TSTP Solution File: MED003+1 by Duper---1.0
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : Duper---1.0
% Problem : MED003+1 : TPTP v8.1.2. Released v3.2.0.
% Transfm : none
% Format : tptp:raw
% Command : duper %s
% Computer : n014.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 : 300s
% DateTime : Thu Aug 31 09:06:05 EDT 2023
% Result : Theorem 263.47s 263.69s
% Output : Proof 264.03s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.00/0.12 % Problem : MED003+1 : TPTP v8.1.2. Released v3.2.0.
% 0.00/0.13 % Command : duper %s
% 0.12/0.34 % Computer : n014.cluster.edu
% 0.12/0.34 % Model : x86_64 x86_64
% 0.12/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.34 % Memory : 8042.1875MB
% 0.12/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.34 % CPULimit : 300
% 0.12/0.34 % WCLimit : 300
% 0.12/0.34 % DateTime : Fri Aug 25 07:29:48 EDT 2023
% 0.12/0.35 % CPUTime :
% 263.47/263.69 SZS status Theorem for theBenchmark.p
% 263.47/263.69 SZS output start Proof for theBenchmark.p
% 263.47/263.69 Clause #10 (by assumption #[]): Eq
% 263.47/263.69 (∀ (X0 : Iota),
% 263.47/263.69 (∀ (X1 : Iota), Not (gt X0 X1) → drugi X1) → ∀ (X1 : Iota), Not (gt X0 X1) → And (uptakelg X1) (uptakepg X1))
% 263.47/263.69 True
% 263.47/263.69 Clause #17 (by assumption #[]): Eq
% 263.47/263.69 (∀ (X0 : Iota),
% 263.47/263.69 And
% 263.47/263.69 (And (And (∀ (X1 : Iota), Not (gt X0 X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt X0 X1) → uptakepg X1))
% 263.47/263.69 (bcapacityex X0))
% 263.47/263.69 (∀ (X1 : Iota), gt X0 X1 → conditionhyper X1) →
% 263.47/263.69 ∀ (X1 : Iota), Not (gt X0 X1) → Or (conditionnormo X1) (conditionhypo X1))
% 263.47/263.69 True
% 263.47/263.69 Clause #18 (by assumption #[]): Eq
% 263.47/263.69 (Not
% 263.47/263.69 (And (And (∀ (X0 : Iota), Not (gt n0 X0) → drugi X0) (∀ (X0 : Iota), gt n0 X0 → conditionhyper X0))
% 263.47/263.69 (bcapacityex n0) →
% 263.47/263.69 ∀ (X0 : Iota), Not (gt n0 X0) → Or (conditionnormo X0) (conditionhypo X0)))
% 263.47/263.69 True
% 263.47/263.69 Clause #148 (by clausification #[10]): ∀ (a : Iota),
% 263.47/263.69 Eq ((∀ (X1 : Iota), Not (gt a X1) → drugi X1) → ∀ (X1 : Iota), Not (gt a X1) → And (uptakelg X1) (uptakepg X1)) True
% 263.47/263.69 Clause #149 (by clausification #[148]): ∀ (a : Iota),
% 263.47/263.69 Or (Eq (∀ (X1 : Iota), Not (gt a X1) → drugi X1) False)
% 263.47/263.69 (Eq (∀ (X1 : Iota), Not (gt a X1) → And (uptakelg X1) (uptakepg X1)) True)
% 263.47/263.69 Clause #150 (by clausification #[149]): ∀ (a a_1 : Iota),
% 263.47/263.69 Or (Eq (∀ (X1 : Iota), Not (gt a X1) → And (uptakelg X1) (uptakepg X1)) True)
% 263.47/263.69 (Eq (Not (Not (gt a (skS.0 9 a a_1)) → drugi (skS.0 9 a a_1))) True)
% 263.47/263.69 Clause #151 (by clausification #[150]): ∀ (a a_1 a_2 : Iota),
% 263.47/263.69 Or (Eq (Not (Not (gt a (skS.0 9 a a_1)) → drugi (skS.0 9 a a_1))) True)
% 263.47/263.69 (Eq (Not (gt a a_2) → And (uptakelg a_2) (uptakepg a_2)) True)
% 263.47/263.69 Clause #152 (by clausification #[151]): ∀ (a a_1 a_2 : Iota),
% 263.47/263.69 Or (Eq (Not (gt a a_1) → And (uptakelg a_1) (uptakepg a_1)) True)
% 263.47/263.69 (Eq (Not (gt a (skS.0 9 a a_2)) → drugi (skS.0 9 a a_2)) False)
% 263.47/263.69 Clause #153 (by clausification #[152]): ∀ (a a_1 a_2 : Iota),
% 263.47/263.69 Or (Eq (Not (gt a (skS.0 9 a a_1)) → drugi (skS.0 9 a a_1)) False)
% 263.47/263.69 (Or (Eq (Not (gt a a_2)) False) (Eq (And (uptakelg a_2) (uptakepg a_2)) True))
% 263.47/263.69 Clause #154 (by clausification #[153]): ∀ (a a_1 a_2 : Iota),
% 263.47/263.69 Or (Eq (Not (gt a a_1)) False)
% 263.47/263.69 (Or (Eq (And (uptakelg a_1) (uptakepg a_1)) True) (Eq (Not (gt a (skS.0 9 a a_2))) True))
% 263.47/263.69 Clause #155 (by clausification #[153]): ∀ (a a_1 a_2 : Iota),
% 263.47/263.69 Or (Eq (Not (gt a a_1)) False) (Or (Eq (And (uptakelg a_1) (uptakepg a_1)) True) (Eq (drugi (skS.0 9 a a_2)) False))
% 263.47/263.69 Clause #156 (by clausification #[154]): ∀ (a a_1 a_2 : Iota),
% 263.47/263.69 Or (Eq (And (uptakelg a) (uptakepg a)) True) (Or (Eq (Not (gt a_1 (skS.0 9 a_1 a_2))) True) (Eq (gt a_1 a) True))
% 263.47/263.69 Clause #157 (by clausification #[156]): ∀ (a a_1 a_2 : Iota), Or (Eq (Not (gt a (skS.0 9 a a_1))) True) (Or (Eq (gt a a_2) True) (Eq (uptakepg a_2) True))
% 263.47/263.69 Clause #158 (by clausification #[156]): ∀ (a a_1 a_2 : Iota), Or (Eq (Not (gt a (skS.0 9 a a_1))) True) (Or (Eq (gt a a_2) True) (Eq (uptakelg a_2) True))
% 263.47/263.69 Clause #159 (by clausification #[157]): ∀ (a a_1 a_2 : Iota), Or (Eq (gt a a_1) True) (Or (Eq (uptakepg a_1) True) (Eq (gt a (skS.0 9 a a_2)) False))
% 263.47/263.69 Clause #160 (by clausification #[17]): ∀ (a : Iota),
% 263.47/263.69 Eq
% 263.47/263.69 (And
% 263.47/263.69 (And (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1))
% 263.47/263.69 (bcapacityex a))
% 263.47/263.69 (∀ (X1 : Iota), gt a X1 → conditionhyper X1) →
% 263.47/263.69 ∀ (X1 : Iota), Not (gt a X1) → Or (conditionnormo X1) (conditionhypo X1))
% 263.47/263.69 True
% 263.47/263.69 Clause #161 (by clausification #[160]): ∀ (a : Iota),
% 263.47/263.69 Or
% 263.47/263.69 (Eq
% 263.47/263.69 (And
% 263.47/263.69 (And (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1))
% 263.47/263.69 (bcapacityex a))
% 263.47/263.69 (∀ (X1 : Iota), gt a X1 → conditionhyper X1))
% 263.47/263.69 False)
% 263.47/263.69 (Eq (∀ (X1 : Iota), Not (gt a X1) → Or (conditionnormo X1) (conditionhypo X1)) True)
% 263.47/263.69 Clause #162 (by clausification #[161]): ∀ (a : Iota),
% 263.47/263.69 Or (Eq (∀ (X1 : Iota), Not (gt a X1) → Or (conditionnormo X1) (conditionhypo X1)) True)
% 263.47/263.69 (Or
% 263.47/263.69 (Eq
% 263.47/263.69 (And (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1))
% 263.49/263.71 (bcapacityex a))
% 263.49/263.71 False)
% 263.49/263.71 (Eq (∀ (X1 : Iota), gt a X1 → conditionhyper X1) False))
% 263.49/263.71 Clause #163 (by clausification #[162]): ∀ (a a_1 : Iota),
% 263.49/263.71 Or
% 263.49/263.71 (Eq
% 263.49/263.71 (And (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1))
% 263.49/263.71 (bcapacityex a))
% 263.49/263.71 False)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), gt a X1 → conditionhyper X1) False)
% 263.49/263.71 (Eq (Not (gt a a_1) → Or (conditionnormo a_1) (conditionhypo a_1)) True))
% 263.49/263.71 Clause #164 (by clausification #[163]): ∀ (a a_1 : Iota),
% 263.49/263.71 Or (Eq (∀ (X1 : Iota), gt a X1 → conditionhyper X1) False)
% 263.49/263.71 (Or (Eq (Not (gt a a_1) → Or (conditionnormo a_1) (conditionhypo a_1)) True)
% 263.49/263.71 (Or (Eq (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1)) False)
% 263.49/263.71 (Eq (bcapacityex a) False)))
% 263.49/263.71 Clause #165 (by clausification #[164]): ∀ (a a_1 a_2 : Iota),
% 263.49/263.71 Or (Eq (Not (gt a a_1) → Or (conditionnormo a_1) (conditionhypo a_1)) True)
% 263.49/263.71 (Or (Eq (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1)) False)
% 263.49/263.71 (Or (Eq (bcapacityex a) False) (Eq (Not (gt a (skS.0 10 a a_2) → conditionhyper (skS.0 10 a a_2))) True)))
% 263.49/263.71 Clause #166 (by clausification #[165]): ∀ (a a_1 a_2 : Iota),
% 263.49/263.71 Or (Eq (And (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1)) False)
% 263.49/263.71 (Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (Not (gt a (skS.0 10 a a_1) → conditionhyper (skS.0 10 a a_1))) True)
% 263.49/263.71 (Or (Eq (Not (gt a a_2)) False) (Eq (Or (conditionnormo a_2) (conditionhypo a_2)) True))))
% 263.49/263.71 Clause #167 (by clausification #[166]): ∀ (a a_1 a_2 : Iota),
% 263.49/263.71 Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (Not (gt a (skS.0 10 a a_1) → conditionhyper (skS.0 10 a a_1))) True)
