TSTP Solution File: SWW834_1 by cvc5---1.0.5
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- Process Solution
%------------------------------------------------------------------------------
% File : cvc5---1.0.5
% Problem : SWW834_1 : TPTP v8.2.0. Released v7.0.0.
% Transfm : none
% Format : tptp:raw
% Command : do_cvc5 %s %d
% Computer : n020.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 : Wed May 29 18:20:42 EDT 2024
% Result : Unsatisfiable 0.47s 0.78s
% Output : Proof 0.47s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.11/0.15 % Problem : SWW834_1 : TPTP v8.2.0. Released v7.0.0.
% 0.11/0.17 % Command : do_cvc5 %s %d
% 0.17/0.38 % Computer : n020.cluster.edu
% 0.17/0.38 % Model : x86_64 x86_64
% 0.17/0.38 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.17/0.38 % Memory : 8042.1875MB
% 0.17/0.38 % OS : Linux 3.10.0-693.el7.x86_64
% 0.17/0.38 % CPULimit : 300
% 0.17/0.38 % WCLimit : 300
% 0.17/0.38 % DateTime : Sun May 26 06:29:39 EDT 2024
% 0.17/0.38 % CPUTime :
% 0.45/0.60 %----Proving TF0_ARI
% 0.45/0.61 --- Run --finite-model-find --decision=internal at 15...
% 0.47/0.78 % SZS status Unsatisfiable for /export/starexec/sandbox2/tmp/tmp.RuVIQ1E7uy/cvc5---1.0.5_609.smt2
% 0.47/0.78 % SZS output start Proof for /export/starexec/sandbox2/tmp/tmp.RuVIQ1E7uy/cvc5---1.0.5_609.smt2
% 0.47/0.83 (assume a0 (not (= tptp.f1 tptp.f2)))
% 0.47/0.83 (assume a1 (not (or (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)))))
% 0.47/0.83 (assume a2 (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)))))))
% 0.47/0.83 (assume a3 (=> (= tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))))
% 0.47/0.83 (assume a4 (=> (< tptp.f7 tptp.f5) (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))))
% 0.47/0.83 (assume a5 (< 0.0 tptp.f5))
% 0.47/0.83 (assume a6 (< tptp.f5 (* 2.0 tptp.f7)))
% 0.47/0.83 (assume a7 (< 0.0 tptp.f5))
% 0.47/0.83 (assume a8 (< tptp.f5 (* 2.0 tptp.f7)))
% 0.47/0.83 (assume a9 (=> (= tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))))
% 0.47/0.83 (assume a10 (exists ((A__questionmark_v_0_2 Real)) (and (= A__questionmark_v_0_2 0.0) (=> (< A__questionmark_v_0_2 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_2)))))))
% 0.47/0.83 (assume a11 (=> (< tptp.f7 tptp.f5) (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))))
% 0.47/0.83 (assume a12 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f6 (+ A__questionmark_v0 A__questionmark_v1)) (- (* (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v1)) (* (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f4 A__questionmark_v1))))))
% 0.47/0.83 (assume a13 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f6 (- A__questionmark_v0 A__questionmark_v1)) (+ (* (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v1)) (* (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f4 A__questionmark_v1))))))
% 0.47/0.83 (assume a14 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f6 (- A__questionmark_v0 A__questionmark_v1)) (+ (* (tptp.f3 tptp.f6 A__questionmark_v1) (tptp.f3 tptp.f6 A__questionmark_v0)) (* (tptp.f3 tptp.f4 A__questionmark_v1) (tptp.f3 tptp.f4 A__questionmark_v0))))))
