0.00/0.00 % Leo-III: Strategy 1 (for '60') 37.58/16.09 % [INFO] Parsing problem /export/starexec/sandbox/benchmark/theBenchmark.p ... 37.58/16.09 % [INFO] Parsing done (89ms). 37.58/16.09 % [INFO] Running in sequential loop mode. 37.58/16.09 % [CONFIG] Using configuration: timeout(60) with strategy 37.58/16.09 % [INFO] eprover registered as external prover. 37.58/16.09 % [INFO] cvc4 registered as external prover. 37.58/16.09 % [INFO] Parsing finished. Scanning for conjecture ... 37.58/16.09 % [INFO] Found a conjecture and 0 axioms. Running axiom selection ... 37.58/16.09 % [INFO] Axiom selection finished. Selected 0 axioms (removed 0 axioms). 37.58/16.09 % [INFO] Problem is higher-order (TPTP THF). 37.58/16.09 % [INFO] Type checking passed. Searching for refutation ... 37.58/16.09 % External prover 'e' found a proof! 37.58/16.09 % [INFO] Killing All external provers ... 37.58/16.09 % Time passed: 10727ms (effective reasoning time: 10346ms) 37.58/16.09 % Solved by strategy 37.58/16.09 % SZS status Theorem for /export/starexec/sandbox/benchmark/theBenchmark.p : 10727 ms resp. 10346 ms w/o parsing 37.58/16.09 % SZS output start Refutation for /export/starexec/sandbox/benchmark/theBenchmark.p 37.58/16.09 thf(a_type, type, a: $tType). 37.58/16.09 thf(sk1_type, type, sk1: ((a > $o) > $o)). 37.58/16.09 thf(sk2_type, type, sk2: (((a > $o) > a) > (a > $o))). 37.58/16.09 thf(sk4_type, type, sk4: ((a > $o) > (((a > $o) > a) > ((a > $o) > (a > $o))))). 37.58/16.09 thf(sk5_type, type, sk5: (((a > $o) > a) > ((a > $o) > (((a > $o) > a) > (a > $o))))). 37.58/16.09 thf(sk6_type, type, sk6: (((a > $o) > a) > ((a > $o) > (((a > $o) > a) > a)))). 37.58/16.09 thf(1,conjecture,(((! [A:((a > $o) > $o)]: ((? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ C) => (C @ (B @ C)))) <= (! [B:(a > $o)]: ((? [C:a]: (B @ C)) <= (A @ B))))) = (! [A:((a > $o) > (a > $o))]: ? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ C @ (B @ C)) <= (? [D:a]: (A @ C @ D)))))),file('/export/starexec/sandbox/benchmark/theBenchmark.p',cTHM560)). 37.58/16.09 thf(2,negated_conjecture,((~ ((! [A:((a > $o) > $o)]: ((? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ C) => (C @ (B @ C)))) <= (! [B:(a > $o)]: ((? [C:a]: (B @ C)) <= (A @ B))))) = (! [A:((a > $o) > (a > $o))]: ? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ C @ (B @ C)) <= (? [D:a]: (A @ C @ D))))))),inference(neg_conjecture,[status(cth)],[1])). 37.58/16.09 thf(3,plain,((~ ((! [A:((a > $o) > $o)]: (? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C)) => (C @ (B @ (C)))) | ~ (! [B:(a > $o)]: (? [C:a]: (B @ C) | ~ (A @ (B)))))) = (! [A:((a > $o) > (a > $o))]: ? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C) @ (B @ (C))) | ~ (? [D:a]: (A @ (C) @ D))))))),inference(defexp_and_simp_and_etaexpand,[status(thm)],[2])). 37.58/16.09 thf(4,plain,(((! [A:((a > $o) > $o)]: (? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C)) => (C @ (B @ (C)))) | ~ (! [B:(a > $o)]: (? [C:a]: (B @ C) | ~ (A @ (B)))))) != (! [A:((a > $o) > (a > $o))]: ? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C) @ (B @ (C))) | ~ (? [D:a]: (A @ (C) @ D)))))),inference(lifteq,[status(thm)],[3])). 37.58/16.09 thf(5,plain,((~ (! [A:((a > $o) > $o)]: (? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C)) => (C @ (B @ (C)))) | ~ (! [B:(a > $o)]: (? [C:a]: (B @ C) | ~ (A @ (B))))))) | (~ (! [A:((a > $o) > (a > $o))]: ? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C) @ (B @ (C))) | ~ (? [D:a]: (A @ (C) @ D)))))),inference(bool_ext,[status(thm)],[4])). 37.58/16.09 thf(10,plain,(! [C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((~ (sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (C @ (sk5 @ (C) @ B @ (A))))) | (~ (sk2 @ (A) @ (A @ (sk2 @ (A))))))),inference(cnf,[status(esa)],[5])). 37.58/16.09 thf(7,plain,(! [C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (sk6 @ (C) @ (B) @ (A))) | (B @ (sk3 @ (B))) | (~ (sk1 @ (B))))),inference(cnf,[status(esa)],[5])). 37.58/16.09 thf(53,plain,(! [D:(a > $o),C:(a > $o),B:((a > $o) > a),A:((a > $o) > a)] : ((sk4 @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A) @ (sk5 @ (B) @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A)) @ (sk6 @ (B) @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A))) | ((C @ (sk3 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (D @ (sk3 @ (^ [E:a]: ((C @ E) | (D @ E)))))) | (~ (sk1 @ (^ [E:a]: ((C @ E) | (D @ E))))))),inference(prim_subst,[status(thm)],[7:[bind(A, $thf(A)),bind(B, $thf(^ [F:a]: ((D @ F) | (E @ F))))]])). 37.58/16.09 thf(77,plain,(! [D:(a > $o),C:(a > $o),B:((a > $o) > a),A:((a > $o) > a)] : ((~ (sk1 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (C @ (sk3 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (D @ (sk3 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (sk4 @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A) @ (sk5 @ (B) @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A)) @ (sk6 @ (B) @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A))))),inference(cnf,[status(esa)],[53])). 37.58/16.09 thf(78,plain,(! [D:(a > $o),C:(a > $o),B:((a > $o) > a),A:((a > $o) > a)] : ((~ (sk1 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (C @ (sk3 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (D @ (sk3 @ (^ [E:a]: ((C @ E) | (D @ E))))) | (sk4 @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A) @ (sk5 @ (B) @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A)) @ (sk6 @ (B) @ (^ [E:a]: ((C @ E) | (D @ E))) @ (A))))),inference(simp,[status(thm)],[77])). 37.58/16.09 thf(50,plain,(! [B:((a > $o) > a),A:((a > $o) > a)] : ((sk4 @ (^ [C:a]: ($false)) @ (A) @ (sk5 @ (B) @ (^ [C:a]: ($false)) @ (A)) @ (sk6 @ (B) @ (^ [C:a]: ($false)) @ (A))) | $false | (~ (sk1 @ (^ [C:a]: ($false)))))),inference(prim_subst,[status(thm)],[7:[bind(A, $thf(A)),bind(B, $thf(^ [D:a]: ($false)))]])). 37.58/16.09 thf(75,plain,(! [B:((a > $o) > a),A:((a > $o) > a)] : ((sk4 @ (^ [C:a]: ($false)) @ (A) @ (sk5 @ (B) @ (^ [C:a]: ($false)) @ (A)) @ (sk6 @ (B) @ (^ [C:a]: ($false)) @ (A))) | (~ (sk1 @ (^ [C:a]: ($false)))))),inference(simp,[status(thm)],[50])). 