TSTP Solution File: MED007+1 by SuperZenon---0.0.1
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- Process Solution
%------------------------------------------------------------------------------
% File : SuperZenon---0.0.1
% Problem : MED007+1 : TPTP v8.1.0. Released v3.2.0.
% Transfm : none
% Format : tptp:raw
% Command : run_super_zenon -p0 -itptp -om -max-time %d %s
% Computer : n011.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 : Sun Jul 17 21:56:00 EDT 2022
% Result : Theorem 101.90s 102.15s
% Output : Proof 101.90s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.07/0.14 % Problem : MED007+1 : TPTP v8.1.0. Released v3.2.0.
% 0.07/0.14 % Command : run_super_zenon -p0 -itptp -om -max-time %d %s
% 0.14/0.36 % Computer : n011.cluster.edu
% 0.14/0.36 % Model : x86_64 x86_64
% 0.14/0.36 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.14/0.36 % Memory : 8042.1875MB
% 0.14/0.36 % OS : Linux 3.10.0-693.el7.x86_64
% 0.14/0.36 % CPULimit : 300
% 0.14/0.36 % WCLimit : 600
% 0.14/0.36 % DateTime : Tue Jul 5 01:38:22 EDT 2022
% 0.14/0.36 % CPUTime :
% 101.90/102.15 % SZS status Theorem
% 101.90/102.15 (* PROOF-FOUND *)
% 101.90/102.15 (* BEGIN-PROOF *)
% 101.90/102.15 % SZS output start Proof
% 101.90/102.15 1. (s1 (n0)) (-. (s1 (n0))) ### Axiom
% 101.90/102.15 2. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1)))) ### Axiom
% 101.90/102.15 3. (-. (bcapacitysn (n0))) (bcapacitysn (n0)) ### Axiom
% 101.90/102.15 4. ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ ((bcapacitysn (n0)) /\ ((qilt27 (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (-. (bcapacitysn (n0))) ### ConjTree 3
% 101.90/102.15 5. (-. (bcapacitysn (n0))) (bcapacitysn (n0)) ### Axiom
% 101.90/102.15 6. ((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn (n0)) /\ ((-. (qilt27 (n0))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (-. (bcapacitysn (n0))) ### ConjTree 5
% 101.90/102.15 7. (-. (gt (n0) T_0)) (gt (n0) T_0) ### Axiom
% 101.90/102.15 8. (-. (gt (n0) T_0)) (gt (n0) T_0) ### Axiom
% 101.90/102.15 9. (-. (-. (gt (n0) T_0))) (-. (gt (n0) T_0)) ### NotNot 8
% 101.90/102.15 10. (releaselg T_0) (-. (releaselg T_0)) ### Axiom
% 101.90/102.15 11. ((-. (gt (n0) T_0)) => (-. (releaselg T_0))) (releaselg T_0) (-. (gt (n0) T_0)) ### Imply 9 10
% 101.90/102.15 12. (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (-. (gt (n0) T_0)) (releaselg T_0) ### All 11
% 101.90/102.15 13. (-. (uptakelg T_0)) (uptakelg T_0) ### Axiom
% 101.90/102.15 14. ((-. (gt (n0) T_0)) => ((-. (releaselg T_0)) => (uptakelg T_0))) (-. (uptakelg T_0)) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (-. (gt (n0) T_0)) ### DisjTree 7 12 13
% 101.90/102.15 15. (All X1, ((-. (gt (n0) X1)) => ((-. (releaselg X1)) => (uptakelg X1)))) (-. (gt (n0) T_0)) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (-. (uptakelg T_0)) ### All 14
% 101.90/102.15 16. (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (-. (uptakelg T_0)) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (-. (gt (n0) T_0)) ### All 15
% 101.90/102.15 17. (-. ((-. (gt (n0) T_0)) => (uptakelg T_0))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) ### NotImply 16
% 101.90/102.15 18. (-. (All X1, ((-. (gt (n0) X1)) => (uptakelg X1)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) ### NotAllEx 17
% 101.90/102.15 19. (-. ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) ### NotOr 18
% 101.90/102.15 20. (-. (gt (n0) (n0))) (gt (n0) (n0)) ### Axiom
% 101.90/102.15 21. (-. (-. (gt (n0) (n0)))) (-. (gt (n0) (n0))) ### NotNot 20
% 101.90/102.15 22. (-. (drugi (n0))) (drugi (n0)) ### Axiom
% 101.90/102.15 23. ((-. (gt (n0) (n0))) => (drugi (n0))) (-. (drugi (n0))) (-. (gt (n0) (n0))) ### Imply 21 22
% 101.90/102.15 24. (All X1, ((-. (gt (n0) X1)) => (drugi X1))) (-. (gt (n0) (n0))) (-. (drugi (n0))) ### All 23
% 101.90/102.15 25. (((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) => (All X1, ((-. (gt (n0) X1)) => (drugi X1)))) (-. (drugi (n0))) (-. (gt (n0) (n0))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) ### Imply 19 24
% 101.90/102.15 26. (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (-. (gt (n0) (n0))) (-. (drugi (n0))) ### All 25