% 0.47/0.83 (assume a15 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f4 (+ A__questionmark_v0 A__questionmark_v1)) (+ (* (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v1)) (* (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f4 A__questionmark_v1))))))
% 0.47/0.83 (assume a16 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f4 (- A__questionmark_v0 A__questionmark_v1)) (- (* (tptp.f3 tptp.f6 A__questionmark_v1) (tptp.f3 tptp.f4 A__questionmark_v0)) (* (tptp.f3 tptp.f4 A__questionmark_v1) (tptp.f3 tptp.f6 A__questionmark_v0))))))
% 0.47/0.83 (assume a17 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f4 (- A__questionmark_v0 A__questionmark_v1)) (- (* (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v1)) (* (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f4 A__questionmark_v1))))))
% 0.47/0.83 (assume a18 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_3 Real)) (and (= A__questionmark_v_0_3 2.0) (= (tptp.f3 tptp.f4 (* A__questionmark_v_0_3 A__questionmark_v0)) (* (* A__questionmark_v_0_3 (tptp.f3 tptp.f4 A__questionmark_v0)) (tptp.f3 tptp.f6 A__questionmark_v0)))))))
% 0.47/0.83 (assume a19 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_4 Real) (A__questionmark_v_1_5 Real)) (and (= A__questionmark_v_0_4 (tptp.f3 tptp.f6 A__questionmark_v0)) (= A__questionmark_v_1_5 (tptp.f3 tptp.f4 A__questionmark_v0)) (= (+ (* A__questionmark_v_0_4 A__questionmark_v_0_4) (* A__questionmark_v_1_5 A__questionmark_v_1_5)) 1.0)))))
% 0.47/0.83 (assume a20 (forall ((A__questionmark_v0 Real)) (=> (= (tptp.f3 tptp.f6 A__questionmark_v0) 1.0) (= (tptp.f3 tptp.f4 A__questionmark_v0) 0.0))))
% 0.47/0.83 (assume a21 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_6 Real) (A__questionmark_v_1_7 Real)) (and (= A__questionmark_v_0_6 0.0) (= A__questionmark_v_1_7 (tptp.f3 tptp.f6 A__questionmark_v0)) (=> (= (tptp.f3 tptp.f4 A__questionmark_v0) A__questionmark_v_0_6) (and (=> (< A__questionmark_v_1_7 A__questionmark_v_0_6) (= (- A__questionmark_v_1_7) 1.0)) (=> (not (< A__questionmark_v_1_7 A__questionmark_v_0_6)) (= A__questionmark_v_1_7 1.0))))))))
% 0.47/0.83 (assume a22 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f4 (- A__questionmark_v0 tptp.f7)) (- (tptp.f3 tptp.f4 A__questionmark_v0)))))
% 0.47/0.83 (assume a23 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f4 (- (/ tptp.f7 2.0) A__questionmark_v0)))))
% 0.47/0.83 (assume a24 (not (= tptp.f7 0.0)))
% 0.47/0.83 (assume a25 (not (< tptp.f7 0.0)))
% 0.47/0.83 (assume a26 (not (= (/ tptp.f7 2.0) 0.0)))
% 0.47/0.83 (assume a27 (exists ((A__questionmark_v_0_8 Real)) (and (= A__questionmark_v_0_8 2.0) (not (= (/ tptp.f7 A__questionmark_v_0_8) A__questionmark_v_0_8)))))
% 0.47/0.83 (assume a28 (< 0.0 tptp.f7))
% 0.47/0.83 (assume a29 (<= 0.0 tptp.f7))
% 0.47/0.83 (assume a30 (< tptp.f7 4.0))
% 0.47/0.83 (assume a31 (< 0.0 (/ tptp.f7 2.0)))
% 0.47/0.83 (assume a32 (<= 0.0 (/ tptp.f7 2.0)))
