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.58	  ( skv_426 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 k_1 skv_36) ii))) )) )
41.35/41.58	  ( skv_427 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_428 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_429 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_430 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_431 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_432 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_433 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_434 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_435 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_436 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_437 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_438 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_439 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_440 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_441 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_442 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 skv_31 catalunya) ii))) )) )
41.35/41.58	  ( skv_443 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.58	  ( skv_444 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.58	  ( skv_445 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.58	  ( skv_446 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 k_1 skv_38) ii))) )) )
41.35/41.58	  ( skv_447 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_448 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_449 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_450 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_451 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_452 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_453 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_454 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_455 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_456 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_43) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_457 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_458 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_459 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_460 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_461 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_142) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_462 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_147) ii))) )) )
41.35/41.58	  ( skv_463 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_2 skv_31 z) (ho_2 skv_33 z)) )
41.35/41.58	  ( skv_464 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((z reg)) (= (ho_2 k_1 z) (ho_2 skv_33 z)) )
41.35/41.58	  ( skv_465 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_466 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_467 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_468 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_469 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_470 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_471 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_472 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_10) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_473 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_474 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_475 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_476 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_477 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_478 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_479 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_480 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_18 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_481 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_482 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_483 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_484 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_485 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_486 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_487 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_488 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_19 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_489 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_490 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_491 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_492 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_493 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_494 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_495 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_496 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_20 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_497 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_498 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_499 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_500 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_501 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_502 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_503 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_504 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 spain) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_505 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_506 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_507 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_508 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_509 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_510 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_511 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_512 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_24 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_513 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_514 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_515 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_516 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_517 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_518 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_519 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_520 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_25 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_521 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_522 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_523 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_524 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_525 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_526 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_527 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_528 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_26 (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_529 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_530 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_531 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_532 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_533 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_534 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_535 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_536 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_11) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_537 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_538 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_539 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_540 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_541 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_542 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_543 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_544 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_36) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_545 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_546 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_547 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_548 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_549 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_550 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_551 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_552 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 skv_31 catalunya) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_553 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_554 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_555 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_556 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_557 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_558 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_559 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_560 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_38) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_561 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_562 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_563 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_564 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_565 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_566 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_567 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_568 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_147) (ho_2 skv_30 ii))) )) )
41.35/41.58	  ( skv_569 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_570 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_571 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_572 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_573 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_574 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_575 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_576 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_10) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_577 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_578 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_579 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_580 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_581 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_582 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_583 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_584 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_18 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_585 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_586 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_587 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_588 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_589 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_590 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_591 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_592 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_19 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_593 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_594 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_595 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_596 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_597 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_598 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_599 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_600 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_20 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_601 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_602 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_603 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_604 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_605 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_606 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_607 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_608 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 spain) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_609 