% 263.49/263.71 (Or (Eq (Not (gt a a_2)) False)
% 263.49/263.71 (Or (Eq (Or (conditionnormo a_2) (conditionhypo a_2)) True)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) False)
% 263.49/263.71 (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1) False)))))
% 263.49/263.71 Clause #168 (by clausification #[167]): ∀ (a a_1 a_2 : Iota),
% 263.49/263.71 Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (Not (gt a a_1)) False)
% 263.49/263.71 (Or (Eq (Or (conditionnormo a_1) (conditionhypo a_1)) True)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) False)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1) False)
% 263.49/263.71 (Eq (gt a (skS.0 10 a a_2) → conditionhyper (skS.0 10 a a_2)) False)))))
% 263.49/263.71 Clause #169 (by clausification #[168]): ∀ (a a_1 a_2 : Iota),
% 263.49/263.71 Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (Or (conditionnormo a_1) (conditionhypo a_1)) True)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) False)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1) False)
% 263.49/263.71 (Or (Eq (gt a (skS.0 10 a a_2) → conditionhyper (skS.0 10 a a_2)) False) (Eq (gt a a_1) True)))))
% 263.49/263.71 Clause #170 (by clausification #[169]): ∀ (a a_1 a_2 : Iota),
% 263.49/263.71 Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakelg X1) False)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1) False)
% 263.49/263.71 (Or (Eq (gt a (skS.0 10 a a_1) → conditionhyper (skS.0 10 a a_1)) False)
% 263.49/263.71 (Or (Eq (gt a a_2) True) (Or (Eq (conditionnormo a_2) True) (Eq (conditionhypo a_2) True))))))
% 263.49/263.71 Clause #171 (by clausification #[170]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.49/263.71 Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (∀ (X1 : Iota), Not (gt a X1) → uptakepg X1) False)
% 263.49/263.71 (Or (Eq (gt a (skS.0 10 a a_1) → conditionhyper (skS.0 10 a a_1)) False)
% 263.49/263.71 (Or (Eq (gt a a_2) True)
% 263.49/263.71 (Or (Eq (conditionnormo a_2) True)
% 263.49/263.71 (Or (Eq (conditionhypo a_2) True)
% 263.49/263.71 (Eq (Not (Not (gt a (skS.0 11 a a_3)) → uptakelg (skS.0 11 a a_3))) True))))))
% 263.49/263.71 Clause #172 (by clausification #[171]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.49/263.71 Or (Eq (bcapacityex a) False)
% 263.49/263.71 (Or (Eq (gt a (skS.0 10 a a_1) → conditionhyper (skS.0 10 a a_1)) False)
% 263.51/263.74 (Or (Eq (gt a a_2) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_2) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_2) True)
% 263.51/263.74 (Or (Eq (Not (Not (gt a (skS.0 11 a a_3)) → uptakelg (skS.0 11 a a_3))) True)
% 263.51/263.74 (Eq (Not (Not (gt a (skS.0 12 a a_4)) → uptakepg (skS.0 12 a a_4))) True))))))
% 263.51/263.74 Clause #173 (by clausification #[172]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (Not (Not (gt a (skS.0 11 a a_2)) → uptakelg (skS.0 11 a a_2))) True)
% 263.51/263.74 (Or (Eq (Not (Not (gt a (skS.0 12 a a_3)) → uptakepg (skS.0 12 a a_3))) True)
% 263.51/263.74 (Eq (gt a (skS.0 10 a a_4)) True))))))
% 263.51/263.74 Clause #174 (by clausification #[172]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (Not (Not (gt a (skS.0 11 a a_2)) → uptakelg (skS.0 11 a a_2))) True)
% 263.51/263.74 (Or (Eq (Not (Not (gt a (skS.0 12 a a_3)) → uptakepg (skS.0 12 a a_3))) True)
% 263.51/263.74 (Eq (conditionhyper (skS.0 10 a a_4)) False))))))
% 263.51/263.74 Clause #175 (by clausification #[173]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (Not (Not (gt a (skS.0 12 a a_2)) → uptakepg (skS.0 12 a a_2))) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_3)) True)
% 263.51/263.74 (Eq (Not (gt a (skS.0 11 a a_4)) → uptakelg (skS.0 11 a a_4)) False))))))
% 263.51/263.74 Clause #176 (by clausification #[175]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.74 (Or (Eq (Not (gt a (skS.0 11 a a_3)) → uptakelg (skS.0 11 a a_3)) False)
% 263.51/263.74 (Eq (Not (gt a (skS.0 12 a a_4)) → uptakepg (skS.0 12 a a_4)) False))))))
% 263.51/263.74 Clause #177 (by clausification #[176]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.74 (Or (Eq (Not (gt a (skS.0 12 a a_3)) → uptakepg (skS.0 12 a a_3)) False)
% 263.51/263.74 (Eq (Not (gt a (skS.0 11 a a_4))) True))))))
% 263.51/263.74 Clause #178 (by clausification #[176]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.74 (Or (Eq (Not (gt a (skS.0 12 a a_3)) → uptakepg (skS.0 12 a a_3)) False)
% 263.51/263.74 (Eq (uptakelg (skS.0 11 a a_4)) False))))))
% 263.51/263.74 Clause #179 (by clausification #[177]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.74 (Or (Eq (Not (gt a (skS.0 11 a a_3))) True) (Eq (Not (gt a (skS.0 12 a a_4))) True))))))
% 263.51/263.74 Clause #180 (by clausification #[177]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.74 (Or (Eq (Not (gt a (skS.0 11 a a_3))) True) (Eq (uptakepg (skS.0 12 a a_4)) False))))))
% 263.51/263.74 Clause #181 (by clausification #[179]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.74 (Or (Eq (gt a a_1) True)
% 263.51/263.74 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.74 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.74 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.74 (Or (Eq (Not (gt a (skS.0 12 a a_3))) True) (Eq (gt a (skS.0 11 a a_4)) False))))))
% 263.51/263.74 Clause #182 (by clausification #[181]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.74 Or (Eq (bcapacityex a) False)
% 263.51/263.76 (Or (Eq (gt a a_1) True)
% 263.51/263.76 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.76 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.76 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.76 (Or (Eq (gt a (skS.0 11 a a_3)) False) (Eq (gt a (skS.0 12 a a_4)) False))))))
% 263.51/263.76 Clause #183 (by clausification #[18]): Eq
% 263.51/263.76 (And (And (∀ (X0 : Iota), Not (gt n0 X0) → drugi X0) (∀ (X0 : Iota), gt n0 X0 → conditionhyper X0)) (bcapacityex n0) →
% 263.51/263.76 ∀ (X0 : Iota), Not (gt n0 X0) → Or (conditionnormo X0) (conditionhypo X0))
% 263.51/263.76 False
% 263.51/263.76 Clause #184 (by clausification #[183]): Eq (And (And (∀ (X0 : Iota), Not (gt n0 X0) → drugi X0) (∀ (X0 : Iota), gt n0 X0 → conditionhyper X0)) (bcapacityex n0))
% 263.51/263.76 True
% 263.51/263.76 Clause #185 (by clausification #[183]): Eq (∀ (X0 : Iota), Not (gt n0 X0) → Or (conditionnormo X0) (conditionhypo X0)) False
% 263.51/263.76 Clause #186 (by clausification #[184]): Eq (bcapacityex n0) True
% 263.51/263.76 Clause #187 (by clausification #[184]): Eq (And (∀ (X0 : Iota), Not (gt n0 X0) → drugi X0) (∀ (X0 : Iota), gt n0 X0 → conditionhyper X0)) True
% 263.51/263.76 Clause #189 (by superposition #[186, 182]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.76 Or (Eq True False)
% 263.51/263.76 (Or (Eq (gt n0 a) True)
% 263.51/263.76 (Or (Eq (conditionnormo a) True)
% 263.51/263.76 (Or (Eq (conditionhypo a) True)
% 263.51/263.76 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.76 (Or (Eq (gt n0 (skS.0 11 n0 a_2)) False) (Eq (gt n0 (skS.0 12 n0 a_3)) False))))))
% 263.51/263.76 Clause #191 (by clausification #[185]): ∀ (a : Iota), Eq (Not (Not (gt n0 (skS.0 13 a)) → Or (conditionnormo (skS.0 13 a)) (conditionhypo (skS.0 13 a)))) True
% 263.51/263.76 Clause #192 (by clausification #[191]): ∀ (a : Iota), Eq (Not (gt n0 (skS.0 13 a)) → Or (conditionnormo (skS.0 13 a)) (conditionhypo (skS.0 13 a))) False
% 263.51/263.76 Clause #193 (by clausification #[192]): ∀ (a : Iota), Eq (Not (gt n0 (skS.0 13 a))) True
% 263.51/263.76 Clause #194 (by clausification #[192]): ∀ (a : Iota), Eq (Or (conditionnormo (skS.0 13 a)) (conditionhypo (skS.0 13 a))) False