37.58/16.09 thf(16,axiom,((? [A:((a > $o) > a)]: ! [B:(a > $o)]: ((? [C:a]: (B @ C)) => (B @ (A @ B))))),introduced(axiom_of_choice)). 37.58/16.09 thf(23,plain,(! [B:a,A:((a > $o) > a)] : ((~ (sk2 @ (A) @ B)) | (sk2 @ (A) @ (@+ [C:a]: (sk2 @ (A) @ C))))),inference(choice,[status(esa)],[16])). 37.58/16.09 thf(207,plain,(! [E:((a > $o) > a),D:(a > $o),C:((a > $o) > a),B:a,A:((a > $o) > a)] : ((~ (sk2 @ (A) @ B)) | (~ (sk4 @ (D) @ (C) @ (sk5 @ (E) @ D @ (C)) @ (E @ (sk5 @ (E) @ D @ (C))))) | ((sk2 @ (A) @ (@+ [F:a]: (sk2 @ (A) @ F))) != (sk2 @ (C) @ (C @ (sk2 @ (C))))))),inference(paramod_ordered,[status(thm)],[23,10])). 37.58/16.09 thf(217,plain,(! [C:((a > $o) > a),B:(a > $o),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk4 @ (B) @ ('@+' @ a) @ (sk5 @ (C) @ B @ ('@+' @ a)) @ (C @ (sk5 @ (C) @ B @ ('@+' @ a))))))),inference(pre_uni,[status(thm)],[207:[bind(A, $thf('@+' @ a)),bind(B, $thf(B)),bind(C, $thf('@+' @ a)),bind(D, $thf(D)),bind(E, $thf(E))]])). 37.58/16.09 thf(222,plain,(! [C:((a > $o) > a),B:(a > $o),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk4 @ (B) @ ('@+' @ a) @ (sk5 @ (C) @ B @ ('@+' @ a)) @ (C @ (sk5 @ (C) @ B @ ('@+' @ a))))))),inference(simp,[status(thm)],[217])). 37.58/16.09 thf(306,plain,(! [E:((a > $o) > a),D:(a > $o),C:a,B:((a > $o) > a),A:((a > $o) > a)] : ((~ (sk1 @ (^ [F:a]: ($false)))) | (~ (sk2 @ ('@+' @ a) @ C)) | ((sk4 @ (^ [F:a]: ($false)) @ (A) @ (sk5 @ (B) @ (^ [F:a]: ($false)) @ (A)) @ (sk6 @ (B) @ (^ [F:a]: ($false)) @ (A))) != (sk4 @ (D) @ ('@+' @ a) @ (sk5 @ (E) @ D @ ('@+' @ a)) @ (E @ (sk5 @ (E) @ D @ ('@+' @ a))))))),inference(paramod_ordered,[status(thm)],[75,222])). 37.58/16.09 thf(313,plain,(! [E:((a > $o) > a),D:(a > $o),C:a,B:((a > $o) > a),A:((a > $o) > a)] : ((~ (sk1 @ (^ [F:a]: ($false)))) | (~ (sk2 @ ('@+' @ a) @ C)) | ((^ [F:a]: ($false)) != (D)) | ((A) != ('@+' @ a)) | ((sk5 @ (B) @ (^ [F:a]: ($false)) @ (A)) != (sk5 @ (E) @ D @ ('@+' @ a))) | ((sk6 @ (B) @ (^ [F:a]: ($false)) @ (A)) != (E @ (sk5 @ (E) @ D @ ('@+' @ a)))))),inference(simp,[status(thm)],[306])). 37.58/16.09 thf(321,plain,(! [C:((a > $o) > a),B:a,A:((a > $o) > a)] : ((~ (sk1 @ (^ [D:a]: ($false)))) | (~ (sk2 @ ('@+' @ a) @ B)) | ((sk5 @ (A) @ (^ [D:a]: ($false)) @ ('@+' @ a)) != (sk5 @ (C) @ (^ [D:a]: ($false)) @ ('@+' @ a))) | ((sk6 @ (A) @ (^ [D:a]: ($false)) @ ('@+' @ a)) != (C @ (sk5 @ (C) @ (^ [D:a]: ($false)) @ ('@+' @ a)))))),inference(simp,[status(thm)],[313])). 37.58/16.09 thf(12,plain,(! [C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (sk6 @ (C) @ (B) @ (A))) | (~ (sk2 @ (A) @ (A @ (sk2 @ (A))))))),inference(cnf,[status(esa)],[5])). 37.58/16.09 thf(209,plain,(! [E:((a > $o) > a),D:(a > $o),C:((a > $o) > a),B:a,A:((a > $o) > a)] : ((~ (sk2 @ (A) @ B)) | (sk4 @ (D) @ (C) @ (sk5 @ (E) @ D @ (C)) @ (sk6 @ (E) @ (D) @ (C))) | ((sk2 @ (A) @ (@+ [F:a]: (sk2 @ (A) @ F))) != (sk2 @ (C) @ (C @ (sk2 @ (C))))))),inference(paramod_ordered,[status(thm)],[23,12])). 