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_610 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_611 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_612 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_613 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_614 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_615 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_616 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_24 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_617 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_618 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_619 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_620 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_621 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_622 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_623 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_624 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_25 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_625 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_626 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_627 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_628 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_629 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_630 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_631 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_632 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_26 (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_633 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_634 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_635 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_636 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_637 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_638 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_639 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_640 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_11) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_641 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_642 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_643 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_644 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_645 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_646 )
41.35/41.58	)
41.35/41.58	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.58	  ( skv_647 )
41.35/41.58	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_648 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_36) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_649 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_650 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_651 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_652 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_653 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_654 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_655 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_656 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 skv_31 catalunya) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_657 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_658 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_659 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_660 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_661 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_662 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_663 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_664 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_38) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_665 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_666 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_667 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_668 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_669 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_670 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_671 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_672 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_147) (ho_2 skv_31 ii))) )) )
41.35/41.59	  ( skv_673 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_674 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_10) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_675 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_676 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_677 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_678 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_679 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_680 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_681 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_682 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_18 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_683 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_684 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_685 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_686 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_687 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_688 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_689 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_690 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_19 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_691 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_692 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_693 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_694 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_695 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_696 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_697 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_698 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_20 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_699 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_700 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 spain) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_701 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_702 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_703 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_704 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_705 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_706 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_707 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_708 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_24 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_709 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_710 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_711 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_712 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_713 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_714 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_715 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_716 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_25 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_717 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_718 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_719 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_720 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_721 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_722 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_723 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_724 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_26 (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_725 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_726 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_727 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_728 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_729 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_11) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_730 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_731 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_36) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_732 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_733 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_734 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_735 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_736 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_737 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_738 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_739 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 skv_31 catalunya) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_740 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_741 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_38) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_742 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_743 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_744 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_745 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_746 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_747 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_748 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_749 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_147) (ho_2 k_1 ii))) )) )
41.35/41.59	  ( skv_750 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_751 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_752 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_753 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_754 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_755 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_756 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_757 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_10) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_758 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_759 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_760 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_761 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_762 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_763 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_764 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_765 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_18 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_766 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_767 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_768 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_769 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_770 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_771 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_772 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_773 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_19 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_774 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_775 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_776 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_777 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_778 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_779 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_780 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_781 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_20 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_782 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_783 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_784 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_785 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_786 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_787 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_788 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_789 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 spain) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_790 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_791 