% 0.47/0.83 (assume a33 (<= 2.0 tptp.f7))
% 0.47/0.83 (assume a34 (< (- (/ tptp.f7 2.0)) 0.0))
% 0.47/0.83 (assume a35 (< (- (* 2.0 tptp.f7)) tptp.f7))
% 0.47/0.83 (assume a36 (exists ((A__questionmark_v_0_9 Real)) (and (= A__questionmark_v_0_9 2.0) (< (/ tptp.f7 A__questionmark_v_0_9) A__questionmark_v_0_9))))
% 0.47/0.83 (assume a37 (exists ((A__questionmark_v_0_10 Real)) (and (= A__questionmark_v_0_10 2.0) (<= (/ tptp.f7 A__questionmark_v_0_10) A__questionmark_v_0_10))))
% 0.47/0.83 (assume a38 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_11 Real)) (and (= A__questionmark_v_0_11 (/ tptp.f7 2.0)) (=> (<= (- A__questionmark_v_0_11) A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v_0_11) (<= 0.0 (tptp.f3 tptp.f6 A__questionmark_v0))))))))
% 0.47/0.83 (assume a39 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_12 Real)) (and (= A__questionmark_v_0_12 (/ tptp.f7 2.0)) (=> (< (- A__questionmark_v_0_12) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_12) (< 0.0 (tptp.f3 tptp.f6 A__questionmark_v0))))))))
% 0.47/0.83 (assume a40 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (<= (- tptp.f7) A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v1) (=> (<= A__questionmark_v1 0.0) (<= (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v1)))))))
% 0.47/0.83 (assume a41 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (<= (- tptp.f7) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v1) (=> (<= A__questionmark_v1 0.0) (< (tptp.f3 tptp.f6 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v1)))))))
% 0.47/0.83 (assume a42 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_13 Real)) (and (= A__questionmark_v_0_13 0.0) (=> (< A__questionmark_v_0_13 A__questionmark_v0) (=> (< A__questionmark_v0 (/ tptp.f7 2.0)) (< A__questionmark_v_0_13 (tptp.f3 tptp.f6 A__questionmark_v0))))))))
% 0.47/0.83 (assume a43 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (<= 0.0 A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v1) (=> (<= A__questionmark_v1 tptp.f7) (<= (tptp.f3 tptp.f6 A__questionmark_v1) (tptp.f3 tptp.f6 A__questionmark_v0)))))))
% 0.47/0.83 (assume a44 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (<= 0.0 A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v1) (=> (<= A__questionmark_v1 tptp.f7) (< (tptp.f3 tptp.f6 A__questionmark_v1) (tptp.f3 tptp.f6 A__questionmark_v0)))))))
% 0.47/0.83 (assume a45 (= (tptp.f3 tptp.f6 (* (/ 3.0 2.0) tptp.f7)) 0.0))
% 0.47/0.83 (assume a46 (= (tptp.f3 tptp.f6 (* 2.0 tptp.f7)) 1.0))
% 0.47/0.83 (assume a47 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f6 (+ A__questionmark_v0 (* 2.0 tptp.f7))) (tptp.f3 tptp.f6 A__questionmark_v0))))
% 0.47/0.83 (assume a48 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f6 (+ A__questionmark_v0 tptp.f7)) (- (tptp.f3 tptp.f6 A__questionmark_v0)))))
% 0.47/0.83 (assume a49 (= (tptp.f3 tptp.f6 (/ tptp.f7 3.0)) (/ 1.0 2.0)))
% 0.47/0.83 (assume a50 (= (tptp.f3 tptp.f6 (/ tptp.f7 2.0)) 0.0))
% 0.47/0.83 (assume a51 (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)))
