TSTP Solution File: CSR115+30 by SuperZenon---0.0.1
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- Process Solution
%------------------------------------------------------------------------------
% File : SuperZenon---0.0.1
% Problem : CSR115+30 : TPTP v8.1.0. Released v4.0.0.
% Transfm : none
% Format : tptp:raw
% Command : run_super_zenon -p0 -itptp -om -max-time %d %s
% Computer : n032.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 600s
% DateTime : Fri Jul 15 23:30:30 EDT 2022
% Result : Theorem 5.85s 6.07s
% Output : Proof 5.85s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.09/0.10 % Problem : CSR115+30 : TPTP v8.1.0. Released v4.0.0.
% 0.09/0.11 % Command : run_super_zenon -p0 -itptp -om -max-time %d %s
% 0.09/0.30 % Computer : n032.cluster.edu
% 0.09/0.30 % Model : x86_64 x86_64
% 0.09/0.30 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.09/0.30 % Memory : 8042.1875MB
% 0.09/0.30 % OS : Linux 3.10.0-693.el7.x86_64
% 0.09/0.30 % CPULimit : 300
% 0.09/0.30 % WCLimit : 600
% 0.09/0.30 % DateTime : Fri Jun 10 03:49:53 EDT 2022
% 0.09/0.30 % CPUTime :
% 5.85/6.07 % SZS status Theorem
% 5.85/6.07 (* PROOF-FOUND *)
% 5.85/6.07 (* BEGIN-PROOF *)
% 5.85/6.07 % SZS output start Proof
% 5.85/6.07 1. (attr (c78) (c79)) (-. (attr (c78) (c79))) ### Axiom
% 5.85/6.07 2. (attr (c78) (c79)) (-. (attr (c78) (c79))) ### Axiom
% 5.85/6.07 3. (attr (c78) (c79)) (-. (attr (c78) (c79))) ### Axiom
% 5.85/6.07 4. (card (c74) (int1994)) (-. (card (c74) (int1994))) ### Axiom
% 5.85/6.07 5. (-. (has_card_leq (c74) (int1994))) (has_card_leq (c74) (int1994)) ### Axiom
% 5.85/6.07 6. ((card (c74) (int1994)) => (has_card_leq (c74) (int1994))) (-. (has_card_leq (c74) (int1994))) (card (c74) (int1994)) ### Imply 4 5
% 5.85/6.07 7. (All X1, ((card (c74) X1) => (has_card_leq (c74) X1))) (card (c74) (int1994)) (-. (has_card_leq (c74) (int1994))) ### All 6
% 5.85/6.07 8. (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (-. (has_card_leq (c74) (int1994))) (card (c74) (int1994)) ### All 7
% 5.85/6.07 9. (sub (c79) (jahr__1_1)) (-. (sub (c79) (jahr__1_1))) ### Axiom
% 5.85/6.07 10. (val (c79) (c74)) (-. (val (c79) (c74))) ### Axiom
% 5.85/6.07 11. (-. ((attr (c78) (c79)) /\ ((attr (c78) (c79)) /\ ((attr (c78) (c79)) /\ ((has_card_leq (c74) (int1994)) /\ ((sub (c79) (jahr__1_1)) /\ (val (c79) (c74)))))))) (val (c79) (c74)) (sub (c79) (jahr__1_1)) (card (c74) (int1994)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (attr (c78) (c79)) ### DisjTree 1 2 3 8 9 10
% 5.85/6.07 12. (-. (Ex X6, ((attr (c78) (c79)) /\ ((attr (c78) (c79)) /\ ((attr (c78) (c79)) /\ ((has_card_leq X6 (int1994)) /\ ((sub (c79) (jahr__1_1)) /\ (val (c79) X6)))))))) (attr (c78) (c79)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (card (c74) (int1994)) (sub (c79) (jahr__1_1)) (val (c79) (c74)) ### NotExists 11