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_792 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_793 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_794 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_795 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_796 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_797 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_24 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_798 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_799 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_800 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_801 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_802 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_803 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_804 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_805 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_25 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_806 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_807 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_808 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_809 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_810 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_811 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_812 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_813 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_26 (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_814 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_815 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_816 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_817 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_818 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_819 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_820 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_821 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_11) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_822 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_823 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_824 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_825 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_826 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_827 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_828 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_829 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_36) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_830 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_831 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_832 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_833 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_834 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_835 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_836 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_837 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 skv_31 catalunya) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_838 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_839 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_840 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_841 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_842 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_843 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_844 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_845 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_38) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_846 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_847 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_848 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_849 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_850 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_851 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_852 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_853 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_147) (ho_2 skv_33 ii))) )) )
41.35/41.59	  ( skv_854 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_855 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_856 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_857 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_858 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_859 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_860 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_861 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_10) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_862 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_863 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_864 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_865 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_866 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_867 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_868 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_869 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_18 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_870 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_871 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_872 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_873 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_874 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_875 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_876 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_877 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_19 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_878 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_879 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_880 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_881 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_882 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_883 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_884 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_885 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_20 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_886 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_887 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_888 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_889 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_890 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_891 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_892 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_893 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 spain) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_894 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_895 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_896 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_897 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_898 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_899 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_900 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_901 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_24 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_902 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_903 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_904 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_905 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_906 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_907 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_908 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_909 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_25 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_910 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_911 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_912 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_913 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_914 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_915 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_916 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_917 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) skv_26 (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_918 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_919 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_920 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_921 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_922 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_923 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_924 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_925 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_11) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_926 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_927 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_928 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_929 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_930 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_931 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_932 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_933 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_36) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_934 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_935 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_936 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_937 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_938 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_939 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_940 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_941 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 skv_31 catalunya) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_942 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_943 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_944 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_945 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_946 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_947 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_948 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_949 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_38) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_950 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_10) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_951 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_43) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_952 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= france ii) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_953 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= catalunya ii) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_954 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_11) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_955 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_38) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_956 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_142) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_957 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= ii skv_36) (ho_2 k_1 skv_147) (ho_2 skv_35 ii))) )) )
41.35/41.59	  ( skv_958 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((BOUND_VARIABLE_2219 $$unsorted)) (or (not (ho_4 (ho_6 k_7 skv_8) BOUND_VARIABLE_2219)) (ho_4 skv_16 BOUND_VARIABLE_2219)) )