% 101.90/102.15 27. (s1 (n0)) (-. (s1 (n0))) ### Axiom
% 101.90/102.15 28. (s3 (n0)) (-. (s3 (n0))) ### Axiom
% 101.90/102.15 29. ((-. (s1 (n0))) \/ (-. (s3 (n0)))) (s3 (n0)) (s1 (n0)) ### Or 27 28
% 101.90/102.15 30. (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (s1 (n0)) (s3 (n0)) ### All 29
% 101.90/102.15 31. ((drugi (n0)) => (s3 (n0))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (-. (gt (n0) (n0))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) ### Imply 26 30
% 101.90/102.15 32. (All X0, ((drugi X0) => (s3 X0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (-. (gt (n0) (n0))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (s1 (n0)) ### All 31
% 101.90/102.15 33. (All X, (-. (gt X X))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((drugi X0) => (s3 X0))) ### All 32
% 101.90/102.15 34. (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) (-. (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) ### Axiom
% 101.90/102.15 35. (-. ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))))) (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) ### NotOr 34
% 101.90/102.15 36. (((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) => (All X1, ((-. (gt (n0) X1)) => (drugi X1)))) (-. (drugi (n0))) (-. (gt (n0) (n0))) (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) ### Imply 35 24
% 101.90/102.15 37. (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) (-. (gt (n0) (n0))) (-. (drugi (n0))) ### All 36
% 101.90/102.15 38. ((drugi (n0)) => (s3 (n0))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (-. (gt (n0) (n0))) (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) ### Imply 37 30
% 101.90/102.15 39. (All X0, ((drugi X0) => (s3 X0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) (-. (gt (n0) (n0))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (s1 (n0)) ### All 38
% 101.90/102.15 40. (All X, (-. (gt X X))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((drugi X0) => (s3 X0))) ### All 39
% 101.90/102.15 41. ((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) (All X0, ((drugi X0) => (s3 X0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (s1 (n0)) (All X, (-. (gt X X))) ### Or 33 40
% 101.90/102.15 42. (((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) /\ ((bcapacityne (n0)) /\ ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (All X, (-. (gt X X))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((drugi X0) => (s3 X0))) ### ConjTree 41
% 101.90/102.15 43. (s1 (n0)) (-. (s1 (n0))) ### Axiom
% 101.90/102.15 44. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1)))) ### Axiom
% 101.90/102.15 45. (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) ### Axiom
% 101.90/102.15 46. ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ ((bcapacitysn (n0)) /\ ((qilt27 (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) ### ConjTree 45
% 101.90/102.15 47. (-. (bcapacityne (n0))) (bcapacityne (n0)) ### Axiom
% 101.90/102.15 48. (((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) /\ ((bcapacityne (n0)) /\ ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (-. (bcapacityne (n0))) ### ConjTree 47
% 101.90/102.15 49. (-. (All X1, ((-. (gt (n0) X1)) => (uptakelg X1)))) (All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) ### Axiom
% 101.90/102.15 50. ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) /\ ((bcapacityex (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (-. (All X1, ((-. (gt (n0) X1)) => (uptakelg X1)))) ### ConjTree 49
% 101.90/102.15 51. ((All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ ((bcapacitysn (n0)) /\ ((qilt27 (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) \/ (((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn (n0)) /\ ((-. (qilt27 (n0))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) \/ ((((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) /\ ((bcapacityne (n0)) /\ ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) \/ ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) /\ ((bcapacityex (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))))))) (-. (All X1, ((-. (gt (n0) X1)) => (uptakelg X1)))) (-. (bcapacityne (n0))) (-. (bcapacitysn (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) ### DisjTree 44 46 6 48 50