% 5.85/6.07 13. (-. (Ex X5, (Ex X6, ((attr (c78) (c79)) /\ ((attr (c78) (c79)) /\ ((attr (c78) X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6))))))))) (val (c79) (c74)) (sub (c79) (jahr__1_1)) (card (c74) (int1994)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (attr (c78) (c79)) ### NotExists 12
% 5.85/6.07 14. (-. (Ex X4, (Ex X5, (Ex X6, ((attr (c78) (c79)) /\ ((attr (c78) (c79)) /\ ((attr X4 X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6)))))))))) (attr (c78) (c79)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (card (c74) (int1994)) (sub (c79) (jahr__1_1)) (val (c79) (c74)) ### NotExists 13
% 5.85/6.07 15. (-. (Ex X3, (Ex X4, (Ex X5, (Ex X6, ((attr (c78) (c79)) /\ ((attr X3 (c79)) /\ ((attr X4 X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6))))))))))) (val (c79) (c74)) (sub (c79) (jahr__1_1)) (card (c74) (int1994)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (attr (c78) (c79)) ### NotExists 14
% 5.85/6.07 16. (-. (Ex X2, (Ex X3, (Ex X4, (Ex X5, (Ex X6, ((attr (c78) (c79)) /\ ((attr X3 X2) /\ ((attr X4 X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6)))))))))))) (attr (c78) (c79)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (card (c74) (int1994)) (sub (c79) (jahr__1_1)) (val (c79) (c74)) ### NotExists 15
% 5.85/6.07 17. (-. (Ex X1, (Ex X2, (Ex X3, (Ex X4, (Ex X5, (Ex X6, ((attr (c78) X1) /\ ((attr X3 X2) /\ ((attr X4 X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6))))))))))))) (val (c79) (c74)) (sub (c79) (jahr__1_1)) (card (c74) (int1994)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (attr (c78) (c79)) ### NotExists 16
% 5.85/6.07 18. (-. (Ex X0, (Ex X1, (Ex X2, (Ex X3, (Ex X4, (Ex X5, (Ex X6, ((attr X0 X1) /\ ((attr X3 X2) /\ ((attr X4 X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6)))))))))))))) (attr (c78) (c79)) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (card (c74) (int1994)) (sub (c79) (jahr__1_1)) (val (c79) (c74)) ### NotExists 17
% 5.85/6.07 19. ((tupl_p6 (c279) (c69) (c78) (c83) (c88) (c96)) /\ ((sub (c69) (zeitraum_1_1)) /\ ((sub (c73) (anfang_1_1)) /\ ((assoc (c78) (c73)) /\ ((attr (c78) (c79)) /\ ((sub (c79) (jahr__1_1)) /\ ((val (c79) (c74)) /\ ((sub (c83) (bmw_1_1)) /\ ((sub (c88) (kurs_1_1)) /\ ((quant_p3 (c96) (c92) (mark_1_1)) /\ ((sort (c279) (ent)) /\ ((card (c279) (card_c)) /\ ((etype (c279) (etype_c)) /\ ((fact (c279) (real)) /\ ((gener (c279) (gener_c)) /\ ((quant (c279) (quant_c)) /\ ((refer (c279) (refer_c)) /\ ((varia (c279) (varia_c)) /\ ((sort (c69) (ta)) /\ ((card (c69) (int1)) /\ ((etype (c69) (int0)) /\ ((fact (c69) (real)) /\ ((gener (c69) (sp)) /\ ((quant (c69) (one)) /\ ((refer (c69) (det)) /\ ((varia (c69) (con)) /\ ((sort (c78) (t)) /\ ((card (c78) (int1)) /\ ((etype (c78) (int0)) /\ ((fact (c78) (real)) /\ ((gener (c78) (sp)) /\ ((quant (c78) (one)) /\ ((refer (c78) (det)) /\ ((varia (c78) (con)) /\ ((sort (c83) (d)) /\ ((card (c83) (int1)) /\ ((etype (c83) (int0)) /\ ((fact (c83) (real)) /\ ((gener (c83) (sp)) /\ ((quant (c83) (one)) /\ ((refer (c83) (det)) /\ ((varia (c83) (con)) /\ ((sort (c88) (ad)) /\ ((sort (c88) (d)) /\ ((sort (c88) (io)) /\ ((card (c88) (int1)) /\ ((etype (c88) (int0)) /\ ((fact (c88) (real)) /\ ((gener (c88) (gener_c)) /\ ((quant (c88) (one)) /\ ((refer (c88) (refer_c)) /\ ((varia (c88) (varia_c)) /\ ((sort (c96) (co)) /\ ((sort (c96) (m)) /\ ((card (c96) (card_c)) /\ ((etype (c96) (etype_c)) /\ ((fact (c96) (real)) /\ ((gener (c96) (gener_c)) /\ ((quant (c96) (quant_c)) /\ ((refer (c96) (refer_c)) /\ ((varia (c96) (con)) /\ ((sort (zeitraum_1_1) (ta)) /\ ((card (zeitraum_1_1) (int1)) /\ ((etype (zeitraum_1_1) (int0)) /\ ((fact (zeitraum_1_1) (real)) /\ ((gener (zeitraum_1_1) (ge)) /\ ((quant (zeitraum_1_1) (one)) /\ ((refer (zeitraum_1_1) (refer_c)) /\ ((varia (zeitraum_1_1) (varia_c)) /\ ((sort (c73) (ad)) /\ ((sort (c73) (io)) /\ ((card (c73) (int1)) /\ ((etype (c73) (int0)) /\ ((fact (c73) (real)) /\ ((gener (c73) (gener_c)) /\ ((quant (c73) (one)) /\ ((refer (c73) (refer_c)) /\ ((varia (c73) (varia_c)) /\ ((sort (anfang_1_1) (ad)) /\ ((sort (anfang_1_1) (io)) /\ ((card (anfang_1_1) (int1)) /\ ((etype (anfang_1_1) (int0)) /\ ((fact (anfang_1_1) (real)) /\ ((gener (anfang_1_1) (ge)) /\ ((quant (anfang_1_1) (one)) /\ ((refer (anfang_1_1) (refer_c)) /\ ((varia (anfang_1_1) (varia_c)) /\ ((sort (c79) (me)) /\ ((sort (c79) (oa)) /\ ((sort (c79) (ta)) /\ ((card (c79) (card_c)) /\ ((etype (c79) (etype_c)) /\ ((fact (c79) (real)) /\ ((gener (c79) (sp)) /\ ((quant (c79) (quant_c)) /\ ((refer (c79) (refer_c)) /\ ((varia (c79) (varia_c)) /\ ((sort (jahr__1_1) (me)) /\ ((sort (jahr__1_1) (oa)) /\ ((sort (jahr__1_1) (ta)) /\ ((card (jahr__1_1) (card_c)) /\ ((etype (jahr__1_1) (etype_c)) /\ ((fact (jahr__1_1) (real)) /\ ((gener (jahr__1_1) (ge)) /\ ((quant (jahr__1_1) (quant_c)) /\ ((refer (jahr__1_1) (refer_c)) /\ ((varia (jahr__1_1) (varia_c)) /\ ((sort (c74) (nu)) /\ ((card (c74) (int1994)) /\ ((sort (bmw_1_1) (d)) /\ ((card (bmw_1_1) (int1)) /\ ((etype (bmw_1_1) (int0)) /\ ((fact (bmw_1_1) (real)) /\ ((gener (bmw_1_1) (ge)) /\ ((quant (bmw_1_1) (one)) /\ ((refer (bmw_1_1) (refer_c)) /\ ((varia (bmw_1_1) (varia_c)) /\ ((sort (kurs_1_1) (ad)) /\ ((sort (kurs_1_1) (d)) /\ ((sort (kurs_1_1) (io)) /\ ((card (kurs_1_1) (int1)) /\ ((etype (kurs_1_1) (int0)) /\ ((fact (kurs_1_1) (real)) /\ ((gener (kurs_1_1) (ge)) /\ ((quant (kurs_1_1) (one)) /\ ((refer (kurs_1_1) (refer_c)) /\ ((varia (kurs_1_1) (varia_c)) /\ ((sort (c92) (nu)) /\ ((card (c92) (int929)) /\ ((sort (mark_1_1) (me)) /\ (gener (mark_1_1) (ge)))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))))) (All X0, (All X1, ((card X0 X1) => (has_card_leq X0 X1)))) (-. (Ex X0, (Ex X1, (Ex X2, (Ex X3, (Ex X4, (Ex X5, (Ex X6, ((attr X0 X1) /\ ((attr X3 X2) /\ ((attr X4 X5) /\ ((has_card_leq X6 (int1994)) /\ ((sub X5 (jahr__1_1)) /\ (val X5 X6)))))))))))))) ### ConjTree 18
% 5.85/6.07 % SZS output end Proof
% 5.85/6.07 (* END-PROOF *)
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