% 263.51/263.76 Clause #195 (by clausification #[193]): ∀ (a : Iota), Eq (gt n0 (skS.0 13 a)) False
% 263.51/263.76 Clause #196 (by clausification #[187]): Eq (∀ (X0 : Iota), gt n0 X0 → conditionhyper X0) True
% 263.51/263.76 Clause #197 (by clausification #[187]): Eq (∀ (X0 : Iota), Not (gt n0 X0) → drugi X0) True
% 263.51/263.76 Clause #198 (by clausification #[196]): ∀ (a : Iota), Eq (gt n0 a → conditionhyper a) True
% 263.51/263.76 Clause #199 (by clausification #[198]): ∀ (a : Iota), Or (Eq (gt n0 a) False) (Eq (conditionhyper a) True)
% 263.51/263.76 Clause #200 (by clausification #[197]): ∀ (a : Iota), Eq (Not (gt n0 a) → drugi a) True
% 263.51/263.76 Clause #201 (by clausification #[200]): ∀ (a : Iota), Or (Eq (Not (gt n0 a)) False) (Eq (drugi a) True)
% 263.51/263.76 Clause #202 (by clausification #[201]): ∀ (a : Iota), Or (Eq (drugi a) True) (Eq (gt n0 a) True)
% 263.51/263.76 Clause #205 (by superposition #[202, 159]): ∀ (a a_1 : Iota),
% 263.51/263.76 Or (Eq (drugi (skS.0 9 n0 a)) True) (Or (Eq (gt n0 a_1) True) (Or (Eq (uptakepg a_1) True) (Eq True False)))
% 263.51/263.76 Clause #224 (by clausification #[194]): ∀ (a : Iota), Eq (conditionhypo (skS.0 13 a)) False
% 263.51/263.76 Clause #225 (by clausification #[194]): ∀ (a : Iota), Eq (conditionnormo (skS.0 13 a)) False
% 263.51/263.76 Clause #236 (by clausification #[158]): ∀ (a a_1 a_2 : Iota), Or (Eq (gt a a_1) True) (Or (Eq (uptakelg a_1) True) (Eq (gt a (skS.0 9 a a_2)) False))
% 263.51/263.76 Clause #237 (by superposition #[236, 202]): ∀ (a a_1 : Iota),
% 263.51/263.76 Or (Eq (gt n0 a) True) (Or (Eq (uptakelg a) True) (Or (Eq (drugi (skS.0 9 n0 a_1)) True) (Eq False True)))
% 263.51/263.76 Clause #238 (by clausification #[237]): ∀ (a a_1 : Iota), Or (Eq (gt n0 a) True) (Or (Eq (uptakelg a) True) (Eq (drugi (skS.0 9 n0 a_1)) True))
% 263.51/263.76 Clause #249 (by clausification #[205]): ∀ (a a_1 : Iota), Or (Eq (drugi (skS.0 9 n0 a)) True) (Or (Eq (gt n0 a_1) True) (Eq (uptakepg a_1) True))
% 263.51/263.76 Clause #260 (by clausification #[155]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.76 Or (Eq (And (uptakelg a) (uptakepg a)) True) (Or (Eq (drugi (skS.0 9 a_1 a_2)) False) (Eq (gt a_1 a) True))
% 263.51/263.76 Clause #261 (by clausification #[260]): ∀ (a a_1 a_2 : Iota), Or (Eq (drugi (skS.0 9 a a_1)) False) (Or (Eq (gt a a_2) True) (Eq (uptakepg a_2) True))
% 263.51/263.76 Clause #262 (by clausification #[260]): ∀ (a a_1 a_2 : Iota), Or (Eq (drugi (skS.0 9 a a_1)) False) (Or (Eq (gt a a_2) True) (Eq (uptakelg a_2) True))
% 263.51/263.78 Clause #265 (by superposition #[261, 249]): ∀ (a a_1 : Iota),
% 263.51/263.78 Or (Eq (gt n0 a) True)
% 263.51/263.78 (Or (Eq (uptakepg a) True) (Or (Eq False True) (Or (Eq (gt n0 a_1) True) (Eq (uptakepg a_1) True))))
% 263.51/263.78 Clause #404 (by clausification #[174]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (Not (Not (gt a (skS.0 12 a a_2)) → uptakepg (skS.0 12 a a_2))) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_3)) False)
% 263.51/263.78 (Eq (Not (gt a (skS.0 11 a a_4)) → uptakelg (skS.0 11 a a_4)) False))))))
% 263.51/263.78 Clause #405 (by clausification #[404]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (Not (gt a (skS.0 11 a a_3)) → uptakelg (skS.0 11 a a_3)) False)
% 263.51/263.78 (Eq (Not (gt a (skS.0 12 a a_4)) → uptakepg (skS.0 12 a a_4)) False))))))
% 263.51/263.78 Clause #406 (by clausification #[405]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (Not (gt a (skS.0 12 a a_3)) → uptakepg (skS.0 12 a a_3)) False)
% 263.51/263.78 (Eq (Not (gt a (skS.0 11 a a_4))) True))))))
% 263.51/263.78 Clause #407 (by clausification #[405]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (Not (gt a (skS.0 12 a a_3)) → uptakepg (skS.0 12 a a_3)) False)
% 263.51/263.78 (Eq (uptakelg (skS.0 11 a a_4)) False))))))
% 263.51/263.78 Clause #408 (by clausification #[406]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (Not (gt a (skS.0 11 a a_3))) True) (Eq (Not (gt a (skS.0 12 a a_4))) True))))))
% 263.51/263.78 Clause #409 (by clausification #[406]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (Not (gt a (skS.0 11 a a_3))) True) (Eq (uptakepg (skS.0 12 a a_4)) False))))))
% 263.51/263.78 Clause #410 (by clausification #[408]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (Not (gt a (skS.0 12 a a_3))) True) (Eq (gt a (skS.0 11 a a_4)) False))))))
% 263.51/263.78 Clause #411 (by clausification #[410]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.78 Or (Eq (bcapacityex a) False)
% 263.51/263.78 (Or (Eq (gt a a_1) True)
% 263.51/263.78 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.78 (Or (Eq (gt a (skS.0 11 a a_3)) False) (Eq (gt a (skS.0 12 a a_4)) False))))))
% 263.51/263.78 Clause #412 (by superposition #[411, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.78 Or (Eq (gt n0 a) True)
% 263.51/263.78 (Or (Eq (conditionnormo a) True)
% 263.51/263.78 (Or (Eq (conditionhypo a) True)
% 263.51/263.78 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.78 (Or (Eq (gt n0 (skS.0 11 n0 a_2)) False) (Or (Eq (gt n0 (skS.0 12 n0 a_3)) False) (Eq False True))))))
% 263.51/263.78 Clause #415 (by clausification #[265]): ∀ (a a_1 : Iota), Or (Eq (gt n0 a) True) (Or (Eq (uptakepg a) True) (Or (Eq (gt n0 a_1) True) (Eq (uptakepg a_1) True)))
% 263.51/263.78 Clause #432 (by equality factoring #[415]): ∀ (a : Iota), Or (Eq (uptakepg a) True) (Or (Eq (uptakepg a) True) (Or (Ne True True) (Eq (gt n0 a) True)))
% 263.51/263.81 Clause #433 (by clausification #[432]): ∀ (a : Iota),
% 263.51/263.81 Or (Eq (uptakepg a) True) (Or (Eq (uptakepg a) True) (Or (Eq (gt n0 a) True) (Or (Eq True False) (Eq True False))))
% 263.51/263.81 Clause #435 (by clausification #[433]): ∀ (a : Iota), Or (Eq (uptakepg a) True) (Or (Eq (uptakepg a) True) (Or (Eq (gt n0 a) True) (Eq True False)))
% 263.51/263.81 Clause #436 (by clausification #[435]): ∀ (a : Iota), Or (Eq (uptakepg a) True) (Or (Eq (uptakepg a) True) (Eq (gt n0 a) True))
% 263.51/263.81 Clause #437 (by eliminate duplicate literals #[436]): ∀ (a : Iota), Or (Eq (uptakepg a) True) (Eq (gt n0 a) True)
% 263.51/263.81 Clause #454 (by clausification #[178]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.81 Or (Eq (bcapacityex a) False)
% 263.51/263.81 (Or (Eq (gt a a_1) True)
% 263.51/263.81 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.81 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.81 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.81 (Or (Eq (uptakelg (skS.0 11 a a_3)) False) (Eq (Not (gt a (skS.0 12 a a_4))) True))))))
% 263.51/263.81 Clause #455 (by clausification #[178]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.81 Or (Eq (bcapacityex a) False)
% 263.51/263.81 (Or (Eq (gt a a_1) True)
% 263.51/263.81 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.81 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.81 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.81 (Or (Eq (uptakelg (skS.0 11 a a_3)) False) (Eq (uptakepg (skS.0 12 a a_4)) False))))))
% 263.51/263.81 Clause #456 (by clausification #[454]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.81 Or (Eq (bcapacityex a) False)
% 263.51/263.81 (Or (Eq (gt a a_1) True)
% 263.51/263.81 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.81 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.81 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.81 (Or (Eq (uptakelg (skS.0 11 a a_3)) False) (Eq (gt a (skS.0 12 a a_4)) False))))))
% 263.51/263.81 Clause #457 (by superposition #[456, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.81 Or (Eq (gt n0 a) True)