% 0.47/0.83 (assume a52 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_14 Real)) (and (= A__questionmark_v_0_14 0.0) (=> (< (/ (- tptp.f7) 2.0) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_14) (< (tptp.f3 tptp.f4 A__questionmark_v0) A__questionmark_v_0_14)))))))
% 0.47/0.83 (assume a53 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_15 Real)) (and (= A__questionmark_v_0_15 (/ tptp.f7 2.0)) (=> (<= (- A__questionmark_v_0_15) A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v1) (=> (<= A__questionmark_v1 A__questionmark_v_0_15) (<= (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f4 A__questionmark_v1)))))))))
% 0.47/0.83 (assume a54 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_16 Real)) (and (= A__questionmark_v_0_16 0.0) (=> (< A__questionmark_v_0_16 A__questionmark_v0) (=> (< A__questionmark_v0 (/ tptp.f7 2.0)) (< A__questionmark_v_0_16 (tptp.f3 tptp.f4 A__questionmark_v0))))))))
% 0.47/0.83 (assume a55 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_17 Real)) (and (= A__questionmark_v_0_17 0.0) (=> (<= A__questionmark_v_0_17 A__questionmark_v0) (=> (<= A__questionmark_v0 tptp.f7) (<= A__questionmark_v_0_17 (tptp.f3 tptp.f4 A__questionmark_v0))))))))
% 0.47/0.83 (assume a56 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_18 Real)) (and (= A__questionmark_v_0_18 0.0) (=> (< A__questionmark_v_0_18 A__questionmark_v0) (=> (< A__questionmark_v0 tptp.f7) (< A__questionmark_v_0_18 (tptp.f3 tptp.f4 A__questionmark_v0))))))))
% 0.47/0.83 (assume a57 (= (tptp.f3 tptp.f4 (* (/ 3.0 2.0) tptp.f7)) (- 1.0)))
% 0.47/0.83 (assume a58 (= (tptp.f3 tptp.f4 (* 2.0 tptp.f7)) 0.0))
% 0.47/0.83 (assume a59 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f4 (+ A__questionmark_v0 (* 2.0 tptp.f7))) (tptp.f3 tptp.f4 A__questionmark_v0))))
% 0.47/0.83 (assume a60 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f4 (+ A__questionmark_v0 tptp.f7)) (- (tptp.f3 tptp.f4 A__questionmark_v0)))))
% 0.47/0.83 (assume a61 (= (tptp.f3 tptp.f4 (/ tptp.f7 6.0)) (/ 1.0 2.0)))
% 0.47/0.83 (assume a62 (= (tptp.f3 tptp.f4 (/ tptp.f7 2.0)) 1.0))
% 0.47/0.83 (assume a63 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f4 (+ tptp.f7 A__questionmark_v0)) (- (tptp.f3 tptp.f4 A__questionmark_v0)))))
% 0.47/0.83 (assume a64 (= (tptp.f3 tptp.f4 tptp.f7) 0.0))
% 0.47/0.83 (assume a65 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_19 Real)) (and (= A__questionmark_v_0_19 2.0) (=> (< 0.0 A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_19) (< (tptp.f3 tptp.f6 (* A__questionmark_v_0_19 A__questionmark_v0)) 1.0)))))))
% 0.47/0.83 (assume a66 (<= (tptp.f3 tptp.f6 2.0) 0.0))
% 0.47/0.83 (assume a67 (< (tptp.f3 tptp.f6 2.0) 0.0))
% 0.47/0.83 (assume a68 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f6 (- A__questionmark_v0)) (tptp.f3 tptp.f6 A__questionmark_v0))))
% 0.47/0.83 (assume a69 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_20 Real)) (and (= A__questionmark_v_0_20 (tptp.f3 tptp.f6 A__questionmark_v0)) (=> (< A__questionmark_v_0_20 0.0) (<= (- A__questionmark_v_0_20) 1.0)) (=> (not (< A__questionmark_v_0_20 0.0)) (<= A__questionmark_v_0_20 1.0))))))