37.58/16.09 thf(216,plain,(! [C:((a > $o) > a),B:(a > $o),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (sk4 @ (B) @ ('@+' @ a) @ (sk5 @ (C) @ B @ ('@+' @ a)) @ (sk6 @ (C) @ (B) @ ('@+' @ a))))),inference(pre_uni,[status(thm)],[209:[bind(A, $thf('@+' @ a)),bind(B, $thf(B)),bind(C, $thf('@+' @ a)),bind(D, $thf(D)),bind(E, $thf(E))]])). 37.58/16.09 thf(221,plain,(! [C:((a > $o) > a),B:(a > $o),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (sk4 @ (B) @ ('@+' @ a) @ (sk5 @ (C) @ B @ ('@+' @ a)) @ (sk6 @ (C) @ (B) @ ('@+' @ a))))),inference(simp,[status(thm)],[216])). 37.58/16.09 thf(8,plain,(! [C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((~ (sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (C @ (sk5 @ (C) @ B @ (A))))) | (B @ (sk3 @ (B))) | (~ (sk1 @ (B))))),inference(cnf,[status(esa)],[5])). 37.58/16.09 thf(147,plain,(! [B:((a > $o) > a),A:((a > $o) > a)] : ((~ (sk4 @ (^ [C:a]: ($false)) @ (A) @ (sk5 @ (B) @ (^ [C:a]: ($false)) @ (A)) @ (B @ (sk5 @ (B) @ (^ [C:a]: ($false)) @ (A))))) | $false | (~ (sk1 @ (^ [C:a]: ($false)))))),inference(prim_subst,[status(thm)],[8:[bind(A, $thf(A)),bind(B, $thf(^ [D:a]: ($false)))]])). 37.58/16.09 thf(185,plain,(! [B:((a > $o) > a),A:((a > $o) > a)] : ((~ (sk4 @ (^ [C:a]: ($false)) @ (A) @ (sk5 @ (B) @ (^ [C:a]: ($false)) @ (A)) @ (B @ (sk5 @ (B) @ (^ [C:a]: ($false)) @ (A))))) | (~ (sk1 @ (^ [C:a]: ($false)))))),inference(simp,[status(thm)],[147])). 37.58/16.09 thf(280,plain,(! [E:((a > $o) > a),D:((a > $o) > a),C:((a > $o) > a),B:(a > $o),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk1 @ (^ [F:a]: ($false)))) | ((sk4 @ (B) @ ('@+' @ a) @ (sk5 @ (C) @ B @ ('@+' @ a)) @ (sk6 @ (C) @ (B) @ ('@+' @ a))) != (sk4 @ (^ [F:a]: ($false)) @ (D) @ (sk5 @ (E) @ (^ [F:a]: ($false)) @ (D)) @ (E @ (sk5 @ (E) @ (^ [F:a]: ($false)) @ (D))))))),inference(paramod_ordered,[status(thm)],[221,185])). 37.58/16.09 thf(284,plain,(! [E:((a > $o) > a),D:((a > $o) > a),C:((a > $o) > a),B:(a > $o),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk1 @ (^ [F:a]: ($false)))) | ((B) != (^ [F:a]: ($false))) | (('@+' @ a) != (D)) | ((sk5 @ (C) @ B @ ('@+' @ a)) != (sk5 @ (E) @ (^ [F:a]: ($false)) @ (D))) | ((sk6 @ (C) @ (B) @ ('@+' @ a)) != (E @ (sk5 @ (E) @ (^ [F:a]: ($false)) @ (D)))))),inference(simp,[status(thm)],[280])). 37.58/16.09 thf(292,plain,(! [C:((a > $o) > a),B:((a > $o) > a),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk1 @ (^ [D:a]: ($false)))) | ((sk5 @ (B) @ (^ [D:a]: ($false)) @ ('@+' @ a)) != (sk5 @ (C) @ (^ [D:a]: ($false)) @ ('@+' @ a))) | ((sk6 @ (B) @ (^ [D:a]: ($false)) @ ('@+' @ a)) != (C @ (sk5 @ (C) @ (^ [D:a]: ($false)) @ ('@+' @ a)))))),inference(simp,[status(thm)],[284])). 37.58/16.09 thf(324,plain,(! [C:((a > $o) > a),B:((a > $o) > a),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk1 @ (^ [D:a]: ($false)))) | ((^ [D:a]: (B)) != (^ [D:a]: (C))) | ((^ [D:a,E:a]: ($false)) != (^ [D:a,E:a]: ($false))) | ((^ [D:a]: ('@+' @ a)) != (^ [D:a]: ('@+' @ a))) | ((^ [D:a]: (D)) != (^ [D:a]: (D))) | ((sk6 @ (B) @ (^ [D:a]: ($false)) @ ('@+' @ a)) != (C @ (sk5 @ (C) @ (^ [D:a]: ($false)) @ ('@+' @ a)))))),inference(simp,[status(thm)],[292])). 