% 263.51/263.81 (Or (Eq (conditionnormo a) True)
% 263.51/263.81 (Or (Eq (conditionhypo a) True)
% 263.51/263.81 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.81 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Or (Eq (gt n0 (skS.0 12 n0 a_3)) False) (Eq False True))))))
% 263.51/263.81 Clause #459 (by clausification #[180]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.81 Or (Eq (bcapacityex a) False)
% 263.51/263.81 (Or (Eq (gt a a_1) True)
% 263.51/263.81 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.81 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.81 (Or (Eq (gt a (skS.0 10 a a_2)) True)
% 263.51/263.81 (Or (Eq (uptakepg (skS.0 12 a a_3)) False) (Eq (gt a (skS.0 11 a a_4)) False))))))
% 263.51/263.81 Clause #460 (by superposition #[459, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.81 Or (Eq (gt n0 a) True)
% 263.51/263.81 (Or (Eq (conditionnormo a) True)
% 263.51/263.81 (Or (Eq (conditionhypo a) True)
% 263.51/263.81 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.81 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) False) (Or (Eq (gt n0 (skS.0 11 n0 a_3)) False) (Eq False True))))))
% 263.51/263.81 Clause #466 (by clausification #[189]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.81 Or (Eq (gt n0 a) True)
% 263.51/263.81 (Or (Eq (conditionnormo a) True)
% 263.51/263.81 (Or (Eq (conditionhypo a) True)
% 263.51/263.81 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.81 (Or (Eq (gt n0 (skS.0 11 n0 a_2)) False) (Eq (gt n0 (skS.0 12 n0 a_3)) False)))))
% 263.51/263.81 Clause #484 (by superposition #[262, 238]): ∀ (a a_1 : Iota),
% 263.51/263.81 Or (Eq (gt n0 a) True)
% 263.51/263.81 (Or (Eq (uptakelg a) True) (Or (Eq (gt n0 a_1) True) (Or (Eq (uptakelg a_1) True) (Eq False True))))
% 263.51/263.81 Clause #524 (by clausification #[484]): ∀ (a a_1 : Iota), Or (Eq (gt n0 a) True) (Or (Eq (uptakelg a) True) (Or (Eq (gt n0 a_1) True) (Eq (uptakelg a_1) True)))
% 263.51/263.81 Clause #543 (by equality factoring #[524]): ∀ (a : Iota), Or (Eq (uptakelg a) True) (Or (Eq (uptakelg a) True) (Or (Ne True True) (Eq (gt n0 a) True)))
% 263.51/263.81 Clause #544 (by clausification #[543]): ∀ (a : Iota),
% 263.51/263.81 Or (Eq (uptakelg a) True) (Or (Eq (uptakelg a) True) (Or (Eq (gt n0 a) True) (Or (Eq True False) (Eq True False))))
% 263.51/263.81 Clause #546 (by clausification #[544]): ∀ (a : Iota), Or (Eq (uptakelg a) True) (Or (Eq (uptakelg a) True) (Or (Eq (gt n0 a) True) (Eq True False)))
% 263.51/263.81 Clause #547 (by clausification #[546]): ∀ (a : Iota), Or (Eq (uptakelg a) True) (Or (Eq (uptakelg a) True) (Eq (gt n0 a) True))
% 263.51/263.81 Clause #548 (by eliminate duplicate literals #[547]): ∀ (a : Iota), Or (Eq (uptakelg a) True) (Eq (gt n0 a) True)
% 263.51/263.83 Clause #550 (by superposition #[548, 466]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.83 (Or (Eq (gt n0 a_1) True)
% 263.51/263.83 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.83 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Eq True False) (Eq (gt n0 (skS.0 12 n0 a_3)) False))))))
% 263.51/263.83 Clause #1083 (by clausification #[407]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.83 Or (Eq (bcapacityex a) False)
% 263.51/263.83 (Or (Eq (gt a a_1) True)
% 263.51/263.83 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.83 (Or (Eq (uptakelg (skS.0 11 a a_3)) False) (Eq (Not (gt a (skS.0 12 a a_4))) True))))))
% 263.51/263.83 Clause #1084 (by clausification #[407]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.83 Or (Eq (bcapacityex a) False)
% 263.51/263.83 (Or (Eq (gt a a_1) True)
% 263.51/263.83 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.83 (Or (Eq (uptakelg (skS.0 11 a a_3)) False) (Eq (uptakepg (skS.0 12 a a_4)) False))))))
% 263.51/263.83 Clause #1085 (by clausification #[1083]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.83 Or (Eq (bcapacityex a) False)
% 263.51/263.83 (Or (Eq (gt a a_1) True)
% 263.51/263.83 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.83 (Or (Eq (uptakelg (skS.0 11 a a_3)) False) (Eq (gt a (skS.0 12 a a_4)) False))))))
% 263.51/263.83 Clause #1086 (by superposition #[1085, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.83 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Or (Eq (gt n0 (skS.0 12 n0 a_3)) False) (Eq False True))))))
% 263.51/263.83 Clause #1093 (by clausification #[409]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.83 Or (Eq (bcapacityex a) False)
% 263.51/263.83 (Or (Eq (gt a a_1) True)
% 263.51/263.83 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 a a_2)) False)
% 263.51/263.83 (Or (Eq (uptakepg (skS.0 12 a a_3)) False) (Eq (gt a (skS.0 11 a a_4)) False))))))
% 263.51/263.83 Clause #1094 (by superposition #[1093, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.83 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) False) (Or (Eq (gt n0 (skS.0 11 n0 a_3)) False) (Eq False True))))))
% 263.51/263.83 Clause #1100 (by clausification #[412]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.83 (Or (Eq (gt n0 (skS.0 11 n0 a_2)) False) (Eq (gt n0 (skS.0 12 n0 a_3)) False)))))
% 263.51/263.83 Clause #1183 (by superposition #[455, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.83 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Or (Eq (uptakepg (skS.0 12 n0 a_3)) False) (Eq False True))))))
% 263.51/263.83 Clause #1191 (by clausification #[457]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.83 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Eq (gt n0 (skS.0 12 n0 a_3)) False)))))
% 263.51/263.83 Clause #1198 (by clausification #[460]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.83 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) False) (Eq (gt n0 (skS.0 11 n0 a_3)) False)))))
% 263.51/263.83 Clause #1200 (by clausification #[1086]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.83 Or (Eq (gt n0 a) True)
% 263.51/263.83 (Or (Eq (conditionnormo a) True)
% 263.51/263.83 (Or (Eq (conditionhypo a) True)
% 263.51/263.83 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.86 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Eq (gt n0 (skS.0 12 n0 a_3)) False)))))
% 263.51/263.86 Clause #1201 (by superposition #[1084, 186]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (gt n0 a) True)
% 263.51/263.86 (Or (Eq (conditionnormo a) True)
% 263.51/263.86 (Or (Eq (conditionhypo a) True)
% 263.51/263.86 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.86 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Or (Eq (uptakepg (skS.0 12 n0 a_3)) False) (Eq False True))))))
% 263.51/263.86 Clause #1202 (by clausification #[1201]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (gt n0 a) True)
% 263.51/263.86 (Or (Eq (conditionnormo a) True)
% 263.51/263.86 (Or (Eq (conditionhypo a) True)
% 263.51/263.86 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.86 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Eq (uptakepg (skS.0 12 n0 a_3)) False)))))
% 263.51/263.86 Clause #1203 (by clausification #[1183]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (gt n0 a) True)
% 263.51/263.86 (Or (Eq (conditionnormo a) True)
% 263.51/263.86 (Or (Eq (conditionhypo a) True)
% 263.51/263.86 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.86 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) False) (Eq (uptakepg (skS.0 12 n0 a_3)) False)))))
% 263.51/263.86 Clause #1697 (by clausification #[550]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (gt n0 a_1) True)