% 0.47/0.83 (assume a70 (forall ((A__questionmark_v0 Real)) (<= (tptp.f3 tptp.f6 A__questionmark_v0) 1.0)))
% 0.47/0.83 (assume a71 (forall ((A__questionmark_v0 Real)) (<= (- 1.0) (tptp.f3 tptp.f6 A__questionmark_v0))))
% 0.47/0.83 (assume a72 (= (tptp.f3 tptp.f6 0.0) 1.0))
% 0.47/0.83 (assume a73 (not (= (tptp.f3 tptp.f6 2.0) 0.0)))
% 0.47/0.83 (assume a74 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_21 Real)) (and (= A__questionmark_v_0_21 0.0) (=> (< A__questionmark_v_0_21 A__questionmark_v0) (=> (< A__questionmark_v0 2.0) (< A__questionmark_v_0_21 (tptp.f3 tptp.f4 A__questionmark_v0))))))))
% 0.47/0.83 (assume a75 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f4 (- A__questionmark_v0)) (- (tptp.f3 tptp.f4 A__questionmark_v0)))))
% 0.47/0.83 (assume a76 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_22 Real)) (and (= A__questionmark_v_0_22 (tptp.f3 tptp.f4 A__questionmark_v0)) (=> (< A__questionmark_v_0_22 0.0) (<= (- A__questionmark_v_0_22) 1.0)) (=> (not (< A__questionmark_v_0_22 0.0)) (<= A__questionmark_v_0_22 1.0))))))
% 0.47/0.83 (assume a77 (forall ((A__questionmark_v0 Real)) (<= (tptp.f3 tptp.f4 A__questionmark_v0) 1.0)))
% 0.47/0.83 (assume a78 (forall ((A__questionmark_v0 Real)) (<= (- 1.0) (tptp.f3 tptp.f4 A__questionmark_v0))))
% 0.47/0.83 (assume a79 (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23))))
% 0.47/0.83 (assume a80 (forall ((A__questionmark_v0 Real)) (= (- (tptp.f3 tptp.f4 A__questionmark_v0)) (tptp.f3 tptp.f6 (+ A__questionmark_v0 (/ tptp.f7 2.0))))))
% 0.47/0.83 (assume a81 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f6 (- (/ tptp.f7 2.0) A__questionmark_v0)))))
% 0.47/0.83 (assume a82 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (exists ((A__questionmark_v1 Real) (A__questionmark_v_0_24 Real)) (and (= A__questionmark_v_0_24 (/ tptp.f7 2.0)) (<= (- A__questionmark_v_0_24) A__questionmark_v1) (<= A__questionmark_v1 A__questionmark_v_0_24) (= (tptp.f3 tptp.f4 A__questionmark_v1) A__questionmark_v0) (forall ((A__questionmark_v2 Real)) (=> (and (<= (- A__questionmark_v_0_24) A__questionmark_v2) (<= A__questionmark_v2 A__questionmark_v_0_24) (= (tptp.f3 tptp.f4 A__questionmark_v2) A__questionmark_v0)) (= A__questionmark_v2 A__questionmark_v1)))))))))
% 0.47/0.83 (assume a83 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (exists ((A__questionmark_v1 Real)) (and (<= 0.0 A__questionmark_v1) (<= A__questionmark_v1 tptp.f7) (= (tptp.f3 tptp.f6 A__questionmark_v1) A__questionmark_v0) (forall ((A__questionmark_v2 Real)) (=> (and (<= 0.0 A__questionmark_v2) (<= A__questionmark_v2 tptp.f7) (= (tptp.f3 tptp.f6 A__questionmark_v2) A__questionmark_v0)) (= A__questionmark_v2 A__questionmark_v1)))))))))
% 0.47/0.83 (assume a84 (exists ((A__questionmark_v0 Real) (A__questionmark_v_0_25 Real)) (and (= A__questionmark_v_0_25 0.0) (<= A__questionmark_v_0_25 A__questionmark_v0) (<= A__questionmark_v0 2.0) (= (tptp.f3 tptp.f6 A__questionmark_v0) A__questionmark_v_0_25) (forall ((A__questionmark_v1 Real)) (=> (and (<= A__questionmark_v_0_25 A__questionmark_v1) (<= A__questionmark_v1 2.0) (= (tptp.f3 tptp.f6 A__questionmark_v1) A__questionmark_v_0_25)) (= A__questionmark_v1 A__questionmark_v0))))))