41.35/41.59	  ( skv_959 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_36) z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.59	  ( skv_960 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_11) z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.59	  ( skv_961 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_11) z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_962 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_26 z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_963 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_26 z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_964 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_25 z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_965 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_966 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_967 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_968 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_969 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_970 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_971 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_972 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 skv_26 z)) )
41.35/41.59	  ( skv_973 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 skv_25 z)) )
41.35/41.59	  ( skv_974 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 skv_20 z)) )
41.35/41.59	  ( skv_975 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 skv_19 z)) )
41.35/41.59	  ( skv_976 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.59	  ( skv_977 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_11) z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_978 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_979 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_980 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_30 z) (ho_2 k_1 z)) )
41.35/41.59	  ( skv_981 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_30 z) (ho_2 skv_31 z)) )
41.35/41.59	  ( skv_982 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 skv_26 z)) )
41.35/41.59	  ( skv_983 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 skv_24 z)) )
41.35/41.59	  ( skv_984 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_25 z) (ho_3 skv_26 z)) )
41.35/41.59	  ( skv_985 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 skv_25 z)) )
41.35/41.59	  ( skv_986 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_987 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_25 z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_988 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 k_1 z) (ho_2 skv_35 z)) )
41.35/41.59	  ( skv_989 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_33 z) (ho_2 skv_35 z)) )
41.35/41.59	  ( skv_990 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_31 z) (ho_2 k_1 z)) )
41.35/41.59	  ( skv_991 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_31 z) (ho_2 skv_35 z)) )
41.35/41.59	  ( skv_992 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_30 z) (ho_2 skv_35 z)) )
41.35/41.59	  ( skv_993 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_2 skv_30 z) (ho_2 skv_33 z)) )
41.35/41.59	  ( skv_994 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 skv_24 z)) )
41.35/41.59	  ( skv_995 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 skv_25 z)) )
41.35/41.59	  ( skv_996 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 skv_26 z)) )
41.35/41.59	  ( skv_997 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z $$unsorted)) (= (ho_6 k_7 z) (ho_6 k_5 z)) )
41.35/41.59	  ( skv_998 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 skv_31 catalunya) z) (ho_3 (ho_2 k_1 skv_38) z)) )
41.35/41.59	  ( skv_999 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((BOUND_VARIABLE_2994 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2994))) (or (not (ho_3 _let_0 skv_43)) (ho_3 _let_0 catalunya))) )
41.35/41.59	  ( skv_1000 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((BOUND_VARIABLE_2971 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2971))) (or (not (ho_3 _let_0 skv_43)) (ho_3 _let_0 spain))) )
41.35/41.59	  ( skv_1001 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_25 z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_1002 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 (ho_2 k_1 skv_36) z)) )
41.35/41.59	  ( skv_1003 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z $$unsorted)) (= (ho_4 (ho_6 k_5 skv_8) z) (ho_4 skv_16 z)) )
41.35/41.59	  ( skv_1004 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_24 z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1005 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1006 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1007 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1008 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1009 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1010 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_11) z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1011 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_26 z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1012 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 skv_31 catalunya) z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1013 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_36) z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1014 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_38) z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1015 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_25 z) (ho_3 (ho_2 k_1 skv_147) z)) )
41.35/41.59	  ( skv_1016 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 skv_18 z)) )
41.35/41.59	  ( skv_1017 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 skv_24 z)) )
41.35/41.59	  ( skv_1018 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_1019 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 skv_10) z) (ho_3 (ho_2 skv_31 catalunya) z)) )
41.35/41.59	  ( skv_1020 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_18 z) (ho_3 (ho_2 k_1 spain) z)) )
41.35/41.59	  ( skv_1021 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_19 z) (ho_3 (ho_2 k_1 spain) z)) )
41.35/41.59	  ( skv_1022 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 (ho_2 k_1 spain) z)) )
41.35/41.59	  ( skv_1023 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_20 z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_1024 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 skv_24 z)) )
41.35/41.59	  ( skv_1025 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 skv_25 z)) )
41.35/41.59	  ( skv_1026 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 skv_26 z)) )
41.35/41.59	  ( skv_1027 )
41.35/41.59	)
41.35/41.59	(skolem (forall ((z reg)) (= (ho_3 skv_26 z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.35/41.59	  ( skv_1028 )
41.35/41.59	)
41.35/41.60	(skolem (forall ((BOUND_VARIABLE_2681 reg)) (or (not (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 skv_43))) )) (not (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 paris))) ))) )
41.35/41.60	  ( skv_1029 )
41.35/41.60	)
41.35/41.60	(skolem (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 skv_142)) (ho_3 _let_0 skv_11))) )
41.35/41.60	  ( skv_1030 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((X reg) (Y reg)) (or (not (ho_3 (ho_2 k_1 X) Y)) (ho_3 (ho_2 k_1 Y) X)) )
41.35/41.60	  ( catalunya, catalunya )
41.35/41.60	  ( catalunya, france )
41.35/41.60	  ( catalunya, spain )
41.35/41.60	  ( catalunya, skv_10 )
41.35/41.60	  ( catalunya, skv_38 )
41.35/41.60	  ( catalunya, skv_43 )
41.35/41.60	  ( catalunya, skv_142 )
41.35/41.60	  ( france, skv_38 )
41.35/41.60	  ( france, skv_43 )
41.35/41.60	  ( skv_10, france )
41.35/41.60	  ( skv_10, skv_10 )
41.35/41.60	  ( skv_10, skv_11 )
41.35/41.60	  ( skv_10, skv_36 )
41.35/41.60	  ( skv_10, skv_38 )
41.35/41.60	  ( skv_11, catalunya )
41.35/41.60	  ( skv_11, spain )
41.35/41.60	  ( skv_11, skv_11 )
41.35/41.60	  ( skv_11, skv_36 )
41.35/41.60	  ( skv_11, skv_43 )
41.35/41.60	  ( skv_11, skv_142 )
41.35/41.60	  ( skv_36, catalunya )
41.35/41.60	  ( skv_36, france )
41.35/41.60	  ( skv_36, skv_10 )
41.35/41.60	  ( skv_36, skv_36 )
41.35/41.60	  ( skv_36, skv_38 )
41.35/41.60	  ( skv_36, skv_142 )
41.35/41.60	  ( skv_38, catalunya )
41.35/41.60	  ( skv_38, skv_10 )
41.35/41.60	  ( skv_38, skv_11 )
41.35/41.60	  ( skv_38, skv_36 )
41.35/41.60	  ( skv_38, skv_38 )
41.35/41.60	  ( skv_43, catalunya )
41.35/41.60	  ( skv_43, france )
41.35/41.60	  ( skv_43, skv_10 )
41.35/41.60	  ( skv_43, skv_11 )
41.35/41.60	  ( skv_43, skv_36 )
41.35/41.60	  ( skv_43, skv_38 )
41.35/41.60	  ( skv_43, skv_43 )
41.35/41.60	  ( skv_43, skv_142 )
41.35/41.60	  ( skv_142, catalunya )
41.35/41.60	  ( skv_142, france )
41.35/41.60	  ( skv_142, skv_43 )
41.35/41.60	  ( skv_142, skv_142 )
41.35/41.60	  ( skv_146, skv_38 )
41.35/41.60	  ( skv_147, skv_10 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((X reg)) (ho_3 (ho_2 k_1 X) X) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( skv_10 )
41.35/41.60	  ( skv_11 )
41.35/41.60	  ( skv_36 )
41.35/41.60	  ( skv_38 )
41.35/41.60	  ( skv_43 )
41.35/41.60	  ( skv_142 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2210 $$unsorted) (BOUND_VARIABLE_3200 |u_(-> $$unsorted Bool)|) (BOUND_VARIABLE_2215 $$unsorted)) (or (not (forall ((BOUND_VARIABLE_2219 $$unsorted)) (or (not (ho_4 (ho_6 k_7 BOUND_VARIABLE_2210) BOUND_VARIABLE_2219)) (ho_4 BOUND_VARIABLE_3200 BOUND_VARIABLE_2219)) )) (not (ho_4 (ho_6 k_5 BOUND_VARIABLE_2210) BOUND_VARIABLE_2215)) (ho_4 BOUND_VARIABLE_3200 BOUND_VARIABLE_2215)) )
41.35/41.60	  ( skv_8, skv_16, skv_8 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2298 $$unsorted) (BOUND_VARIABLE_2302 $$unsorted)) (not (ho_4 (ho_6 k_7 BOUND_VARIABLE_2298) BOUND_VARIABLE_2302)) )
41.35/41.60	  ( skv_8, skv_8 )
41.35/41.60	  ( skv_8, skv_959 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2307 reg)) (or (not (forall ((BOUND_VARIABLE_2316 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2316))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2307)) (ho_3 _let_0 spain))) )) (not (forall ((BOUND_VARIABLE_2308 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2308))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2307)) (ho_3 _let_0 france))) ))) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( france )
41.35/41.60	  ( skv_11 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_3098 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3098))) (or (not (ho_3 _let_0 paris)) (ho_3 _let_0 catalunya))) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( skv_38 )
41.35/41.60	  ( skv_43 )
41.35/41.60	  ( skv_142 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_3106 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3106))) (or (not (ho_3 _let_0 catalunya)) (ho_3 _let_0 paris))) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( spain )
41.35/41.60	  ( skv_10 )
41.35/41.60	  ( skv_36 )
41.35/41.60	  ( skv_38 )
41.35/41.60	  ( skv_39 )
41.35/41.60	  ( skv_43 )
41.35/41.60	  ( skv_142 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2650 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2650))) (or (not (ho_3 _let_0 paris)) (ho_3 _let_0 france))) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( spain )
41.35/41.60	  ( skv_36 )
41.35/41.60	  ( skv_38 )
41.35/41.60	  ( skv_39 )
41.35/41.60	  ( skv_43 )
41.35/41.60	  ( skv_142 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2657 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2657))) (or (not (ho_3 _let_0 paris)) (not (forall ((BOUND_VARIABLE_2681 reg)) (or (not (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 BOUND_VARIABLE_2657))) )) (not (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2681)) (ho_3 _let_0 paris))) ))) )) (not (ho_3 _let_0 france)) (not (forall ((BOUND_VARIABLE_2658 reg)) (or (not (forall ((BOUND_VARIABLE_2667 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2667))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2658)) (ho_3 _let_0 BOUND_VARIABLE_2657))) )) (not (forall ((BOUND_VARIABLE_2659 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2659))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2658)) (ho_3 _let_0 france))) ))) )))) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( france )
41.35/41.60	  ( skv_11 )
41.35/41.60	  ( skv_36 )
41.35/41.60	  ( skv_43 )
41.35/41.60	  ( skv_142 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2769 $$unsorted) (BOUND_VARIABLE_3398 |u_(-> $$unsorted Bool)|)) (or (not (forall ((BOUND_VARIABLE_2775 $$unsorted)) (or (not (ho_4 (ho_6 k_7 BOUND_VARIABLE_2769) BOUND_VARIABLE_2775)) (ho_4 BOUND_VARIABLE_3398 BOUND_VARIABLE_2775)) )) (ho_4 BOUND_VARIABLE_3398 BOUND_VARIABLE_2769)) )