% 263.51/263.86 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.86 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.86 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Eq (gt n0 (skS.0 12 n0 a_3)) False)))))
% 263.51/263.86 Clause #1699 (by superposition #[1697, 437]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (gt n0 a_1) True)
% 263.51/263.86 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.86 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.86 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Eq (uptakepg (skS.0 12 n0 a_3)) True) (Eq False True))))))
% 263.51/263.86 Clause #1801 (by clausification #[1699]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (gt n0 a_1) True)
% 263.51/263.86 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.86 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.86 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Eq (uptakepg (skS.0 12 n0 a_3)) True)))))
% 263.51/263.86 Clause #1824 (by superposition #[1801, 199]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (gt n0 a_1) True)
% 263.51/263.86 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.86 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.86 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True)
% 263.51/263.86 (Or (Eq True False) (Eq (conditionhyper (skS.0 10 n0 a_3)) True))))))
% 263.51/263.86 Clause #1835 (by clausification #[1824]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (gt n0 a_1) True)
% 263.51/263.86 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.86 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.86 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq (conditionhyper (skS.0 10 n0 a_3)) True)))))
% 263.51/263.86 Clause #1839 (by superposition #[1835, 195]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (conditionnormo (skS.0 13 a_1)) True)
% 263.51/263.86 (Or (Eq (conditionhypo (skS.0 13 a_1)) True)
% 263.51/263.86 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_3)) True) (Eq True False)))))
% 263.51/263.86 Clause #1969 (by clausification #[1094]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (gt n0 a) True)
% 263.51/263.86 (Or (Eq (conditionnormo a) True)
% 263.51/263.86 (Or (Eq (conditionhypo a) True)
% 263.51/263.86 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) False)
% 263.51/263.86 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) False) (Eq (gt n0 (skS.0 11 n0 a_3)) False)))))
% 263.51/263.86 Clause #6019 (by clausification #[1839]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq (conditionnormo (skS.0 13 a_1)) True)
% 263.51/263.86 (Or (Eq (conditionhypo (skS.0 13 a_1)) True)
% 263.51/263.86 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq (conditionhyper (skS.0 10 n0 a_3)) True))))
% 263.51/263.86 Clause #6020 (by forward demodulation #[6019, 225]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.86 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.86 (Or (Eq False True)
% 263.51/263.86 (Or (Eq (conditionhypo (skS.0 13 a_1)) True)
% 263.51/263.86 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq (conditionhyper (skS.0 10 n0 a_3)) True))))
% 263.51/263.86 Clause #6021 (by clausification #[6020]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (conditionhypo (skS.0 13 a_1)) True)
% 263.51/263.88 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq (conditionhyper (skS.0 10 n0 a_3)) True)))
% 263.51/263.88 Clause #6025 (by superposition #[6021, 224]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Eq True False)))
% 263.51/263.88 Clause #6035 (by clausification #[6025]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))
% 263.51/263.88 Clause #6039 (by superposition #[6035, 1198]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_2) True)
% 263.51/263.88 (Or (Eq (conditionnormo a_2) True)
% 263.51/263.88 (Or (Eq (conditionhypo a_2) True)
% 263.51/263.88 (Or (Eq (gt n0 (skS.0 10 n0 a_3)) True) (Or (Eq True False) (Eq (gt n0 (skS.0 11 n0 a_4)) False)))))))
% 263.51/263.88 Clause #23576 (by clausification #[6039]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_2) True)
% 263.51/263.88 (Or (Eq (conditionnormo a_2) True)
% 263.51/263.88 (Or (Eq (conditionhypo a_2) True)
% 263.51/263.88 (Or (Eq (gt n0 (skS.0 10 n0 a_3)) True) (Eq (gt n0 (skS.0 11 n0 a_4)) False))))))
% 263.51/263.88 Clause #23579 (by superposition #[23576, 548]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_2) True)
% 263.51/263.88 (Or (Eq (conditionnormo a_2) True)
% 263.51/263.88 (Or (Eq (conditionhypo a_2) True)
% 263.51/263.88 (Or (Eq (gt n0 (skS.0 10 n0 a_3)) True) (Or (Eq (uptakelg (skS.0 11 n0 a_4)) True) (Eq False True)))))))
% 263.51/263.88 Clause #23608 (by clausification #[23579]): ∀ (a a_1 a_2 a_3 a_4 : Iota),
% 263.51/263.88 Or (Eq (uptakelg (skS.0 11 n0 a)) True)
% 263.51/263.88 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_2) True)
% 263.51/263.88 (Or (Eq (conditionnormo a_2) True)
% 263.51/263.88 (Or (Eq (conditionhypo a_2) True)
% 263.51/263.88 (Or (Eq (gt n0 (skS.0 10 n0 a_3)) True) (Eq (uptakelg (skS.0 11 n0 a_4)) True))))))
% 263.51/263.88 Clause #23709 (by equality factoring #[23608]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.88 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_1) True)
% 263.51/263.88 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.88 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.88 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Ne True True) (Eq (uptakelg (skS.0 11 n0 a_3)) True))))))
% 263.51/263.88 Clause #23712 (by clausification #[23709]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.88 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_1) True)
% 263.51/263.88 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.88 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.88 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True)
% 263.51/263.88 (Or (Eq (uptakelg (skS.0 11 n0 a_3)) True) (Or (Eq True False) (Eq True False)))))))
% 263.51/263.88 Clause #23714 (by clausification #[23712]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.88 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.88 (Or (Eq (gt n0 a_1) True)
% 263.51/263.89 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.89 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.89 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Eq (uptakelg (skS.0 11 n0 a_3)) True) (Eq True False))))))
% 263.51/263.89 Clause #23715 (by clausification #[23714]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.89 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.89 (Or (Eq (gt n0 a_1) True)
% 263.51/263.89 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.89 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.89 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Eq (uptakelg (skS.0 11 n0 a_3)) True)))))
% 263.51/263.89 Clause #23769 (by superposition #[23715, 199]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.89 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.89 (Or (Eq (gt n0 a_1) True)
% 263.51/263.89 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.89 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.89 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) True)
% 263.51/263.89 (Or (Eq True False) (Eq (conditionhyper (skS.0 10 n0 a_3)) True))))))
% 263.51/263.89 Clause #23797 (by clausification #[23769]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.89 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.91 (Or (Eq (gt n0 a_1) True)
% 263.51/263.91 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.91 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_2)) True) (Eq (conditionhyper (skS.0 10 n0 a_3)) True)))))