% 101.90/102.15 52. (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (-. (bcapacitysn (n0))) (-. (bcapacityne (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (uptakelg X1)))) ### All 51
% 101.90/102.15 53. (-. ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1))))) (-. (bcapacityne (n0))) (-. (bcapacitysn (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) ### NotOr 52
% 101.90/102.15 54. (((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) => (All X1, ((-. (gt (n0) X1)) => (drugi X1)))) (-. (drugi (n0))) (-. (gt (n0) (n0))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (-. (bcapacitysn (n0))) (-. (bcapacityne (n0))) ### Imply 53 24
% 101.90/102.15 55. (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (-. (bcapacityne (n0))) (-. (bcapacitysn (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (-. (gt (n0) (n0))) (-. (drugi (n0))) ### All 54
% 101.90/102.15 56. (All X, (-. (gt X X))) (-. (drugi (n0))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (-. (bcapacitysn (n0))) (-. (bcapacityne (n0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) ### All 55
% 101.90/102.15 57. ((drugi (n0)) => (s3 (n0))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (-. (bcapacityne (n0))) (-. (bcapacitysn (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X, (-. (gt X X))) ### Imply 56 30
% 101.90/102.15 58. (All X0, ((drugi X0) => (s3 X0))) (All X, (-. (gt X X))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (-. (bcapacitysn (n0))) (-. (bcapacityne (n0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (s1 (n0)) ### All 57
% 101.90/102.15 59. (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0)))))) ### Axiom
% 101.90/102.15 60. (((s1 (n0)) /\ (-. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))))) => (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (-. (bcapacityne (n0))) (-. (bcapacitysn (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X, (-. (gt X X))) (All X0, ((drugi X0) => (s3 X0))) (s1 (n0)) ### DisjTree 43 58 59
% 101.90/102.15 61. (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (s1 (n0)) (All X0, ((drugi X0) => (s3 X0))) (All X, (-. (gt X X))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (-. (bcapacitysn (n0))) (-. (bcapacityne (n0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) ### All 60
% 101.90/102.15 62. (bcapacityex (n0)) (-. (bcapacityex (n0))) ### Axiom
% 101.90/102.15 63. ((-. (bcapacityne (n0))) \/ (-. (bcapacityex (n0)))) (bcapacityex (n0)) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (-. (bcapacitysn (n0))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X, (-. (gt X X))) (All X0, ((drugi X0) => (s3 X0))) (s1 (n0)) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) ### Or 61 62
% 101.90/102.15 64. (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (s1 (n0)) (All X0, ((drugi X0) => (s3 X0))) (All X, (-. (gt X X))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (-. (All X1, ((-. (gt (n0) X1)) => (bsecretioni X1)))) (-. (bcapacitysn (n0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (bcapacityex (n0)) ### All 63
% 101.90/102.15 65. (bcapacityex (n0)) (-. (bcapacityex (n0))) ### Axiom
% 101.90/102.15 66. ((All X1, ((-. (gt (n0) X1)) => (drugsu X1))) /\ (-. (bcapacityex (n0)))) (bcapacityex (n0)) ### And 65
% 101.90/102.15 67. ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt (n0) X1)) => (drugsu X1))) /\ (-. (bcapacityex (n0))))) (bcapacityex (n0)) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (-. (bcapacitysn (n0))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X, (-. (gt X X))) (All X0, ((drugi X0) => (s3 X0))) (s1 (n0)) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) ### Imply 64 66
% 101.90/102.15 68. (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (s1 (n0)) (All X0, ((drugi X0) => (s3 X0))) (All X, (-. (gt X X))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (-. (bcapacitysn (n0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (bcapacityex (n0)) ### All 67