41.35/41.60	  ( skv_8, skv_16 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((BOUND_VARIABLE_2962 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2962))) (or (not (ho_3 _let_0 catalunya)) (ho_3 _let_0 spain))) )
41.35/41.60	  ( catalunya )
41.35/41.60	  ( skv_38 )
41.35/41.60	  ( skv_43 )
41.35/41.60	  ( skv_142 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((x |u_(-> $$unsorted $$unsorted Bool)|) (y |u_(-> $$unsorted $$unsorted Bool)|)) (or (not (forall ((z $$unsorted)) (= (ho_6 x z) (ho_6 y z)) )) (= x y)) )
41.35/41.60	  ( k_5, k_7 )
41.35/41.60	  ( k_7, k_5 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((x |u_(-> $$unsorted Bool)|) (y |u_(-> $$unsorted Bool)|)) (or (not (forall ((z $$unsorted)) (= (ho_4 x z) (ho_4 y z)) )) (= x y)) )
41.35/41.60	  ( (ho_6 k_5 skv_8), skv_16 )
41.35/41.60	  ( skv_16, (ho_6 k_5 skv_8) )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((x |u_(-> reg Bool)|) (y |u_(-> reg Bool)|)) (or (not (forall ((z reg)) (= (ho_3 x z) (ho_3 y z)) )) (= x y)) )
41.35/41.60	  ( (ho_2 k_1 spain), (ho_2 k_1 skv_10) )
41.35/41.60	  ( (ho_2 k_1 spain), (ho_2 k_1 skv_11) )
41.35/41.60	  ( (ho_2 k_1 spain), skv_18 )
41.35/41.60	  ( (ho_2 k_1 spain), skv_19 )
41.35/41.60	  ( (ho_2 k_1 spain), skv_20 )
41.35/41.60	  ( (ho_2 k_1 spain), skv_24 )
41.35/41.60	  ( (ho_2 k_1 spain), skv_25 )
41.35/41.60	  ( (ho_2 k_1 spain), skv_26 )
41.35/41.60	  ( (ho_2 k_1 spain), (ho_2 k_1 skv_36) )
41.35/41.60	  ( (ho_2 k_1 spain), (ho_2 k_1 skv_38) )
41.35/41.60	  ( (ho_2 k_1 spain), (ho_2 skv_31 catalunya) )
41.35/41.60	  ( (ho_2 k_1 spain), (ho_2 k_1 skv_147) )
41.35/41.60	  ( (ho_2 k_1 skv_10), (ho_2 k_1 spain) )
41.35/41.60	  ( (ho_2 k_1 skv_10), (ho_2 k_1 skv_11) )
41.35/41.60	  ( (ho_2 k_1 skv_10), skv_18 )
41.35/41.60	  ( (ho_2 k_1 skv_10), skv_19 )
41.35/41.60	  ( (ho_2 k_1 skv_10), skv_20 )
41.35/41.60	  ( (ho_2 k_1 skv_10), skv_24 )
41.35/41.60	  ( (ho_2 k_1 skv_10), skv_25 )
41.35/41.60	  ( (ho_2 k_1 skv_10), skv_26 )
41.35/41.60	  ( (ho_2 k_1 skv_10), (ho_2 k_1 skv_36) )
41.35/41.60	  ( (ho_2 k_1 skv_10), (ho_2 k_1 skv_38) )
41.35/41.60	  ( (ho_2 k_1 skv_10), (ho_2 skv_31 catalunya) )
41.35/41.60	  ( (ho_2 k_1 skv_10), (ho_2 k_1 skv_147) )
41.35/41.60	  ( (ho_2 k_1 skv_11), (ho_2 k_1 spain) )
41.35/41.60	  ( (ho_2 k_1 skv_11), (ho_2 k_1 skv_10) )
41.35/41.60	  ( (ho_2 k_1 skv_11), skv_18 )
41.35/41.60	  ( (ho_2 k_1 skv_11), skv_19 )
41.35/41.60	  ( (ho_2 k_1 skv_11), skv_20 )
41.35/41.60	  ( (ho_2 k_1 skv_11), skv_24 )
41.35/41.60	  ( (ho_2 k_1 skv_11), skv_25 )
41.35/41.60	  ( (ho_2 k_1 skv_11), skv_26 )
41.35/41.60	  ( (ho_2 k_1 skv_11), (ho_2 k_1 skv_36) )
41.35/41.60	  ( (ho_2 k_1 skv_11), (ho_2 k_1 skv_38) )
41.35/41.60	  ( (ho_2 k_1 skv_11), (ho_2 skv_31 catalunya) )
41.35/41.60	  ( (ho_2 k_1 skv_11), (ho_2 k_1 skv_147) )
41.35/41.60	  ( skv_18, (ho_2 k_1 spain) )
41.35/41.60	  ( skv_18, (ho_2 k_1 skv_10) )
41.35/41.60	  ( skv_18, (ho_2 k_1 skv_11) )
41.35/41.60	  ( skv_18, skv_19 )
41.35/41.60	  ( skv_18, skv_20 )
41.35/41.60	  ( skv_18, skv_24 )
41.35/41.60	  ( skv_18, skv_25 )
41.35/41.60	  ( skv_18, skv_26 )
41.35/41.60	  ( skv_18, (ho_2 k_1 skv_36) )
41.35/41.60	  ( skv_18, (ho_2 k_1 skv_38) )
41.35/41.60	  ( skv_18, (ho_2 skv_31 catalunya) )
41.35/41.60	  ( skv_18, (ho_2 k_1 skv_147) )
41.35/41.60	  ( skv_19, (ho_2 k_1 spain) )
41.35/41.60	  ( skv_19, (ho_2 k_1 skv_10) )
41.35/41.60	  ( skv_19, (ho_2 k_1 skv_11) )
41.35/41.60	  ( skv_19, skv_18 )
41.35/41.60	  ( skv_19, skv_20 )
41.35/41.60	  ( skv_19, skv_24 )
41.35/41.60	  ( skv_19, skv_25 )
41.35/41.60	  ( skv_19, skv_26 )
41.35/41.60	  ( skv_19, (ho_2 k_1 skv_36) )
41.35/41.60	  ( skv_19, (ho_2 k_1 skv_38) )
41.35/41.60	  ( skv_19, (ho_2 skv_31 catalunya) )
41.35/41.60	  ( skv_19, (ho_2 k_1 skv_147) )
41.35/41.60	  ( skv_20, (ho_2 k_1 spain) )
41.35/41.60	  ( skv_20, (ho_2 k_1 skv_10) )
41.35/41.60	  ( skv_20, (ho_2 k_1 skv_11) )
41.35/41.60	  ( skv_20, skv_18 )
41.35/41.60	  ( skv_20, skv_19 )
41.35/41.60	  ( skv_20, skv_24 )
41.35/41.60	  ( skv_20, skv_25 )
41.35/41.60	  ( skv_20, skv_26 )
41.35/41.60	  ( skv_20, (ho_2 k_1 skv_36) )
41.35/41.60	  ( skv_20, (ho_2 k_1 skv_38) )
41.35/41.60	  ( skv_20, (ho_2 skv_31 catalunya) )
41.35/41.60	  ( skv_20, (ho_2 k_1 skv_147) )
41.35/41.60	  ( skv_24, (ho_2 k_1 spain) )
41.35/41.60	  ( skv_24, (ho_2 k_1 skv_10) )
41.35/41.60	  ( skv_24, (ho_2 k_1 skv_11) )
41.35/41.60	  ( skv_24, skv_18 )
41.35/41.60	  ( skv_24, skv_19 )
41.35/41.60	  ( skv_24, skv_20 )
41.35/41.60	  ( skv_24, skv_25 )
41.35/41.60	  ( skv_24, skv_26 )
41.35/41.60	  ( skv_24, (ho_2 k_1 skv_36) )
41.35/41.60	  ( skv_24, (ho_2 k_1 skv_38) )
41.35/41.60	  ( skv_24, (ho_2 skv_31 catalunya) )
41.35/41.60	  ( skv_24, (ho_2 k_1 skv_147) )
41.35/41.60	  ( skv_25, (ho_2 k_1 spain) )
41.35/41.60	  ( skv_25, (ho_2 k_1 skv_10) )
41.35/41.60	  ( skv_25, (ho_2 k_1 skv_11) )
41.35/41.60	  ( skv_25, skv_18 )
41.35/41.60	  ( skv_25, skv_19 )
41.35/41.60	  ( skv_25, skv_20 )
41.35/41.60	  ( skv_25, skv_24 )
41.35/41.60	  ( skv_25, skv_26 )
41.35/41.60	  ( skv_25, (ho_2 k_1 skv_36) )
41.35/41.60	  ( skv_25, (ho_2 k_1 skv_38) )
41.35/41.60	  ( skv_25, (ho_2 skv_31 catalunya) )
41.35/41.60	  ( skv_25, (ho_2 k_1 skv_147) )
41.35/41.60	  ( skv_26, (ho_2 k_1 spain) )
41.35/41.60	  ( skv_26, (ho_2 k_1 skv_10) )
41.35/41.60	  ( skv_26, (ho_2 k_1 skv_11) )
41.35/41.60	  ( skv_26, skv_18 )
41.35/41.60	  ( skv_26, skv_19 )
41.35/41.60	  ( skv_26, skv_20 )
41.35/41.60	  ( skv_26, skv_24 )
41.35/41.60	  ( skv_26, skv_25 )
41.35/41.60	  ( skv_26, (ho_2 k_1 skv_36) )
41.35/41.60	  ( skv_26, (ho_2 k_1 skv_38) )
41.35/41.60	  ( skv_26, (ho_2 skv_31 catalunya) )
41.35/41.60	  ( skv_26, (ho_2 k_1 skv_147) )
41.35/41.60	  ( (ho_2 k_1 skv_36), (ho_2 k_1 spain) )
41.35/41.60	  ( (ho_2 k_1 skv_36), (ho_2 k_1 skv_10) )
41.35/41.60	  ( (ho_2 k_1 skv_36), (ho_2 k_1 skv_11) )
41.35/41.60	  ( (ho_2 k_1 skv_36), skv_18 )
41.35/41.60	  ( (ho_2 k_1 skv_36), skv_19 )
41.35/41.60	  ( (ho_2 k_1 skv_36), skv_20 )
41.35/41.60	  ( (ho_2 k_1 skv_36), skv_24 )
41.35/41.60	  ( (ho_2 k_1 skv_36), skv_25 )
41.35/41.60	  ( (ho_2 k_1 skv_36), skv_26 )
41.35/41.60	  ( (ho_2 k_1 skv_36), (ho_2 k_1 skv_38) )
41.35/41.60	  ( (ho_2 k_1 skv_36), (ho_2 skv_31 catalunya) )
41.35/41.60	  ( (ho_2 k_1 skv_36), (ho_2 k_1 skv_147) )
41.35/41.60	  ( (ho_2 k_1 skv_38), (ho_2 k_1 spain) )
41.35/41.60	  ( (ho_2 k_1 skv_38), (ho_2 k_1 skv_10) )
41.35/41.60	  ( (ho_2 k_1 skv_38), (ho_2 k_1 skv_11) )
41.35/41.60	  ( (ho_2 k_1 skv_38), skv_18 )
41.35/41.60	  ( (ho_2 k_1 skv_38), skv_19 )
41.35/41.60	  ( (ho_2 k_1 skv_38), skv_20 )
41.35/41.60	  ( (ho_2 k_1 skv_38), skv_24 )
41.35/41.60	  ( (ho_2 k_1 skv_38), skv_25 )
41.35/41.60	  ( (ho_2 k_1 skv_38), skv_26 )
41.35/41.60	  ( (ho_2 k_1 skv_38), (ho_2 k_1 skv_36) )
41.35/41.60	  ( (ho_2 k_1 skv_38), (ho_2 skv_31 catalunya) )
41.35/41.60	  ( (ho_2 k_1 skv_38), (ho_2 k_1 skv_147) )
41.35/41.60	  ( (ho_2 skv_31 catalunya), (ho_2 k_1 spain) )
41.35/41.60	  ( (ho_2 skv_31 catalunya), (ho_2 k_1 skv_10) )
41.35/41.60	  ( (ho_2 skv_31 catalunya), (ho_2 k_1 skv_11) )
41.35/41.60	  ( (ho_2 skv_31 catalunya), skv_18 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), skv_19 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), skv_20 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), skv_24 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), skv_25 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), skv_26 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), (ho_2 k_1 skv_36) )
41.35/41.60	  ( (ho_2 skv_31 catalunya), (ho_2 k_1 skv_38) )
41.35/41.60	  ( (ho_2 skv_31 catalunya), (ho_2 k_1 skv_147) )
41.35/41.60	  ( (ho_2 k_1 skv_147), (ho_2 k_1 spain) )
41.35/41.60	  ( (ho_2 k_1 skv_147), (ho_2 k_1 skv_10) )
41.35/41.60	  ( (ho_2 k_1 skv_147), (ho_2 k_1 skv_11) )
41.35/41.60	  ( (ho_2 k_1 skv_147), skv_18 )
41.35/41.60	  ( (ho_2 k_1 skv_147), skv_19 )
41.35/41.60	  ( (ho_2 k_1 skv_147), skv_20 )
41.35/41.60	  ( (ho_2 k_1 skv_147), skv_24 )
41.35/41.60	  ( (ho_2 k_1 skv_147), skv_25 )
41.35/41.60	  ( (ho_2 k_1 skv_147), skv_26 )
41.35/41.60	  ( (ho_2 k_1 skv_147), (ho_2 k_1 skv_36) )
41.35/41.60	  ( (ho_2 k_1 skv_147), (ho_2 k_1 skv_38) )
41.35/41.60	  ( (ho_2 k_1 skv_147), (ho_2 skv_31 catalunya) )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((x |u_(-> reg reg Bool)|) (y |u_(-> reg reg Bool)|)) (or (not (forall ((z reg)) (= (ho_2 x z) (ho_2 y z)) )) (= x y)) )
41.35/41.60	  ( k_1, skv_30 )
41.35/41.60	  ( k_1, skv_31 )
41.35/41.60	  ( k_1, skv_33 )
41.35/41.60	  ( k_1, skv_35 )
41.35/41.60	  ( skv_30, k_1 )
41.35/41.60	  ( skv_30, skv_31 )
41.35/41.60	  ( skv_30, skv_33 )
41.35/41.60	  ( skv_30, skv_35 )
41.35/41.60	  ( skv_31, k_1 )
41.35/41.60	  ( skv_31, skv_30 )
41.35/41.60	  ( skv_31, skv_33 )
41.35/41.60	  ( skv_31, skv_35 )
41.35/41.60	  ( skv_33, k_1 )
41.35/41.60	  ( skv_33, skv_30 )
41.35/41.60	  ( skv_33, skv_31 )
41.35/41.60	  ( skv_33, skv_35 )
41.35/41.60	  ( skv_35, k_1 )
41.35/41.60	  ( skv_35, skv_30 )
41.35/41.60	  ( skv_35, skv_31 )
41.35/41.60	  ( skv_35, skv_33 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((u |u_(-> $$unsorted $$unsorted Bool)|) (e |u_(-> $$unsorted Bool)|) (i $$unsorted)) (not (forall ((v |u_(-> $$unsorted $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_6 v ii) (ite (= i ii) e (ho_6 u ii))) )) )) )
41.35/41.60	  ( k_5, (ho_6 k_5 skv_8), skv_8 )
41.35/41.60	  ( k_5, skv_16, skv_8 )
41.35/41.60	  ( k_7, (ho_6 k_5 skv_8), skv_8 )
41.35/41.60	  ( k_7, skv_16, skv_8 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((u |u_(-> $$unsorted Bool)|) (e Bool) (i $$unsorted)) (not (forall ((v |u_(-> $$unsorted Bool)|)) (not (forall ((ii $$unsorted)) (= (ho_4 v ii) (ite (= i ii) e (ho_4 u ii))) )) )) )
41.35/41.60	  ( (ho_6 k_5 skv_8), true, skv_8 )
41.35/41.60	  ( (ho_6 k_5 skv_8), false, skv_8 )
41.35/41.60	  ( skv_16, true, skv_8 )
41.35/41.60	  ( skv_16, false, skv_8 )
41.35/41.60	)
41.35/41.60	(instantiation (forall ((u |u_(-> reg Bool)|) (e Bool) (i reg)) (not (forall ((v |u_(-> reg Bool)|)) (not (forall ((ii reg)) (= (ho_3 v ii) (ite (= i ii) e (ho_3 u ii))) )) )) )
41.35/41.60	  ( (ho_2 k_1 spain), true, catalunya )
41.35/41.60	  ( (ho_2 k_1 spain), true, france )
41.35/41.60	  ( (ho_2 k_1 spain), true, skv_10 )
41.35/41.60	  ( (ho_2 k_1 spain), true, skv_11 )
41.35/41.60	  ( (ho_2 k_1 spain), true, skv_36 )
41.35/41.60	  ( (ho_2 k_1 spain), true, skv_38 )
41.35/41.60	  ( (ho_2 k_1 spain), true, skv_43 )
41.35/41.60	  ( (ho_2 k_1 spain), true, skv_142 )
41.35/41.60	  ( (ho_2 k_1 spain), false, catalunya )
41.35/41.60	  ( (ho_2 k_1 spain), false, france )
41.35/41.60	  ( (ho_2 k_1 spain), false, skv_10 )
41.35/41.60	  ( (ho_2 k_1 spain), false, skv_11 )
41.35/41.60	  ( (ho_2 k_1 spain), false, skv_36 )
41.35/41.60	  ( (ho_2 k_1 spain), false, skv_38 )
41.35/41.60	  ( (ho_2 k_1 spain), false, skv_43 )
41.35/41.60	  ( (ho_2 k_1 spain), false, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, france )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_10), true, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, france )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_10), false, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, france )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_11), true, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, france )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_11), false, skv_142 )
41.35/41.60	  ( skv_18, true, catalunya )
41.35/41.60	  ( skv_18, true, france )
41.35/41.60	  ( skv_18, true, skv_10 )
41.35/41.60	  ( skv_18, true, skv_11 )
41.35/41.60	  ( skv_18, true, skv_36 )
41.35/41.60	  ( skv_18, true, skv_38 )
41.35/41.60	  ( skv_18, true, skv_43 )
41.35/41.60	  ( skv_18, true, skv_142 )
41.35/41.60	  ( skv_18, false, catalunya )
41.35/41.60	  ( skv_18, false, france )
41.35/41.60	  ( skv_18, false, skv_10 )
41.35/41.60	  ( skv_18, false, skv_11 )
41.35/41.60	  ( skv_18, false, skv_36 )
41.35/41.60	  ( skv_18, false, skv_38 )
41.35/41.60	  ( skv_18, false, skv_43 )
41.35/41.60	  ( skv_18, false, skv_142 )
