0.04/0.11 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.15/0.16 % Command : python3 /export/starexec/sandbox2/solver/bin/portfolio.lams.parallel.py %s %d /export/starexec/sandbox2/tmp/tmp.b8jUmhMz6a true 0.16/0.36 % Computer : n014.cluster.edu 0.16/0.36 % Model : x86_64 x86_64 0.16/0.36 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz 0.16/0.36 % Memory : 8042.1875MB 0.16/0.36 % OS : Linux 3.10.0-693.el7.x86_64 0.16/0.36 % CPULimit : 1200 0.16/0.36 % WCLimit : 120 0.16/0.36 % DateTime : Tue Jul 13 15:40:34 EDT 2021 0.16/0.37 % CPUTime : 0.16/0.37 % Running portfolio for 120 s 0.16/0.37 % File : /export/starexec/sandbox2/benchmark/theBenchmark.p 0.16/0.37 % Number of cores: 8 0.16/0.37 % Python version: Python 3.6.8 0.16/0.37 % Running in HO mode 0.53/0.68 % Total configuration time : 828 0.53/0.68 % Estimated wc time : 983 0.53/0.68 % Estimated cpu time (8 cpus) : 122.875 0.58/0.74 % /export/starexec/sandbox2/solver/bin/lams/40_c.s.sh running for 47s 0.58/0.74 % /export/starexec/sandbox2/solver/bin/lams/35_full_unif4.sh running for 47s 0.58/0.75 % /export/starexec/sandbox2/solver/bin/lams/15_e_short1.sh running for 18s 0.58/0.75 % /export/starexec/sandbox2/solver/bin/lams/40_c_ic.sh running for 47s 0.58/0.77 % /export/starexec/sandbox2/solver/bin/lams/40_noforms.sh running for 53s 0.58/0.77 % /export/starexec/sandbox2/solver/bin/lams/40_b.comb.sh running for 41s 0.58/0.79 % /export/starexec/sandbox2/solver/bin/lams/20_acsne_simpl.sh running for 24s 0.58/0.81 % /export/starexec/sandbox2/solver/bin/lams/30_sp5.sh running for 35s 0.58/0.84 % /export/starexec/sandbox2/solver/bin/lams/30_b.l.sh running for 53s 5.61/1.38 % Solved by lams/40_c_ic.sh. 5.61/1.38 % done 200 iterations in 0.598s 5.61/1.38 % SZS status Theorem for '/export/starexec/sandbox2/benchmark/theBenchmark.p' 5.61/1.38 % SZS output start Refutation 5.61/1.38 thf(set_Pr9961929at_nat_type, type, set_Pr9961929at_nat: $tType). 5.61/1.38 thf(labeled_graph_b_nat_type, type, labeled_graph_b_nat: $tType). 5.61/1.38 thf(produc1235635379_b_nat_type, type, produc1235635379_b_nat: $tType). 5.61/1.38 thf(allegorical_term_b_type, type, allegorical_term_b: $tType). 5.61/1.38 thf(produc1478835367term_b_type, type, produc1478835367term_b: $tType). 5.61/1.38 thf(set_nat_type, type, set_nat: $tType). 5.61/1.38 thf(set_Pr1986765409at_nat_type, type, set_Pr1986765409at_nat: $tType). 5.61/1.38 thf(produc1223098053term_b_type, type, produc1223098053term_b: produc1478835367term_b > allegorical_term_b). 5.61/1.38 thf(graph_529870330at_nat_type, type, graph_529870330at_nat: labeled_graph_b_nat > 5.61/1.38 labeled_graph_b_nat > 5.61/1.38 set_Pr1986765409at_nat > $o). 5.61/1.38 thf(id_on_nat_type, type, id_on_nat: set_nat > set_Pr1986765409at_nat). 5.61/1.38 thf(v_type, type, v: allegorical_term_b). 5.61/1.38 thf(produc1990145943term_b_type, type, produc1990145943term_b: allegorical_term_b > 5.61/1.38 allegorical_term_b > produc1478835367term_b). 5.61/1.38 thf(finite1987068434at_nat_type, type, finite1987068434at_nat: set_Pr9961929at_nat > $o). 5.61/1.38 thf(produc1542243159_b_nat_type, type, produc1542243159_b_nat: produc1235635379_b_nat > labeled_graph_b_nat). 5.61/1.38 thf(produc194497945_b_nat_type, type, produc194497945_b_nat: produc1235635379_b_nat > labeled_graph_b_nat). 5.61/1.38 thf(u_type, type, u: allegorical_term_b). 5.61/1.38 thf(allegorical_A_Int_b_type, type, allegorical_A_Int_b: allegorical_term_b > 5.61/1.38 allegorical_term_b > allegorical_term_b). 5.61/1.38 thf(labeled_edges_b_nat_type, type, labeled_edges_b_nat: labeled_graph_b_nat > set_Pr9961929at_nat). 5.61/1.38 thf(restrict_b_nat_type, type, restrict_b_nat: labeled_graph_b_nat > labeled_graph_b_nat). 5.61/1.38 thf(translation_b_type, type, translation_b: allegorical_term_b > labeled_graph_b_nat). 