% 263.51/263.91 Clause #23876 (by equality factoring #[23797]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (gt n0 a) True)
% 263.51/263.91 (Or (Eq (conditionnormo a) True)
% 263.51/263.91 (Or (Eq (conditionhypo a) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Or (Ne True True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))))
% 263.51/263.91 Clause #23877 (by clausification #[23876]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (gt n0 a) True)
% 263.51/263.91 (Or (Eq (conditionnormo a) True)
% 263.51/263.91 (Or (Eq (conditionhypo a) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True)
% 263.51/263.91 (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Or (Eq True False) (Eq True False))))))
% 263.51/263.91 Clause #23879 (by clausification #[23877]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (gt n0 a) True)
% 263.51/263.91 (Or (Eq (conditionnormo a) True)
% 263.51/263.91 (Or (Eq (conditionhypo a) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Eq True False)))))
% 263.51/263.91 Clause #23880 (by clausification #[23879]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (gt n0 a) True)
% 263.51/263.91 (Or (Eq (conditionnormo a) True)
% 263.51/263.91 (Or (Eq (conditionhypo a) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))))
% 263.51/263.91 Clause #23881 (by superposition #[23880, 195]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.91 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Eq True False))))
% 263.51/263.91 Clause #24024 (by clausification #[23881]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.91 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))
% 263.51/263.91 Clause #24025 (by forward demodulation #[24024, 225]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq False True)
% 263.51/263.91 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))
% 263.51/263.91 Clause #24026 (by clausification #[24025]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.91 Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.91 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))
% 263.51/263.91 Clause #24027 (by superposition #[24026, 224]): ∀ (a a_1 : Iota),
% 263.51/263.91 Or (Eq (uptakelg (skS.0 11 n0 a)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True) (Eq True False))
% 263.51/263.91 Clause #24054 (by clausification #[24027]): ∀ (a a_1 : Iota), Or (Eq (uptakelg (skS.0 11 n0 a)) True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.91 Clause #24055 (by superposition #[24054, 1191]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.91 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.91 (Or (Eq (gt n0 a_1) True)
% 263.51/263.91 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.91 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.91 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Eq True False) (Eq (gt n0 (skS.0 12 n0 a_3)) False))))))
% 263.51/263.91 Clause #24056 (by superposition #[24054, 1203]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.91 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.91 (Or (Eq (gt n0 a_1) True)
% 263.51/263.91 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.91 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.91 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Eq True False) (Eq (uptakepg (skS.0 12 n0 a_3)) False))))))
% 263.51/263.91 Clause #24216 (by clausification #[24056]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.91 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.91 (Or (Eq (gt n0 a_1) True)
% 263.51/263.91 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.91 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.91 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Eq (uptakepg (skS.0 12 n0 a_3)) False)))))
% 263.51/263.91 Clause #24230 (by clausification #[24055]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.91 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.91 (Or (Eq (gt n0 a_1) True)
% 263.51/263.91 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.91 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.91 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Eq (gt n0 (skS.0 12 n0 a_3)) False)))))
% 263.51/263.91 Clause #24232 (by superposition #[24230, 437]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.93 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.93 (Or (Eq (gt n0 a_1) True)
% 263.51/263.93 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.93 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.93 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Or (Eq (uptakepg (skS.0 12 n0 a_3)) True) (Eq False True))))))
% 263.51/263.93 Clause #24614 (by clausification #[24232]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.93 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.93 (Or (Eq (gt n0 a_1) True)
% 263.51/263.93 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.93 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.93 (Or (Eq (gt n0 (skS.0 10 n0 a_2)) True) (Eq (uptakepg (skS.0 12 n0 a_3)) True)))))
% 263.51/263.93 Clause #24670 (by superposition #[24614, 199]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.93 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.93 (Or (Eq (gt n0 a_1) True)
% 263.51/263.93 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.93 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True)
% 263.51/263.93 (Or (Eq True False) (Eq (conditionhyper (skS.0 10 n0 a_3)) True))))))
% 263.51/263.93 Clause #24689 (by clausification #[24670]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.93 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.93 (Or (Eq (gt n0 a_1) True)
% 263.51/263.93 (Or (Eq (conditionnormo a_1) True)
% 263.51/263.93 (Or (Eq (conditionhypo a_1) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq (conditionhyper (skS.0 10 n0 a_3)) True)))))
% 263.51/263.93 Clause #24761 (by equality factoring #[24689]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (gt n0 a) True)
% 263.51/263.93 (Or (Eq (conditionnormo a) True)
% 263.51/263.93 (Or (Eq (conditionhypo a) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Or (Ne True True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))))
% 263.51/263.93 Clause #24762 (by clausification #[24761]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (gt n0 a) True)
% 263.51/263.93 (Or (Eq (conditionnormo a) True)
% 263.51/263.93 (Or (Eq (conditionhypo a) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True)
% 263.51/263.93 (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Or (Eq True False) (Eq True False))))))
% 263.51/263.93 Clause #24764 (by clausification #[24762]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (gt n0 a) True)
% 263.51/263.93 (Or (Eq (conditionnormo a) True)
% 263.51/263.93 (Or (Eq (conditionhypo a) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Eq True False)))))
% 263.51/263.93 Clause #24765 (by clausification #[24764]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (gt n0 a) True)
% 263.51/263.93 (Or (Eq (conditionnormo a) True)
% 263.51/263.93 (Or (Eq (conditionhypo a) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))))
% 263.51/263.93 Clause #24766 (by superposition #[24765, 195]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.93 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Eq True False))))
% 263.51/263.93 Clause #24904 (by clausification #[24766]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.93 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))
% 263.51/263.93 Clause #24905 (by forward demodulation #[24904, 225]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq False True)