41.35/41.60	  ( skv_19, true, catalunya )
41.35/41.60	  ( skv_19, true, france )
41.35/41.60	  ( skv_19, true, skv_10 )
41.35/41.60	  ( skv_19, true, skv_11 )
41.35/41.60	  ( skv_19, true, skv_36 )
41.35/41.60	  ( skv_19, true, skv_38 )
41.35/41.60	  ( skv_19, true, skv_43 )
41.35/41.60	  ( skv_19, true, skv_142 )
41.35/41.60	  ( skv_19, false, catalunya )
41.35/41.60	  ( skv_19, false, france )
41.35/41.60	  ( skv_19, false, skv_10 )
41.35/41.60	  ( skv_19, false, skv_11 )
41.35/41.60	  ( skv_19, false, skv_36 )
41.35/41.60	  ( skv_19, false, skv_38 )
41.35/41.60	  ( skv_19, false, skv_43 )
41.35/41.60	  ( skv_19, false, skv_142 )
41.35/41.60	  ( skv_20, true, catalunya )
41.35/41.60	  ( skv_20, true, france )
41.35/41.60	  ( skv_20, true, skv_10 )
41.35/41.60	  ( skv_20, true, skv_11 )
41.35/41.60	  ( skv_20, true, skv_36 )
41.35/41.60	  ( skv_20, true, skv_38 )
41.35/41.60	  ( skv_20, true, skv_43 )
41.35/41.60	  ( skv_20, true, skv_142 )
41.35/41.60	  ( skv_20, false, catalunya )
41.35/41.60	  ( skv_20, false, france )
41.35/41.60	  ( skv_20, false, skv_10 )
41.35/41.60	  ( skv_20, false, skv_11 )
41.35/41.60	  ( skv_20, false, skv_36 )
41.35/41.60	  ( skv_20, false, skv_38 )
41.35/41.60	  ( skv_20, false, skv_43 )
41.35/41.60	  ( skv_20, false, skv_142 )
41.35/41.60	  ( skv_24, true, catalunya )
41.35/41.60	  ( skv_24, true, france )
41.35/41.60	  ( skv_24, true, skv_10 )
41.35/41.60	  ( skv_24, true, skv_11 )
41.35/41.60	  ( skv_24, true, skv_36 )
41.35/41.60	  ( skv_24, true, skv_38 )
41.35/41.60	  ( skv_24, true, skv_43 )
41.35/41.60	  ( skv_24, true, skv_142 )
41.35/41.60	  ( skv_24, false, catalunya )
41.35/41.60	  ( skv_24, false, france )
41.35/41.60	  ( skv_24, false, skv_10 )
41.35/41.60	  ( skv_24, false, skv_11 )
41.35/41.60	  ( skv_24, false, skv_36 )
41.35/41.60	  ( skv_24, false, skv_38 )
41.35/41.60	  ( skv_24, false, skv_43 )
41.35/41.60	  ( skv_24, false, skv_142 )
41.35/41.60	  ( skv_25, true, catalunya )
41.35/41.60	  ( skv_25, true, france )
41.35/41.60	  ( skv_25, true, skv_10 )
41.35/41.60	  ( skv_25, true, skv_11 )
41.35/41.60	  ( skv_25, true, skv_36 )
41.35/41.60	  ( skv_25, true, skv_38 )
41.35/41.60	  ( skv_25, true, skv_43 )
41.35/41.60	  ( skv_25, true, skv_142 )
41.35/41.60	  ( skv_25, false, catalunya )
41.35/41.60	  ( skv_25, false, france )
41.35/41.60	  ( skv_25, false, skv_10 )
41.35/41.60	  ( skv_25, false, skv_11 )
41.35/41.60	  ( skv_25, false, skv_36 )
41.35/41.60	  ( skv_25, false, skv_38 )
41.35/41.60	  ( skv_25, false, skv_43 )
41.35/41.60	  ( skv_25, false, skv_142 )
41.35/41.60	  ( skv_26, true, catalunya )
41.35/41.60	  ( skv_26, true, france )
41.35/41.60	  ( skv_26, true, skv_10 )
41.35/41.60	  ( skv_26, true, skv_11 )
41.35/41.60	  ( skv_26, true, skv_36 )
41.35/41.60	  ( skv_26, true, skv_38 )
41.35/41.60	  ( skv_26, true, skv_43 )
41.35/41.60	  ( skv_26, true, skv_142 )
41.35/41.60	  ( skv_26, false, catalunya )
41.35/41.60	  ( skv_26, false, france )
41.35/41.60	  ( skv_26, false, skv_10 )
41.35/41.60	  ( skv_26, false, skv_11 )
41.35/41.60	  ( skv_26, false, skv_36 )
41.35/41.60	  ( skv_26, false, skv_38 )
41.35/41.60	  ( skv_26, false, skv_43 )
41.35/41.60	  ( skv_26, false, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, france )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_36), true, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, france )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_36), false, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, france )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_38), true, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, france )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_38), false, skv_142 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, catalunya )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, france )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, skv_10 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, skv_11 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, skv_36 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, skv_38 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, skv_43 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), true, skv_142 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, catalunya )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, france )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, skv_10 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, skv_11 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, skv_36 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, skv_38 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, skv_43 )
41.35/41.60	  ( (ho_2 skv_31 catalunya), false, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, france )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_147), true, skv_142 )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, catalunya )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, france )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, skv_10 )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, skv_11 )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, skv_36 )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, skv_38 )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, skv_43 )
41.35/41.60	  ( (ho_2 k_1 skv_147), false, skv_142 )
41.35/41.60	)
41.42/41.60	(instantiation (forall ((u |u_(-> reg reg Bool)|) (e |u_(-> reg Bool)|) (i reg)) (not (forall ((v |u_(-> reg reg Bool)|)) (not (forall ((ii reg)) (= (ho_2 v ii) (ite (= i ii) e (ho_2 u ii))) )) )) )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), catalunya )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), france )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), skv_10 )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), skv_11 )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), skv_36 )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), skv_38 )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), skv_43 )
41.42/41.60	  ( k_1, (ho_2 k_1 spain), skv_142 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), catalunya )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), france )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), skv_10 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), skv_11 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), skv_36 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), skv_38 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), skv_43 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_10), skv_142 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), catalunya )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), france )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), skv_10 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), skv_11 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), skv_36 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), skv_38 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), skv_43 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_11), skv_142 )
41.42/41.60	  ( k_1, skv_18, catalunya )
41.42/41.60	  ( k_1, skv_18, france )
41.42/41.60	  ( k_1, skv_18, skv_10 )
41.42/41.60	  ( k_1, skv_18, skv_11 )
41.42/41.60	  ( k_1, skv_18, skv_36 )
41.42/41.60	  ( k_1, skv_18, skv_38 )
41.42/41.60	  ( k_1, skv_18, skv_43 )
41.42/41.60	  ( k_1, skv_18, skv_142 )
41.42/41.60	  ( k_1, skv_19, catalunya )
41.42/41.60	  ( k_1, skv_19, france )
41.42/41.60	  ( k_1, skv_19, skv_10 )
41.42/41.60	  ( k_1, skv_19, skv_11 )
41.42/41.60	  ( k_1, skv_19, skv_36 )
41.42/41.60	  ( k_1, skv_19, skv_38 )
41.42/41.60	  ( k_1, skv_19, skv_43 )
41.42/41.60	  ( k_1, skv_19, skv_142 )
41.42/41.60	  ( k_1, skv_20, catalunya )
41.42/41.60	  ( k_1, skv_20, france )
41.42/41.60	  ( k_1, skv_20, skv_10 )
41.42/41.60	  ( k_1, skv_20, skv_11 )
41.42/41.60	  ( k_1, skv_20, skv_36 )
41.42/41.60	  ( k_1, skv_20, skv_38 )
41.42/41.60	  ( k_1, skv_20, skv_43 )
41.42/41.60	  ( k_1, skv_20, skv_142 )
41.42/41.60	  ( k_1, skv_24, catalunya )
41.42/41.60	  ( k_1, skv_24, france )
41.42/41.60	  ( k_1, skv_24, skv_10 )
41.42/41.60	  ( k_1, skv_24, skv_11 )
41.42/41.60	  ( k_1, skv_24, skv_36 )
41.42/41.60	  ( k_1, skv_24, skv_38 )
41.42/41.60	  ( k_1, skv_24, skv_43 )
41.42/41.60	  ( k_1, skv_24, skv_142 )
41.42/41.60	  ( k_1, skv_25, catalunya )
41.42/41.60	  ( k_1, skv_25, france )
41.42/41.60	  ( k_1, skv_25, skv_10 )
41.42/41.60	  ( k_1, skv_25, skv_11 )
41.42/41.60	  ( k_1, skv_25, skv_36 )
41.42/41.60	  ( k_1, skv_25, skv_38 )
41.42/41.60	  ( k_1, skv_25, skv_43 )
41.42/41.60	  ( k_1, skv_25, skv_142 )
41.42/41.60	  ( k_1, skv_26, catalunya )
41.42/41.60	  ( k_1, skv_26, france )
41.42/41.60	  ( k_1, skv_26, skv_10 )
41.42/41.60	  ( k_1, skv_26, skv_11 )
41.42/41.60	  ( k_1, skv_26, skv_36 )
41.42/41.60	  ( k_1, skv_26, skv_38 )
41.42/41.60	  ( k_1, skv_26, skv_43 )
41.42/41.60	  ( k_1, skv_26, skv_142 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), catalunya )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), france )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), skv_10 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), skv_11 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), skv_36 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), skv_38 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), skv_43 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_36), skv_142 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), catalunya )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), france )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), skv_10 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), skv_11 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), skv_36 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), skv_38 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), skv_43 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_38), skv_142 )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), catalunya )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), france )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), skv_10 )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), skv_11 )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), skv_36 )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), skv_38 )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), skv_43 )
41.42/41.60	  ( k_1, (ho_2 skv_31 catalunya), skv_142 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), catalunya )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), france )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), skv_10 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), skv_11 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), skv_36 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), skv_38 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), skv_43 )
41.42/41.60	  ( k_1, (ho_2 k_1 skv_147), skv_142 )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), catalunya )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), france )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 k_1 spain), skv_142 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), catalunya )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), france )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_10), skv_142 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), catalunya )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), france )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_11), skv_142 )
41.42/41.60	  ( skv_30, skv_18, catalunya )
41.42/41.60	  ( skv_30, skv_18, france )
41.42/41.60	  ( skv_30, skv_18, skv_10 )
41.42/41.60	  ( skv_30, skv_18, skv_11 )
41.42/41.60	  ( skv_30, skv_18, skv_36 )
41.42/41.60	  ( skv_30, skv_18, skv_38 )
41.42/41.60	  ( skv_30, skv_18, skv_43 )
41.42/41.60	  ( skv_30, skv_18, skv_142 )
41.42/41.60	  ( skv_30, skv_19, catalunya )
41.42/41.60	  ( skv_30, skv_19, france )
41.42/41.60	  ( skv_30, skv_19, skv_10 )
41.42/41.60	  ( skv_30, skv_19, skv_11 )
41.42/41.60	  ( skv_30, skv_19, skv_36 )