5.61/1.38 thf(produc951298923_b_nat_type, type, produc951298923_b_nat: labeled_graph_b_nat > 5.61/1.38 labeled_graph_b_nat > produc1235635379_b_nat). 5.61/1.38 thf(produc854192515term_b_type, type, produc854192515term_b: produc1478835367term_b > allegorical_term_b). 5.61/1.38 thf(labele460410879_b_nat_type, type, labele460410879_b_nat: labeled_graph_b_nat > set_nat). 5.61/1.38 thf(finite_finite_nat_type, type, finite_finite_nat: set_nat > $o). 5.61/1.38 thf(conj_0, conjecture, 5.61/1.38 (( graph_529870330at_nat @ 5.61/1.38 ( produc1542243159_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) @ 5.61/1.38 ( id_on_nat @ 5.61/1.38 ( labele460410879_b_nat @ 5.61/1.38 ( produc1542243159_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) ) & 5.61/1.38 ( ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) = 5.61/1.38 ( restrict_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) & 5.61/1.38 ( finite_finite_nat @ 5.61/1.38 ( labele460410879_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) & 5.61/1.38 ( finite1987068434at_nat @ 5.61/1.38 ( labeled_edges_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ))). 5.61/1.38 thf(zf_stmt_0, negated_conjecture, 5.61/1.38 (~( ( graph_529870330at_nat @ 5.61/1.38 ( produc1542243159_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) @ 5.61/1.38 ( id_on_nat @ 5.61/1.38 ( labele460410879_b_nat @ 5.61/1.38 ( produc1542243159_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) ) & 5.61/1.38 ( ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) = 5.61/1.38 ( restrict_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) & 5.61/1.38 ( finite_finite_nat @ 5.61/1.38 ( labele460410879_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) & 5.61/1.38 ( finite1987068434at_nat @ 5.61/1.38 ( labeled_edges_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc854192515term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) @ 5.61/1.38 ( translation_b @ 5.61/1.38 ( produc1223098053term_b @ 5.61/1.38 ( produc1990145943term_b @ 5.61/1.38 u @ ( allegorical_A_Int_b @ u @ v ) ) ) ) ) ) ) ) )), 5.61/1.38 inference('cnf.neg', [status(esa)], [conj_0])). 5.61/1.38 thf(zip_derived_cl96, plain, 5.61/1.38 ((~ (graph_529870330at_nat @ 5.61/1.38 (produc1542243159_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))))) @ 5.61/1.38 (produc194497945_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))))) @ 5.61/1.38 (id_on_nat @ 5.61/1.38 (labele460410879_b_nat @ 5.61/1.38 (produc1542243159_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v))))))))) 5.61/1.38 | ((produc194497945_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))))) 5.61/1.38 != (restrict_b_nat @ 5.61/1.38 (produc194497945_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))))))) 5.61/1.38 | ~ (finite_finite_nat @ 5.61/1.38 (labele460410879_b_nat @ 5.61/1.38 (produc194497945_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))))))) 5.61/1.38 | ~ (finite1987068434at_nat @ 5.61/1.38 (labeled_edges_b_nat @ 5.61/1.38 (produc194497945_b_nat @ 5.61/1.38 (produc951298923_b_nat @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc854192515term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))) @ 5.61/1.38 (translation_b @ 5.61/1.38 (produc1223098053term_b @ 5.61/1.38 (produc1990145943term_b @ u @ (allegorical_A_Int_b @ u @ v)))))))))), 5.61/1.38 inference('cnf', [status(esa)], [zf_stmt_0])). 5.61/1.38 thf(fact_76_fst__conv, axiom, 5.61/1.38 (![X1:allegorical_term_b,X22:allegorical_term_b]: 5.61/1.38 ( ( produc854192515term_b @ ( produc1990145943term_b @ X1 @ X22 ) ) = 5.61/1.38 ( X1 ) ))). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(fact_85_snd__conv, axiom, 5.61/1.38 (![X1:allegorical_term_b,X22:allegorical_term_b]: 5.61/1.38 ( ( produc1223098053term_b @ ( produc1990145943term_b @ X1 @ X22 ) ) = 5.61/1.38 ( X22 ) ))). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(fact_75_fst__conv, axiom, 5.61/1.38 (![X1:labeled_graph_b_nat,X22:labeled_graph_b_nat]: 5.61/1.38 ( ( produc1542243159_b_nat @ ( produc951298923_b_nat @ X1 @ X22 ) ) = 5.61/1.38 ( X1 ) ))). 5.61/1.38 thf(zip_derived_cl32, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc1542243159_b_nat @ (produc951298923_b_nat @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_75_fst__conv])). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(fact_86_snd__conv, axiom, 5.61/1.38 (![X1:labeled_graph_b_nat,X22:labeled_graph_b_nat]: 5.61/1.38 ( ( produc194497945_b_nat @ ( produc951298923_b_nat @ X1 @ X22 ) ) = 5.61/1.38 ( X22 ) ))). 5.61/1.38 thf(zip_derived_cl68, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc194497945_b_nat @ (produc951298923_b_nat @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_86_snd__conv])). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(zip_derived_cl32, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc1542243159_b_nat @ (produc951298923_b_nat @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_75_fst__conv])). 5.61/1.38 thf(fact_3_graph__rule__translation, axiom, 5.61/1.38 (![X:allegorical_term_b,Y:allegorical_term_b]: 5.61/1.38 ( ( finite_finite_nat @ 5.61/1.38 ( labele460410879_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) ) ) & 5.61/1.38 ( finite1987068434at_nat @ 5.61/1.38 ( labeled_edges_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) ) ) & 5.61/1.38 ( ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) = 5.61/1.38 ( restrict_b_nat @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) ) ) & 5.61/1.38 ( graph_529870330at_nat @ 5.61/1.38 ( produc1542243159_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) @ 5.61/1.38 ( produc194497945_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) @ 5.61/1.38 ( id_on_nat @ 5.61/1.38 ( labele460410879_b_nat @ 5.61/1.38 ( produc1542243159_b_nat @ 5.61/1.38 ( produc951298923_b_nat @ 5.61/1.38 ( translation_b @ X ) @ 5.61/1.38 ( translation_b @ ( allegorical_A_Int_b @ X @ Y ) ) ) ) ) ) ) ))). 5.61/1.38 thf(zip_derived_cl52, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 (graph_529870330at_nat @ 5.61/1.38 (produc1542243159_b_nat @ 5.61/1.38 (produc951298923_b_nat @ (translation_b @ X0) @ 5.61/1.38 (translation_b @ (allegorical_A_Int_b @ X0 @ X1)))) @ 5.61/1.38 (produc194497945_b_nat @ 5.61/1.38 (produc951298923_b_nat @ (translation_b @ X0) @ 5.61/1.38 (translation_b @ (allegorical_A_Int_b @ X0 @ X1)))) @ 5.61/1.38 (id_on_nat @ 5.61/1.38 (labele460410879_b_nat @ 5.61/1.38 (produc1542243159_b_nat @ 5.61/1.38 (produc951298923_b_nat @ (translation_b @ X0) @ 5.61/1.38 (translation_b @ (allegorical_A_Int_b @ X0 @ X1)))))))), 5.61/1.38 inference('cnf', [status(esa)], [fact_3_graph__rule__translation])). 5.61/1.38 thf(zip_derived_cl32, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc1542243159_b_nat @ (produc951298923_b_nat @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_75_fst__conv])). 5.61/1.38 thf(zip_derived_cl68, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc194497945_b_nat @ (produc951298923_b_nat @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_86_snd__conv])). 5.61/1.38 thf(zip_derived_cl32, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc1542243159_b_nat @ (produc951298923_b_nat @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_75_fst__conv])). 5.61/1.38 thf(zip_derived_cl1434, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 (graph_529870330at_nat @ (translation_b @ X0) @ 5.61/1.38 (translation_b @ (allegorical_A_Int_b @ X0 @ X1)) @ 5.61/1.38 (id_on_nat @ (labele460410879_b_nat @ (translation_b @ X0))))), 5.61/1.38 inference('demod', [status(thm)], 5.61/1.38 [zip_derived_cl52, zip_derived_cl32, zip_derived_cl68, 5.61/1.38 zip_derived_cl32])). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(zip_derived_cl68, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc194497945_b_nat @ (produc951298923_b_nat @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_86_snd__conv])). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(zip_derived_cl68, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc194497945_b_nat @ (produc951298923_b_nat @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_86_snd__conv])). 5.61/1.38 thf(fact_30_translation__graph, axiom, 5.61/1.38 (![X2:allegorical_term_b]: 5.61/1.38 ( ( translation_b @ X2 ) = ( restrict_b_nat @ ( translation_b @ X2 ) ) ))). 5.61/1.38 thf(zip_derived_cl64, plain, 5.61/1.38 (![X0 : allegorical_term_b]: 5.61/1.38 ((translation_b @ X0) = (restrict_b_nat @ (translation_b @ X0)))), 5.61/1.38 inference('cnf', [status(esa)], [fact_30_translation__graph])). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(zip_derived_cl68, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc194497945_b_nat @ (produc951298923_b_nat @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_86_snd__conv])). 5.61/1.38 thf(fact_20_verts__in__translation__finite_I1_J, axiom, 5.61/1.38 (![X:allegorical_term_b]: 5.61/1.38 ( finite_finite_nat @ ( labele460410879_b_nat @ ( translation_b @ X ) ) ))). 5.61/1.38 thf(zip_derived_cl60, plain, 5.61/1.38 (![X0 : allegorical_term_b]: 5.61/1.38 (finite_finite_nat @ (labele460410879_b_nat @ (translation_b @ X0)))), 5.61/1.38 inference('cnf', [status(esa)], 5.61/1.38 [fact_20_verts__in__translation__finite_I1_J])). 5.61/1.38 thf(zip_derived_cl28, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc854192515term_b @ (produc1990145943term_b @ X0 @ X1)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_76_fst__conv])). 5.61/1.38 thf(zip_derived_cl61, plain, 5.61/1.38 (![X0 : allegorical_term_b, X1 : allegorical_term_b]: 5.61/1.38 ((produc1223098053term_b @ (produc1990145943term_b @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_85_snd__conv])). 5.61/1.38 thf(zip_derived_cl68, plain, 5.61/1.38 (![X0 : labeled_graph_b_nat, X1 : labeled_graph_b_nat]: 5.61/1.38 ((produc194497945_b_nat @ (produc951298923_b_nat @ X1 @ X0)) = (X0))), 5.61/1.38 inference('cnf', [status(esa)], [fact_86_snd__conv])). 5.61/1.38 thf(fact_12_verts__in__translation__finite_I2_J, axiom, 5.61/1.38 (![X:allegorical_term_b]: 5.61/1.38 ( finite1987068434at_nat @ ( labeled_edges_b_nat @ ( translation_b @ X ) ) ))). 5.61/1.38 thf(zip_derived_cl91, plain, 5.61/1.38 (![X0 : allegorical_term_b]: 5.61/1.38 (finite1987068434at_nat @ 5.61/1.38 (labeled_edges_b_nat @ (translation_b @ X0)))), 5.61/1.38 inference('cnf', [status(esa)], 5.61/1.38 [fact_12_verts__in__translation__finite_I2_J])). 5.61/1.38 thf(zip_derived_cl2150, plain, 5.61/1.38 (((translation_b @ (allegorical_A_Int_b @ u @ v)) 5.61/1.38 != (translation_b @ (allegorical_A_Int_b @ u @ v)))), 5.61/1.38 inference('demod', [status(thm)], 5.61/1.38 [zip_derived_cl96, zip_derived_cl28, zip_derived_cl61, 5.61/1.38 zip_derived_cl32, zip_derived_cl28, zip_derived_cl61, 5.61/1.38 zip_derived_cl68, zip_derived_cl28, zip_derived_cl61, 5.61/1.38 zip_derived_cl32, zip_derived_cl1434, zip_derived_cl28, 5.61/1.38 zip_derived_cl61, zip_derived_cl68, zip_derived_cl28, 5.61/1.38 zip_derived_cl61, zip_derived_cl68, zip_derived_cl64, 5.61/1.38 zip_derived_cl28, zip_derived_cl61, zip_derived_cl68, 5.61/1.38 zip_derived_cl60, zip_derived_cl28, zip_derived_cl61, 5.61/1.38 zip_derived_cl68, zip_derived_cl91])). 5.61/1.38 thf(zip_derived_cl2151, plain, ($false), 5.61/1.38 inference('simplify', [status(thm)], [zip_derived_cl2150])). 5.61/1.38 5.61/1.38 % SZS output end Refutation 5.61/1.38 5.61/1.38 5.61/1.38 % Terminating... 6.39/1.48 % Runner terminated. 6.39/1.50 % Zipperpin 1.5 exiting 6.39/1.51 EOF