37.58/16.09 thf(361,plain,(! [C:((a > $o) > a),B:((a > $o) > a),A:a] : ((~ (sk2 @ ('@+' @ a) @ A)) | (~ (sk1 @ (^ [D:a]: ($false)))) | ((^ [D:a]: (B)) != (^ [D:a]: (C))) | ((sk6 @ (B) @ (^ [D:a]: ($false)) @ ('@+' @ a)) != (C @ (sk5 @ (C) @ (^ [D:a]: ($false)) @ ('@+' @ a)))))),inference(simp,[status(thm)],[324])). 37.58/16.09 thf(9,plain,(! [C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (sk6 @ (C) @ (B) @ (A))) | (sk1 @ (sk2 @ (A))))),inference(cnf,[status(esa)],[5])). 37.58/16.09 thf(6,plain,((! [A:((a > $o) > $o)]: (? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C)) => (C @ (B @ (C)))) | ~ (! [B:(a > $o)]: (? [C:a]: (B @ C) | ~ (A @ (B)))))) | (! [A:((a > $o) > (a > $o))]: ? [B:((a > $o) > a)]: ! [C:(a > $o)]: ((A @ (C) @ (B @ (C))) | ~ (? [D:a]: (A @ (C) @ D))))),inference(bool_ext,[status(thm)],[4])). 37.58/16.09 thf(13,plain,(! [F:a,E:(a > $o),D:((a > $o) > (a > $o)),C:a,B:(a > $o),A:((a > $o) > $o)] : ((D @ (E) @ (sk9 @ (D) @ C @ (B) @ (A) @ (E))) | (~ (D @ (E) @ F)) | (~ (A @ (B))) | (B @ (sk7 @ (A) @ (B))) | (A @ (sk8 @ (A))))),inference(cnf,[status(esa)],[6])). 37.58/16.09 thf(17,plain,(! [D:a,C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((~ (sk5 @ (C) @ (B) @ (A) @ D)) | (sk5 @ (C) @ (B) @ (A) @ (@+ [E:a]: (sk5 @ (C) @ (B) @ (A) @ E))))),inference(choice,[status(esa)],[16])). 37.58/16.09 thf(11,plain,(! [C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((~ (sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (C @ (sk5 @ (C) @ B @ (A))))) | (sk1 @ (sk2 @ (A))))),inference(cnf,[status(esa)],[5])). 37.58/16.09 thf(22,plain,(! [F:((a > $o) > a),E:(a > $o),D:((a > $o) > a),C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((sk1 @ (sk2 @ (A))) | (~ (sk2 @ (D) @ (D @ (sk2 @ (D))))) | ((sk4 @ (B) @ (A) @ (sk5 @ (C) @ B @ (A)) @ (sk6 @ (C) @ (B) @ (A))) != (sk4 @ (E) @ (D) @ (sk5 @ (F) @ E @ (D)) @ (F @ (sk5 @ (F) @ E @ (D))))))),inference(paramod_ordered,[status(thm)],[9,10])). 37.58/16.09 thf(24,plain,(! [F:((a > $o) > a),E:(a > $o),D:((a > $o) > a),C:((a > $o) > a),B:(a > $o),A:((a > $o) > a)] : ((sk1 @ (sk2 @ (A))) | (~ (sk2 @ (D) @ (D @ (sk2 @ (D))))) | ((B) != (E)) | ((A) != (D)) | ((sk5 @ (C) @ B @ (A)) != (sk5 @ (F) @ E @ (D))) | ((sk6 @ (C) @ (B) @ (A)) != (F @ (sk5 @ (F) @ E @ (D)))))),inference(simp,[status(thm)],[22])). 37.58/16.09 thf(25,plain,(! [D:((a > $o) > a),C:(a > $o),B:((a > $o) > a),A:((a > $o) > a)] : ((sk1 @ (sk2 @ (B))) | (~ (sk2 @ (B) @ (B @ (sk2 @ (B))))) | ((sk5 @ (A) @ C @ (B)) != (sk5 @ (D) @ C @ (B))) | ((sk6 @ (A) @ (C) @ (B)) != (D @ (sk5 @ (D) @ C @ (B)))))),inference(simp,[status(thm)],[24])). 37.58/16.09 thf(1809,plain,($false),inference(e,[status(thm)],[10,78,321,221,292,361,9,13,17,12,7,3,11,23,4,222,185,25,8,75])). 37.58/16.09 % SZS output end Refutation for /export/starexec/sandbox/benchmark/theBenchmark.p 37.58/16.09 % [INFO] Killing All external provers ... 37.58/16.09 WARNING: TreeLimitedRun lost 5.78s, total lost is 5.78s 37.58/16.09 FINAL WATCH: 33.9 CPU 11.0 WC 37.58/16.09 Killed 2 orphans 37.58/16.09 Killed 2 orphans 37.58/16.09 Killed 1 orphans 37.58/16.09 EOF