41.42/41.60	  ( skv_30, skv_19, skv_38 )
41.42/41.60	  ( skv_30, skv_19, skv_43 )
41.42/41.60	  ( skv_30, skv_19, skv_142 )
41.42/41.60	  ( skv_30, skv_20, catalunya )
41.42/41.60	  ( skv_30, skv_20, france )
41.42/41.60	  ( skv_30, skv_20, skv_10 )
41.42/41.60	  ( skv_30, skv_20, skv_11 )
41.42/41.60	  ( skv_30, skv_20, skv_36 )
41.42/41.60	  ( skv_30, skv_20, skv_38 )
41.42/41.60	  ( skv_30, skv_20, skv_43 )
41.42/41.60	  ( skv_30, skv_20, skv_142 )
41.42/41.60	  ( skv_30, skv_24, catalunya )
41.42/41.60	  ( skv_30, skv_24, france )
41.42/41.60	  ( skv_30, skv_24, skv_10 )
41.42/41.60	  ( skv_30, skv_24, skv_11 )
41.42/41.60	  ( skv_30, skv_24, skv_36 )
41.42/41.60	  ( skv_30, skv_24, skv_38 )
41.42/41.60	  ( skv_30, skv_24, skv_43 )
41.42/41.60	  ( skv_30, skv_24, skv_142 )
41.42/41.60	  ( skv_30, skv_25, catalunya )
41.42/41.60	  ( skv_30, skv_25, france )
41.42/41.60	  ( skv_30, skv_25, skv_10 )
41.42/41.60	  ( skv_30, skv_25, skv_11 )
41.42/41.60	  ( skv_30, skv_25, skv_36 )
41.42/41.60	  ( skv_30, skv_25, skv_38 )
41.42/41.60	  ( skv_30, skv_25, skv_43 )
41.42/41.60	  ( skv_30, skv_25, skv_142 )
41.42/41.60	  ( skv_30, skv_26, catalunya )
41.42/41.60	  ( skv_30, skv_26, france )
41.42/41.60	  ( skv_30, skv_26, skv_10 )
41.42/41.60	  ( skv_30, skv_26, skv_11 )
41.42/41.60	  ( skv_30, skv_26, skv_36 )
41.42/41.60	  ( skv_30, skv_26, skv_38 )
41.42/41.60	  ( skv_30, skv_26, skv_43 )
41.42/41.60	  ( skv_30, skv_26, skv_142 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), catalunya )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), france )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_36), skv_142 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), catalunya )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), france )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_38), skv_142 )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), catalunya )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), france )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 skv_31 catalunya), skv_142 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), catalunya )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), france )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), skv_10 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), skv_11 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), skv_36 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), skv_38 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), skv_43 )
41.42/41.60	  ( skv_30, (ho_2 k_1 skv_147), skv_142 )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), catalunya )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), france )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 k_1 spain), skv_142 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), catalunya )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), france )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_10), skv_142 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), catalunya )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), france )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_11), skv_142 )
41.42/41.60	  ( skv_31, skv_18, catalunya )
41.42/41.60	  ( skv_31, skv_18, france )
41.42/41.60	  ( skv_31, skv_18, skv_10 )
41.42/41.60	  ( skv_31, skv_18, skv_11 )
41.42/41.60	  ( skv_31, skv_18, skv_36 )
41.42/41.60	  ( skv_31, skv_18, skv_38 )
41.42/41.60	  ( skv_31, skv_18, skv_43 )
41.42/41.60	  ( skv_31, skv_18, skv_142 )
41.42/41.60	  ( skv_31, skv_19, catalunya )
41.42/41.60	  ( skv_31, skv_19, france )
41.42/41.60	  ( skv_31, skv_19, skv_10 )
41.42/41.60	  ( skv_31, skv_19, skv_11 )
41.42/41.60	  ( skv_31, skv_19, skv_36 )
41.42/41.60	  ( skv_31, skv_19, skv_38 )
41.42/41.60	  ( skv_31, skv_19, skv_43 )
41.42/41.60	  ( skv_31, skv_19, skv_142 )
41.42/41.60	  ( skv_31, skv_20, catalunya )
41.42/41.60	  ( skv_31, skv_20, france )
41.42/41.60	  ( skv_31, skv_20, skv_10 )
41.42/41.60	  ( skv_31, skv_20, skv_11 )
41.42/41.60	  ( skv_31, skv_20, skv_36 )
41.42/41.60	  ( skv_31, skv_20, skv_38 )
41.42/41.60	  ( skv_31, skv_20, skv_43 )
41.42/41.60	  ( skv_31, skv_20, skv_142 )
41.42/41.60	  ( skv_31, skv_24, catalunya )
41.42/41.60	  ( skv_31, skv_24, france )
41.42/41.60	  ( skv_31, skv_24, skv_10 )
41.42/41.60	  ( skv_31, skv_24, skv_11 )
41.42/41.60	  ( skv_31, skv_24, skv_36 )
41.42/41.60	  ( skv_31, skv_24, skv_38 )
41.42/41.60	  ( skv_31, skv_24, skv_43 )
41.42/41.60	  ( skv_31, skv_24, skv_142 )
41.42/41.60	  ( skv_31, skv_25, catalunya )
41.42/41.60	  ( skv_31, skv_25, france )
41.42/41.60	  ( skv_31, skv_25, skv_10 )
41.42/41.60	  ( skv_31, skv_25, skv_11 )
41.42/41.60	  ( skv_31, skv_25, skv_36 )
41.42/41.60	  ( skv_31, skv_25, skv_38 )
41.42/41.60	  ( skv_31, skv_25, skv_43 )
41.42/41.60	  ( skv_31, skv_25, skv_142 )
41.42/41.60	  ( skv_31, skv_26, catalunya )
41.42/41.60	  ( skv_31, skv_26, france )
41.42/41.60	  ( skv_31, skv_26, skv_10 )
41.42/41.60	  ( skv_31, skv_26, skv_11 )
41.42/41.60	  ( skv_31, skv_26, skv_36 )
41.42/41.60	  ( skv_31, skv_26, skv_38 )
41.42/41.60	  ( skv_31, skv_26, skv_43 )
41.42/41.60	  ( skv_31, skv_26, skv_142 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), catalunya )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), france )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_36), skv_142 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), catalunya )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), france )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_38), skv_142 )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), catalunya )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), france )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 skv_31 catalunya), skv_142 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), catalunya )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), france )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), skv_10 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), skv_11 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), skv_36 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), skv_38 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), skv_43 )
41.42/41.60	  ( skv_31, (ho_2 k_1 skv_147), skv_142 )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), catalunya )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), france )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 k_1 spain), skv_142 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), catalunya )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), france )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_10), skv_142 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), catalunya )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), france )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_11), skv_142 )
41.42/41.60	  ( skv_33, skv_18, catalunya )
41.42/41.60	  ( skv_33, skv_18, france )
41.42/41.60	  ( skv_33, skv_18, skv_10 )
41.42/41.60	  ( skv_33, skv_18, skv_11 )
41.42/41.60	  ( skv_33, skv_18, skv_36 )
41.42/41.60	  ( skv_33, skv_18, skv_38 )
41.42/41.60	  ( skv_33, skv_18, skv_43 )
41.42/41.60	  ( skv_33, skv_18, skv_142 )
41.42/41.60	  ( skv_33, skv_19, catalunya )
41.42/41.60	  ( skv_33, skv_19, france )
41.42/41.60	  ( skv_33, skv_19, skv_10 )
41.42/41.60	  ( skv_33, skv_19, skv_11 )
41.42/41.60	  ( skv_33, skv_19, skv_36 )
41.42/41.60	  ( skv_33, skv_19, skv_38 )
41.42/41.60	  ( skv_33, skv_19, skv_43 )
41.42/41.60	  ( skv_33, skv_19, skv_142 )
41.42/41.60	  ( skv_33, skv_20, catalunya )
41.42/41.60	  ( skv_33, skv_20, france )
41.42/41.60	  ( skv_33, skv_20, skv_10 )
41.42/41.60	  ( skv_33, skv_20, skv_11 )
41.42/41.60	  ( skv_33, skv_20, skv_36 )
41.42/41.60	  ( skv_33, skv_20, skv_38 )
41.42/41.60	  ( skv_33, skv_20, skv_43 )
41.42/41.60	  ( skv_33, skv_20, skv_142 )
41.42/41.60	  ( skv_33, skv_24, catalunya )
41.42/41.60	  ( skv_33, skv_24, france )
41.42/41.60	  ( skv_33, skv_24, skv_10 )
41.42/41.60	  ( skv_33, skv_24, skv_11 )
41.42/41.60	  ( skv_33, skv_24, skv_36 )
41.42/41.60	  ( skv_33, skv_24, skv_38 )
41.42/41.60	  ( skv_33, skv_24, skv_43 )
41.42/41.60	  ( skv_33, skv_24, skv_142 )
41.42/41.60	  ( skv_33, skv_25, catalunya )
41.42/41.60	  ( skv_33, skv_25, france )
41.42/41.60	  ( skv_33, skv_25, skv_10 )
41.42/41.60	  ( skv_33, skv_25, skv_11 )
41.42/41.60	  ( skv_33, skv_25, skv_36 )
41.42/41.60	  ( skv_33, skv_25, skv_38 )
41.42/41.60	  ( skv_33, skv_25, skv_43 )
41.42/41.60	  ( skv_33, skv_25, skv_142 )
41.42/41.60	  ( skv_33, skv_26, catalunya )
41.42/41.60	  ( skv_33, skv_26, france )
41.42/41.60	  ( skv_33, skv_26, skv_10 )
41.42/41.60	  ( skv_33, skv_26, skv_11 )
41.42/41.60	  ( skv_33, skv_26, skv_36 )
41.42/41.60	  ( skv_33, skv_26, skv_38 )
41.42/41.60	  ( skv_33, skv_26, skv_43 )
41.42/41.60	  ( skv_33, skv_26, skv_142 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), catalunya )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), france )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_36), skv_142 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), catalunya )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), france )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_38), skv_142 )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), catalunya )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), france )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 skv_31 catalunya), skv_142 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), catalunya )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), france )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), skv_10 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), skv_11 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), skv_36 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), skv_38 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), skv_43 )
41.42/41.60	  ( skv_33, (ho_2 k_1 skv_147), skv_142 )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), catalunya )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), france )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 k_1 spain), skv_142 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), catalunya )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), france )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_10), skv_142 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), catalunya )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), france )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_11), skv_142 )
41.42/41.60	  ( skv_35, skv_18, catalunya )
41.42/41.60	  ( skv_35, skv_18, france )
41.42/41.60	  ( skv_35, skv_18, skv_10 )
41.42/41.60	  ( skv_35, skv_18, skv_11 )
41.42/41.60	  ( skv_35, skv_18, skv_36 )
41.42/41.60	  ( skv_35, skv_18, skv_38 )
41.42/41.60	  ( skv_35, skv_18, skv_43 )
41.42/41.60	  ( skv_35, skv_18, skv_142 )
41.42/41.60	  ( skv_35, skv_19, catalunya )
41.42/41.60	  ( skv_35, skv_19, france )
41.42/41.60	  ( skv_35, skv_19, skv_10 )
41.42/41.60	  ( skv_35, skv_19, skv_11 )
41.42/41.60	  ( skv_35, skv_19, skv_36 )
41.42/41.60	  ( skv_35, skv_19, skv_38 )
41.42/41.60	  ( skv_35, skv_19, skv_43 )
41.42/41.60	  ( skv_35, skv_19, skv_142 )
41.42/41.60	  ( skv_35, skv_20, catalunya )
41.42/41.60	  ( skv_35, skv_20, france )
41.42/41.60	  ( skv_35, skv_20, skv_10 )
41.42/41.60	  ( skv_35, skv_20, skv_11 )
41.42/41.60	  ( skv_35, skv_20, skv_36 )
41.42/41.60	  ( skv_35, skv_20, skv_38 )
41.42/41.60	  ( skv_35, skv_20, skv_43 )
41.42/41.60	  ( skv_35, skv_20, skv_142 )
41.42/41.60	  ( skv_35, skv_24, catalunya )
41.42/41.60	  ( skv_35, skv_24, france )
41.42/41.60	  ( skv_35, skv_24, skv_10 )
41.42/41.60	  ( skv_35, skv_24, skv_11 )
41.42/41.60	  ( skv_35, skv_24, skv_36 )
41.42/41.60	  ( skv_35, skv_24, skv_38 )
41.42/41.60	  ( skv_35, skv_24, skv_43 )
41.42/41.60	  ( skv_35, skv_24, skv_142 )
41.42/41.60	  ( skv_35, skv_25, catalunya )
41.42/41.60	  ( skv_35, skv_25, france )
41.42/41.60	  ( skv_35, skv_25, skv_10 )
41.42/41.60	  ( skv_35, skv_25, skv_11 )
41.42/41.60	  ( skv_35, skv_25, skv_36 )
41.42/41.60	  ( skv_35, skv_25, skv_38 )