% 101.90/102.15 69. ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) /\ ((bcapacityex (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (-. (bcapacitysn (n0))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X, (-. (gt X X))) (All X0, ((drugi X0) => (s3 X0))) (s1 (n0)) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) ### ConjTree 68
% 101.90/102.15 70. ((All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ ((bcapacitysn (n0)) /\ ((qilt27 (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) \/ (((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn (n0)) /\ ((-. (qilt27 (n0))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) \/ ((((All X1, ((-. (gt (n0) X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt (n0) X1)) => (uptakepg X1)))) /\ ((bcapacityne (n0)) /\ ((All X1, ((-. (gt (n0) X1)) => (bsecretioni X1))) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))) \/ ((All X1, ((-. (gt (n0) X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt (n0) X1)) => (uptakepg X1))) /\ ((bcapacityex (n0)) /\ (All X0, ((gt (n0) X0) => (conditionhyper X0)))))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((drugi X0) => (s3 X0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (s1 (n0)) (All X, (-. (gt X X))) (-. (bcapacitysn (n0))) (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) ### DisjTree 2 4 6 42 69
% 101.90/102.15 71. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))) (-. (bcapacitysn (n0))) (All X, (-. (gt X X))) (s1 (n0)) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((drugi X0) => (s3 X0))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) ### All 70
% 101.90/102.16 72. (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0)))))) ### Axiom
% 101.90/102.16 73. (((s1 (n0)) /\ (-. (All X1, ((-. (gt (n0) X1)) => (conditionnormo X1))))) => (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((drugi X0) => (s3 X0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X, (-. (gt X X))) (-. (bcapacitysn (n0))) (s1 (n0)) ### DisjTree 1 71 72
% 101.90/102.16 74. (s1 (n0)) (-. (bcapacitysn (n0))) (All X, (-. (gt X X))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, ((drugi X0) => (s3 X0))) (-. (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) ### All 73
% 101.90/102.16 75. (-. (((s1 (n0)) /\ ((All X0, ((gt (n0) X0) => (conditionhyper X0))) /\ ((-. (bcapacitysn (n0))) /\ (qilt27 (n0))))) => (Ex X0, ((-. (gt (n0) X0)) /\ ((s2 X0) /\ ((All X1, ((gt X0 X1) => (conditionhyper X1))) /\ ((bcapacityne X0) \/ (bcapacityex X0)))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) => ((All X1, ((-. (gt X0 X1)) => (drugsu X1))) /\ (-. (bcapacityex X0))))) (All X0, ((-. (bcapacityne X0)) \/ (-. (bcapacityex X0)))) (All X0, (((s1 X0) /\ (-. (All X1, ((-. (gt X0 X1)) => (conditionnormo X1))))) => (Ex X1, ((-. (gt X0 X1)) /\ ((s2 X1) /\ ((All X2, ((gt X1 X2) => (conditionhyper X2))) /\ ((bcapacityne X1) \/ (bcapacityex X1)))))))) (All X0, ((All X1, ((-. (gt X0 X1)) => (conditionnormo X1))) => (((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ ((bcapacitysn X0) /\ ((qilt27 X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ (((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) /\ ((bcapacitysn X0) /\ ((-. (qilt27 X0)) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((((All X1, ((-. (gt X0 X1)) => (-. (releaselg X1)))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) /\ ((bcapacityne X0) /\ ((All X1, ((-. (gt X0 X1)) => (bsecretioni X1))) /\ (All X1, ((gt X0 X1) => (conditionhyper X1)))))) \/ ((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) /\ ((All X1, ((-. (gt X0 X1)) => (uptakepg X1))) /\ ((bcapacityex X0) /\ (All X1, ((gt X0 X1) => (conditionhyper X1))))))))))) (All X0, ((drugi X0) => (s3 X0))) (All X0, (((All X1, ((-. (gt X0 X1)) => (uptakelg X1))) \/ (All X1, ((-. (gt X0 X1)) => (uptakepg X1)))) => (All X1, ((-. (gt X0 X1)) => (drugi X1))))) (All X0, (All X1, ((-. (gt X0 X1)) => ((-. (releaselg X1)) => (uptakelg X1))))) (All X0, ((-. (s1 X0)) \/ (-. (s3 X0)))) (All X, (-. (gt X X))) ### ConjTree 74
% 101.90/102.16 % SZS output end Proof
% 101.90/102.16 (* END-PROOF *)
%------------------------------------------------------------------------------