% 263.51/263.93 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))
% 263.51/263.93 Clause #24906 (by clausification #[24905]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.93 Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.93 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))
% 263.51/263.93 Clause #24907 (by superposition #[24906, 224]): ∀ (a a_1 : Iota),
% 263.51/263.93 Or (Eq (uptakepg (skS.0 12 n0 a)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True) (Eq True False))
% 263.51/263.93 Clause #24925 (by clausification #[24907]): ∀ (a a_1 : Iota), Or (Eq (uptakepg (skS.0 12 n0 a)) True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.93 Clause #24934 (by superposition #[24925, 24216]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.93 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.93 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.93 (Or (Eq (gt n0 a_2) True)
% 263.51/263.93 (Or (Eq (conditionnormo a_2) True)
% 263.51/263.93 (Or (Eq (conditionhypo a_2) True) (Or (Eq (gt n0 (skS.0 10 n0 a_3)) True) (Eq True False))))))
% 263.51/263.96 Clause #25003 (by clausification #[24934]): ∀ (a a_1 a_2 a_3 : Iota),
% 263.51/263.96 Or (Eq (conditionhyper (skS.0 10 n0 a)) True)
% 263.51/263.96 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.96 (Or (Eq (gt n0 a_2) True)
% 263.51/263.96 (Or (Eq (conditionnormo a_2) True) (Or (Eq (conditionhypo a_2) True) (Eq (gt n0 (skS.0 10 n0 a_3)) True)))))
% 263.51/263.96 Clause #25067 (by equality factoring #[25003]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True) (Or (Ne True True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))))
% 263.51/263.96 Clause #25069 (by clausification #[25067]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True)
% 263.51/263.96 (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Or (Eq True False) (Eq True False))))))
% 263.51/263.96 Clause #25071 (by clausification #[25069]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_2)) True) (Eq True False)))))
% 263.51/263.96 Clause #25072 (by clausification #[25071]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (gt n0 (skS.0 10 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))))
% 263.51/263.96 Clause #25119 (by superposition #[25072, 199]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.96 (Or (Eq True False) (Eq (conditionhyper (skS.0 10 n0 a_2)) True)))))
% 263.51/263.96 Clause #25134 (by clausification #[25119]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True) (Eq (conditionhyper (skS.0 10 n0 a_2)) True))))
% 263.51/263.96 Clause #25187 (by equality factoring #[25134]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True) (Or (Ne True True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True))))
% 263.51/263.96 Clause #25190 (by clausification #[25187]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True)
% 263.51/263.96 (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True) (Or (Eq True False) (Eq True False)))))
% 263.51/263.96 Clause #25192 (by clausification #[25190]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True)
% 263.51/263.96 (Or (Eq (conditionhypo a) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True) (Eq True False))))
% 263.51/263.96 Clause #25193 (by clausification #[25192]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq (gt n0 a) True)
% 263.51/263.96 (Or (Eq (conditionnormo a) True) (Or (Eq (conditionhypo a) True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True)))
% 263.51/263.96 Clause #25194 (by superposition #[25193, 195]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.96 (Or (Eq (conditionhypo (skS.0 13 a)) True) (Or (Eq (conditionhyper (skS.0 10 n0 a_1)) True) (Eq True False)))
% 263.51/263.96 Clause #25312 (by clausification #[25194]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.96 (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True))
% 263.51/263.96 Clause #25313 (by forward demodulation #[25312, 225]): ∀ (a a_1 : Iota),
% 263.51/263.96 Or (Eq False True) (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True))
% 263.51/263.96 Clause #25314 (by clausification #[25313]): ∀ (a a_1 : Iota), Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (conditionhyper (skS.0 10 n0 a_1)) True)
% 263.51/263.96 Clause #25315 (by superposition #[25314, 224]): ∀ (a : Iota), Or (Eq (conditionhyper (skS.0 10 n0 a)) True) (Eq True False)
% 263.51/263.96 Clause #25324 (by clausification #[25315]): ∀ (a : Iota), Eq (conditionhyper (skS.0 10 n0 a)) True
% 263.51/263.96 Clause #25325 (by superposition #[25324, 1100]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq True False) (Or (Eq (gt n0 (skS.0 11 n0 a_1)) False) (Eq (gt n0 (skS.0 12 n0 a_2)) False)))))
% 263.51/263.98 Clause #25326 (by superposition #[25324, 1200]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq True False) (Or (Eq (uptakelg (skS.0 11 n0 a_1)) False) (Eq (gt n0 (skS.0 12 n0 a_2)) False)))))
% 263.51/263.98 Clause #25327 (by superposition #[25324, 1202]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq True False) (Or (Eq (uptakelg (skS.0 11 n0 a_1)) False) (Eq (uptakepg (skS.0 12 n0 a_2)) False)))))
% 263.51/263.98 Clause #25328 (by superposition #[25324, 1969]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq True False) (Or (Eq (uptakepg (skS.0 12 n0 a_1)) False) (Eq (gt n0 (skS.0 11 n0 a_2)) False)))))
% 263.51/263.98 Clause #25552 (by clausification #[25327]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) False) (Eq (uptakepg (skS.0 12 n0 a_2)) False))))
% 263.51/263.98 Clause #25565 (by clausification #[25326]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) False) (Eq (gt n0 (skS.0 12 n0 a_2)) False))))
% 263.51/263.98 Clause #25582 (by clausification #[25328]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq (uptakepg (skS.0 12 n0 a_1)) False) (Eq (gt n0 (skS.0 11 n0 a_2)) False))))
% 263.51/263.98 Clause #25597 (by clausification #[25325]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True) (Or (Eq (gt n0 (skS.0 11 n0 a_1)) False) (Eq (gt n0 (skS.0 12 n0 a_2)) False))))
% 263.51/263.98 Clause #25600 (by superposition #[25597, 548]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq (gt n0 (skS.0 12 n0 a_1)) False) (Or (Eq (uptakelg (skS.0 11 n0 a_2)) True) (Eq False True)))))
% 263.51/263.98 Clause #25631 (by clausification #[25600]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True) (Or (Eq (gt n0 (skS.0 12 n0 a_1)) False) (Eq (uptakelg (skS.0 11 n0 a_2)) True))))
% 263.51/263.98 Clause #25633 (by superposition #[25631, 437]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq False True)))))
% 263.51/263.98 Clause #25711 (by clausification #[25633]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (gt n0 a) True)
% 263.51/263.98 (Or (Eq (conditionnormo a) True)
% 263.51/263.98 (Or (Eq (conditionhypo a) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (uptakepg (skS.0 12 n0 a_2)) True))))
% 263.51/263.98 Clause #25712 (by superposition #[25711, 195]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.98 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq True False))))
% 263.51/263.98 Clause #27429 (by clausification #[25712]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.51/263.98 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (uptakepg (skS.0 12 n0 a_2)) True)))
% 263.51/263.98 Clause #27430 (by forward demodulation #[27429, 225]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq False True)
% 263.51/263.98 (Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.51/263.98 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (uptakepg (skS.0 12 n0 a_2)) True)))