41.42/41.60	  ( skv_35, skv_25, skv_43 )
41.42/41.60	  ( skv_35, skv_25, skv_142 )
41.42/41.60	  ( skv_35, skv_26, catalunya )
41.42/41.60	  ( skv_35, skv_26, france )
41.42/41.60	  ( skv_35, skv_26, skv_10 )
41.42/41.60	  ( skv_35, skv_26, skv_11 )
41.42/41.60	  ( skv_35, skv_26, skv_36 )
41.42/41.60	  ( skv_35, skv_26, skv_38 )
41.42/41.60	  ( skv_35, skv_26, skv_43 )
41.42/41.60	  ( skv_35, skv_26, skv_142 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), catalunya )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), france )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_36), skv_142 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), catalunya )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), france )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_38), skv_142 )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), catalunya )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), france )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 skv_31 catalunya), skv_142 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), catalunya )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), france )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), skv_10 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), skv_11 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), skv_36 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), skv_38 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), skv_43 )
41.42/41.60	  ( skv_35, (ho_2 k_1 skv_147), skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2993 reg)) (or (not (forall ((BOUND_VARIABLE_3002 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_3002))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2993)) (ho_3 _let_0 skv_11))) )) (not (forall ((BOUND_VARIABLE_2994 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2994))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2993)) (ho_3 _let_0 catalunya))) ))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2970 reg)) (or (not (forall ((BOUND_VARIABLE_2979 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2979))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2970)) (ho_3 _let_0 skv_11))) )) (not (forall ((BOUND_VARIABLE_2971 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2971))) (or (not (ho_3 _let_0 BOUND_VARIABLE_2970)) (ho_3 _let_0 spain))) ))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((z reg)) (= (ho_3 (ho_2 k_1 spain) z) (ho_3 (ho_2 k_1 skv_11) z)) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2994 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2994))) (or (not (ho_3 _let_0 france)) (ho_3 _let_0 catalunya))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2971 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2971))) (or (not (ho_3 _let_0 france)) (ho_3 _let_0 spain))) )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2308 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2308))) (or (not (ho_3 _let_0 catalunya)) (ho_3 _let_0 france))) )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii $$unsorted)) (= (ite (= ii skv_8) (ho_6 k_5 skv_8) (ho_6 k_5 ii)) (ho_6 skv_15 ii)) )
41.42/41.60	  ( skv_8 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii $$unsorted)) (= (ho_4 skv_16 ii) (ite (= ii skv_8) false (ho_4 (ho_6 k_5 skv_8) ii))) )
41.42/41.60	  ( skv_8 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii $$unsorted)) (= (ho_4 skv_17 ii) (ite (= ii skv_8) true (ho_4 (ho_6 k_5 skv_8) ii))) )
41.42/41.60	  ( skv_8 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_18 ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_19 ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_20 ii) (ite (= france ii) false (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_21 ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_22 ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_23 ii) (ite (= france ii) true (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_24 ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_11) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_25 ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_11) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_26 ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_11) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_27 ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_11) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_28 ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_11) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_29 ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_11) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= catalunya ii) (ho_2 k_1 spain) (ho_2 k_1 ii)) (ho_2 skv_30 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_11) (ho_2 k_1 spain) (ho_2 k_1 ii)) (ho_2 skv_31 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= france ii) (ho_2 k_1 spain) (ho_2 k_1 ii)) (ho_2 skv_32 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= catalunya ii) (ho_2 k_1 skv_11) (ho_2 k_1 ii)) (ho_2 skv_33 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_11) (ho_2 k_1 skv_11) (ho_2 k_1 ii)) (ho_2 skv_34 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= france ii) (ho_2 k_1 skv_11) (ho_2 k_1 ii)) (ho_2 skv_35 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 skv_42)) (ho_3 _let_0 catalunya))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 skv_42)) (ho_3 _let_0 paris))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 skv_43)) (ho_3 _let_0 skv_11))) )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 skv_43)) (ho_3 _let_0 paris))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2316 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2316))) (or (not (ho_3 _let_0 skv_46)) (ho_3 _let_0 spain))) )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2308 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2308))) (or (not (ho_3 _let_0 skv_46)) (ho_3 _let_0 france))) )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_77 ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_78 ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_79 ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_80 ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_81 ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_82 ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_83 ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_84 ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_85 ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_86 ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_87 ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_88 ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_10) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_89 ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_90 ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_91 ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_92 ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_93 ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_94 ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 spain) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_95 ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_96 ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_97 ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_98 ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_99 ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_100 ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_101 ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_102 ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_103 ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_104 ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_105 ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_106 ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_36) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_107 ii) (ite (= catalunya ii) false (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_108 ii) (ite (= ii skv_11) false (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_109 ii) (ite (= ii skv_38) false (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_110 ii) (ite (= ii skv_10) false (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_111 ii) (ite (= france ii) false (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_112 ii) (ite (= ii skv_36) false (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_113 ii) (ite (= catalunya ii) true (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_114 ii) (ite (= ii skv_11) true (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_115 ii) (ite (= ii skv_38) true (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_116 ii) (ite (= ii skv_10) true (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_117 ii) (ite (= france ii) true (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ho_3 skv_118 ii) (ite (= ii skv_36) true (ho_3 (ho_2 k_1 skv_38) ii))) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= catalunya ii) (ho_2 k_1 skv_10) (ho_2 k_1 ii)) (ho_2 skv_119 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_11) (ho_2 k_1 skv_10) (ho_2 k_1 ii)) (ho_2 skv_120 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_38) (ho_2 k_1 skv_10) (ho_2 k_1 ii)) (ho_2 skv_121 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_10) (ho_2 k_1 skv_10) (ho_2 k_1 ii)) (ho_2 skv_122 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= france ii) (ho_2 k_1 skv_10) (ho_2 k_1 ii)) (ho_2 skv_123 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_36) (ho_2 k_1 skv_10) (ho_2 k_1 ii)) (ho_2 skv_124 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_38) (ho_2 k_1 spain) (ho_2 k_1 ii)) (ho_2 skv_125 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_10) (ho_2 k_1 spain) (ho_2 k_1 ii)) (ho_2 skv_126 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_36) (ho_2 k_1 spain) (ho_2 k_1 ii)) (ho_2 skv_127 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= catalunya ii) (ho_2 k_1 skv_36) (ho_2 k_1 ii)) (ho_2 skv_128 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_11) (ho_2 k_1 skv_36) (ho_2 k_1 ii)) (ho_2 skv_129 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_38) (ho_2 k_1 skv_36) (ho_2 k_1 ii)) (ho_2 skv_130 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_10) (ho_2 k_1 skv_36) (ho_2 k_1 ii)) (ho_2 skv_131 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= france ii) (ho_2 k_1 skv_36) (ho_2 k_1 ii)) (ho_2 skv_132 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_36) (ho_2 k_1 skv_36) (ho_2 k_1 ii)) (ho_2 skv_133 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= catalunya ii) (ho_2 k_1 skv_38) (ho_2 k_1 ii)) (ho_2 skv_134 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_11) (ho_2 k_1 skv_38) (ho_2 k_1 ii)) (ho_2 skv_135 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_38) (ho_2 k_1 skv_38) (ho_2 k_1 ii)) (ho_2 skv_136 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_10) (ho_2 k_1 skv_38) (ho_2 k_1 ii)) (ho_2 skv_137 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= france ii) (ho_2 k_1 skv_38) (ho_2 k_1 ii)) (ho_2 skv_138 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((ii reg)) (= (ite (= ii skv_36) (ho_2 k_1 skv_38) (ho_2 k_1 ii)) (ho_2 skv_139 ii)) )
41.42/41.60	  ( catalunya )
41.42/41.60	  ( france )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_36 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 skv_144)) (ho_3 _let_0 france))) )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 skv_144)) (ho_3 _let_0 paris))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2690 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2690))) (or (not (ho_3 _let_0 skv_145)) (ho_3 _let_0 skv_36))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_11 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	)
41.42/41.60	(instantiation (forall ((BOUND_VARIABLE_2682 reg)) (let ((_let_0 (ho_2 k_1 BOUND_VARIABLE_2682))) (or (not (ho_3 _let_0 skv_145)) (ho_3 _let_0 paris))) )
41.42/41.60	  ( skv_10 )
41.42/41.60	  ( skv_38 )
41.42/41.60	  ( skv_43 )
41.42/41.60	  ( skv_142 )
41.42/41.60	)
41.42/41.60	% SZS output end Proof for theBenchmark
41.42/41.61	EOF