% 0.47/0.83 (assume a85 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (< A__questionmark_v0 0.0) (exists ((A__questionmark_v2 Real) (A__questionmark_v3 Real)) (and (= A__questionmark_v1 (* A__questionmark_v2 (tptp.f3 tptp.f6 A__questionmark_v3))) (= A__questionmark_v0 (* A__questionmark_v2 (tptp.f3 tptp.f4 A__questionmark_v3))))))))
% 0.47/0.83 (assume a86 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (< 0.0 A__questionmark_v0) (exists ((A__questionmark_v2 Real) (A__questionmark_v3 Real)) (and (= A__questionmark_v1 (* A__questionmark_v2 (tptp.f3 tptp.f6 A__questionmark_v3))) (= A__questionmark_v0 (* A__questionmark_v2 (tptp.f3 tptp.f4 A__questionmark_v3))))))))
% 0.47/0.83 (assume a87 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v2 Real) (A__questionmark_v3 Real)) (and (= A__questionmark_v0 (* A__questionmark_v2 (tptp.f3 tptp.f6 A__questionmark_v3))) (= A__questionmark_v1 (* A__questionmark_v2 (tptp.f3 tptp.f4 A__questionmark_v3)))))))
% 0.47/0.83 (assume a88 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_26 Real)) (and (= A__questionmark_v_1_26 2.0) (exists ((A__questionmark_v_0_27 Real) (A__questionmark_v_2_28 Real)) (and (= A__questionmark_v_0_27 (/ tptp.f7 A__questionmark_v_1_26)) (= A__questionmark_v_2_28 (* A__questionmark_v_1_26 A__questionmark_v0)) (=> (< (- A__questionmark_v_0_27) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_27) (= (tptp.f3 tptp.f8 A__questionmark_v0) (/ (tptp.f3 tptp.f4 A__questionmark_v_2_28) (+ (tptp.f3 tptp.f6 A__questionmark_v_2_28) 1.0)))))))))))
% 0.47/0.83 (assume a89 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_29 Real)) (and (= A__questionmark_v_0_29 (/ tptp.f7 2.0)) (=> (<= (- A__questionmark_v_0_29) A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v_0_29) (= (tptp.f3 tptp.f9 (tptp.f3 tptp.f4 A__questionmark_v0)) A__questionmark_v0)))))))
% 0.47/0.83 (assume a90 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_30 Real) (A__questionmark_v_0_31 Real)) (and (= A__questionmark_v_1_30 (/ tptp.f7 2.0)) (= A__questionmark_v_0_31 (tptp.f3 tptp.f9 A__questionmark_v0)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (and (<= (- A__questionmark_v_1_30) A__questionmark_v_0_31) (<= A__questionmark_v_0_31 A__questionmark_v_1_30) (= (tptp.f3 tptp.f4 A__questionmark_v_0_31) A__questionmark_v0))))))))
% 0.47/0.83 (assume a91 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_32 Real)) (and (= A__questionmark_v_0_32 (tptp.f3 tptp.f9 A__questionmark_v0)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (and (<= (- (/ tptp.f7 2.0)) A__questionmark_v_0_32) (<= A__questionmark_v_0_32 tptp.f7) (= (tptp.f3 tptp.f4 A__questionmark_v_0_32) A__questionmark_v0))))))))
% 0.47/0.83 (assume a92 (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33))))