% 263.51/263.98 Clause #27431 (by clausification #[27430]): ∀ (a a_1 a_2 : Iota),
% 263.51/263.98 Or (Eq (conditionhypo (skS.0 13 a)) True)
% 263.69/264.01 (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq (uptakepg (skS.0 12 n0 a_2)) True))
% 263.69/264.01 Clause #27432 (by superposition #[27431, 224]): ∀ (a a_1 : Iota), Or (Eq (uptakelg (skS.0 11 n0 a)) True) (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq True False))
% 263.69/264.01 Clause #27444 (by clausification #[27432]): ∀ (a a_1 : Iota), Or (Eq (uptakelg (skS.0 11 n0 a)) True) (Eq (uptakepg (skS.0 12 n0 a_1)) True)
% 263.69/264.01 Clause #27446 (by superposition #[27444, 25565]): ∀ (a a_1 a_2 : Iota),
% 263.69/264.01 Or (Eq (uptakepg (skS.0 12 n0 a)) True)
% 263.69/264.01 (Or (Eq (gt n0 a_1) True)
% 263.69/264.01 (Or (Eq (conditionnormo a_1) True)
% 263.69/264.01 (Or (Eq (conditionhypo a_1) True) (Or (Eq True False) (Eq (gt n0 (skS.0 12 n0 a_2)) False)))))
% 263.69/264.01 Clause #27462 (by clausification #[27446]): ∀ (a a_1 a_2 : Iota),
% 263.69/264.01 Or (Eq (uptakepg (skS.0 12 n0 a)) True)
% 263.69/264.01 (Or (Eq (gt n0 a_1) True)
% 263.69/264.01 (Or (Eq (conditionnormo a_1) True) (Or (Eq (conditionhypo a_1) True) (Eq (gt n0 (skS.0 12 n0 a_2)) False))))
% 263.69/264.01 Clause #27464 (by superposition #[27462, 437]): ∀ (a a_1 a_2 : Iota),
% 263.69/264.01 Or (Eq (uptakepg (skS.0 12 n0 a)) True)
% 263.69/264.01 (Or (Eq (gt n0 a_1) True)
% 263.69/264.01 (Or (Eq (conditionnormo a_1) True)
% 263.69/264.01 (Or (Eq (conditionhypo a_1) True) (Or (Eq (uptakepg (skS.0 12 n0 a_2)) True) (Eq False True)))))
% 263.69/264.01 Clause #27527 (by clausification #[27464]): ∀ (a a_1 a_2 : Iota),
% 263.69/264.01 Or (Eq (uptakepg (skS.0 12 n0 a)) True)
% 263.69/264.01 (Or (Eq (gt n0 a_1) True)
% 263.69/264.01 (Or (Eq (conditionnormo a_1) True) (Or (Eq (conditionhypo a_1) True) (Eq (uptakepg (skS.0 12 n0 a_2)) True))))
% 263.69/264.01 Clause #27571 (by equality factoring #[27527]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True)
% 263.69/264.01 (Or (Eq (conditionhypo a) True) (Or (Ne True True) (Eq (uptakepg (skS.0 12 n0 a_1)) True))))
% 263.69/264.01 Clause #27572 (by clausification #[27571]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True)
% 263.69/264.01 (Or (Eq (conditionhypo a) True) (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Or (Eq True False) (Eq True False)))))
% 263.69/264.01 Clause #27574 (by clausification #[27572]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True)
% 263.69/264.01 (Or (Eq (conditionhypo a) True) (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq True False))))
% 263.69/264.01 Clause #27575 (by clausification #[27574]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True) (Or (Eq (conditionhypo a) True) (Eq (uptakepg (skS.0 12 n0 a_1)) True)))
% 263.69/264.01 Clause #27576 (by superposition #[27575, 195]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.69/264.01 (Or (Eq (conditionhypo (skS.0 13 a)) True) (Or (Eq (uptakepg (skS.0 12 n0 a_1)) True) (Eq True False)))
% 263.69/264.01 Clause #27641 (by clausification #[27576]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 263.69/264.01 (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (uptakepg (skS.0 12 n0 a_1)) True))
% 263.69/264.01 Clause #27642 (by forward demodulation #[27641, 225]): ∀ (a a_1 : Iota), Or (Eq False True) (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (uptakepg (skS.0 12 n0 a_1)) True))
% 263.69/264.01 Clause #27643 (by clausification #[27642]): ∀ (a a_1 : Iota), Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (uptakepg (skS.0 12 n0 a_1)) True)
% 263.69/264.01 Clause #27644 (by superposition #[27643, 224]): ∀ (a : Iota), Or (Eq (uptakepg (skS.0 12 n0 a)) True) (Eq True False)
% 263.69/264.01 Clause #27648 (by clausification #[27644]): ∀ (a : Iota), Eq (uptakepg (skS.0 12 n0 a)) True
% 263.69/264.01 Clause #27650 (by superposition #[27648, 25582]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True)
% 263.69/264.01 (Or (Eq (conditionhypo a) True) (Or (Eq True False) (Eq (gt n0 (skS.0 11 n0 a_1)) False))))
% 263.69/264.01 Clause #27656 (by clausification #[27650]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True) (Or (Eq (conditionhypo a) True) (Eq (gt n0 (skS.0 11 n0 a_1)) False)))
% 263.69/264.01 Clause #27659 (by superposition #[27656, 548]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True)
% 263.69/264.01 (Or (Eq (conditionhypo a) True) (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq False True))))
% 263.69/264.01 Clause #27673 (by clausification #[27659]): ∀ (a a_1 : Iota),
% 263.69/264.01 Or (Eq (gt n0 a) True)
% 263.69/264.01 (Or (Eq (conditionnormo a) True) (Or (Eq (conditionhypo a) True) (Eq (uptakelg (skS.0 11 n0 a_1)) True)))
% 264.03/264.31 Clause #27674 (by superposition #[27673, 195]): ∀ (a a_1 : Iota),
% 264.03/264.31 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 264.03/264.31 (Or (Eq (conditionhypo (skS.0 13 a)) True) (Or (Eq (uptakelg (skS.0 11 n0 a_1)) True) (Eq True False)))
% 264.03/264.31 Clause #27738 (by clausification #[27674]): ∀ (a a_1 : Iota),
% 264.03/264.31 Or (Eq (conditionnormo (skS.0 13 a)) True)
% 264.03/264.31 (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (uptakelg (skS.0 11 n0 a_1)) True))
% 264.03/264.31 Clause #27739 (by forward demodulation #[27738, 225]): ∀ (a a_1 : Iota), Or (Eq False True) (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (uptakelg (skS.0 11 n0 a_1)) True))
% 264.03/264.31 Clause #27740 (by clausification #[27739]): ∀ (a a_1 : Iota), Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq (uptakelg (skS.0 11 n0 a_1)) True)
% 264.03/264.31 Clause #27741 (by superposition #[27740, 224]): ∀ (a : Iota), Or (Eq (uptakelg (skS.0 11 n0 a)) True) (Eq True False)
% 264.03/264.31 Clause #27746 (by clausification #[27741]): ∀ (a : Iota), Eq (uptakelg (skS.0 11 n0 a)) True
% 264.03/264.31 Clause #27747 (by superposition #[27746, 25552]): ∀ (a a_1 : Iota),
% 264.03/264.31 Or (Eq (gt n0 a) True)
% 264.03/264.31 (Or (Eq (conditionnormo a) True)
% 264.03/264.31 (Or (Eq (conditionhypo a) True) (Or (Eq True False) (Eq (uptakepg (skS.0 12 n0 a_1)) False))))
% 264.03/264.31 Clause #27751 (by clausification #[27747]): ∀ (a a_1 : Iota),
% 264.03/264.31 Or (Eq (gt n0 a) True)
% 264.03/264.31 (Or (Eq (conditionnormo a) True) (Or (Eq (conditionhypo a) True) (Eq (uptakepg (skS.0 12 n0 a_1)) False)))
% 264.03/264.31 Clause #27752 (by superposition #[27751, 27648]): ∀ (a : Iota), Or (Eq (gt n0 a) True) (Or (Eq (conditionnormo a) True) (Or (Eq (conditionhypo a) True) (Eq False True)))
% 264.03/264.31 Clause #27754 (by clausification #[27752]): ∀ (a : Iota), Or (Eq (gt n0 a) True) (Or (Eq (conditionnormo a) True) (Eq (conditionhypo a) True))
% 264.03/264.31 Clause #27755 (by superposition #[27754, 195]): ∀ (a : Iota), Or (Eq (conditionnormo (skS.0 13 a)) True) (Or (Eq (conditionhypo (skS.0 13 a)) True) (Eq True False))
% 264.03/264.31 Clause #27812 (by clausification #[27755]): ∀ (a : Iota), Or (Eq (conditionnormo (skS.0 13 a)) True) (Eq (conditionhypo (skS.0 13 a)) True)
% 264.03/264.31 Clause #27813 (by forward demodulation #[27812, 225]): ∀ (a : Iota), Or (Eq False True) (Eq (conditionhypo (skS.0 13 a)) True)
% 264.03/264.31 Clause #27814 (by clausification #[27813]): ∀ (a : Iota), Eq (conditionhypo (skS.0 13 a)) True
% 264.03/264.31 Clause #27815 (by superposition #[27814, 224]): Eq True False
% 264.03/264.31 Clause #27816 (by clausification #[27815]): False
% 264.03/264.31 SZS output end Proof for theBenchmark.p
%------------------------------------------------------------------------------