% 0.47/0.83 (assume a93 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f8 (- A__questionmark_v0)) (- (tptp.f3 tptp.f8 A__questionmark_v0)))))
% 0.47/0.83 (assume a94 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_34 Real) (A__questionmark_v_1_35 Real) (A__questionmark_v_2_36 Real)) (and (= A__questionmark_v_0_34 0.0) (= A__questionmark_v_1_35 (tptp.f3 tptp.f6 A__questionmark_v0)) (= A__questionmark_v_2_36 (tptp.f3 tptp.f6 A__questionmark_v1)) (=> (not (= A__questionmark_v_1_35 A__questionmark_v_0_34)) (=> (not (= A__questionmark_v_2_36 A__questionmark_v_0_34)) (= (- 1.0 (* (tptp.f3 tptp.f8 A__questionmark_v0) (tptp.f3 tptp.f8 A__questionmark_v1))) (/ (tptp.f3 tptp.f6 (+ A__questionmark_v0 A__questionmark_v1)) (* A__questionmark_v_1_35 A__questionmark_v_2_36)))))))))
% 0.47/0.83 (assume a95 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_37 Real) (A__questionmark_v_1_38 Real) (A__questionmark_v_2_39 Real) (A__questionmark_v_3_40 Real)) (and (= A__questionmark_v_0_37 0.0) (= A__questionmark_v_1_38 (+ A__questionmark_v0 A__questionmark_v1)) (= A__questionmark_v_2_39 (tptp.f3 tptp.f8 A__questionmark_v0)) (= A__questionmark_v_3_40 (tptp.f3 tptp.f8 A__questionmark_v1)) (=> (not (= (tptp.f3 tptp.f6 A__questionmark_v0) A__questionmark_v_0_37)) (=> (not (= (tptp.f3 tptp.f6 A__questionmark_v1) A__questionmark_v_0_37)) (=> (not (= (tptp.f3 tptp.f6 A__questionmark_v_1_38) A__questionmark_v_0_37)) (= (tptp.f3 tptp.f8 A__questionmark_v_1_38) (/ (+ A__questionmark_v_2_39 A__questionmark_v_3_40) (- 1.0 (* A__questionmark_v_2_39 A__questionmark_v_3_40)))))))))))
% 0.47/0.83 (assume a96 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_41 Real)) (and (= A__questionmark_v_0_41 0.0) (=> (< (/ (- tptp.f7) 2.0) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_41) (< (tptp.f3 tptp.f8 A__questionmark_v0) A__questionmark_v_0_41)))))))
% 0.47/0.83 (assume a97 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_42 Real)) (and (= A__questionmark_v_0_42 (/ tptp.f7 2.0)) (exists ((A__questionmark_v_1_43 Real)) (and (= A__questionmark_v_1_43 (- A__questionmark_v_0_42)) (=> (< A__questionmark_v_1_43 A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_42) (=> (< A__questionmark_v_1_43 A__questionmark_v1) (=> (< A__questionmark_v1 A__questionmark_v_0_42) (= (< A__questionmark_v0 A__questionmark_v1) (< (tptp.f3 tptp.f8 A__questionmark_v0) (tptp.f3 tptp.f8 A__questionmark_v1)))))))))))))
% 0.47/0.83 (assume a98 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_44 Real)) (and (= A__questionmark_v_0_44 (/ tptp.f7 2.0)) (=> (< (- A__questionmark_v_0_44) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v1) (=> (< A__questionmark_v1 A__questionmark_v_0_44) (< (tptp.f3 tptp.f8 A__questionmark_v0) (tptp.f3 tptp.f8 A__questionmark_v1)))))))))
% 0.47/0.83 (assume a99 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_45 Real)) (and (= A__questionmark_v_0_45 0.0) (=> (< A__questionmark_v_0_45 A__questionmark_v0) (=> (< A__questionmark_v0 (/ tptp.f7 2.0)) (< A__questionmark_v_0_45 (tptp.f3 tptp.f8 A__questionmark_v0))))))))
% 0.47/0.83 (assume a100 (forall ((A__questionmark_v0 Real)) (= (/ 1.0 (tptp.f3 tptp.f8 A__questionmark_v0)) (tptp.f3 tptp.f8 (- (/ tptp.f7 2.0) A__questionmark_v0)))))
% 0.47/0.83 (assume a101 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f8 (+ A__questionmark_v0 (* 2.0 tptp.f7))) (tptp.f3 tptp.f8 A__questionmark_v0))))
% 0.47/0.83 (assume a102 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f8 (+ A__questionmark_v0 tptp.f7)) (tptp.f3 tptp.f8 A__questionmark_v0))))
% 0.47/0.83 (assume a103 (= (tptp.f3 tptp.f8 (/ tptp.f7 4.0)) 1.0))
% 0.47/0.83 (assume a104 (= (tptp.f3 tptp.f8 tptp.f7) 0.0))
% 0.47/0.83 (assume a105 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_46 Real) (A__questionmark_v_0_47 Real)) (and (= A__questionmark_v_1_46 (/ tptp.f7 2.0)) (= A__questionmark_v_0_47 (tptp.f3 tptp.f9 A__questionmark_v0)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (and (<= (- A__questionmark_v_1_46) A__questionmark_v_0_47) (<= A__questionmark_v_0_47 A__questionmark_v_1_46))))))))
% 0.47/0.83 (assume a106 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_48 Real) (A__questionmark_v_0_49 Real)) (and (= A__questionmark_v_1_48 (/ tptp.f7 2.0)) (= A__questionmark_v_0_49 (tptp.f3 tptp.f9 A__questionmark_v0)) (=> (< (- 1.0) A__questionmark_v0) (=> (< A__questionmark_v0 1.0) (and (< (- A__questionmark_v_1_48) A__questionmark_v_0_49) (< A__questionmark_v_0_49 A__questionmark_v_1_48))))))))
% 0.47/0.83 (assume a107 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (<= (- (/ tptp.f7 2.0)) (tptp.f3 tptp.f9 A__questionmark_v0))))))
% 0.47/0.83 (assume a108 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (<= (tptp.f3 tptp.f9 A__questionmark_v0) (/ tptp.f7 2.0))))))
% 0.47/0.83 (assume a109 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (= (tptp.f3 tptp.f4 (tptp.f3 tptp.f9 A__questionmark_v0)) A__questionmark_v0)))))
% 0.47/0.83 (assume a110 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f8 A__questionmark_v0) (/ (tptp.f3 tptp.f4 A__questionmark_v0) (tptp.f3 tptp.f6 A__questionmark_v0)))))
% 0.47/0.83 (assume a111 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_50 Real) (A__questionmark_v_1_51 Real) (A__questionmark_v_2_52 Real)) (and (= A__questionmark_v_0_50 0.0) (= A__questionmark_v_1_51 (tptp.f3 tptp.f6 A__questionmark_v0)) (= A__questionmark_v_2_52 (tptp.f3 tptp.f6 A__questionmark_v1)) (=> (not (= A__questionmark_v_1_51 A__questionmark_v_0_50)) (=> (not (= A__questionmark_v_2_52 A__questionmark_v_0_50)) (= (+ (tptp.f3 tptp.f8 A__questionmark_v0) (tptp.f3 tptp.f8 A__questionmark_v1)) (/ (tptp.f3 tptp.f4 (+ A__questionmark_v0 A__questionmark_v1)) (* A__questionmark_v_1_51 A__questionmark_v_2_52)))))))))
% 0.47/0.83 (assume a112 (forall ((A__questionmark_v0 Real)) (=> (and (=> (< A__questionmark_v0 0.0) (< (- A__questionmark_v0) 1.0)) (=> (not (< A__questionmark_v0 0.0)) (< A__questionmark_v0 1.0))) (exists ((A__questionmark_v1 Real) (A__questionmark_v_0_53 Real)) (and (= A__questionmark_v_0_53 (/ tptp.f7 4.0)) (< (- A__questionmark_v_0_53) A__questionmark_v1) (< A__questionmark_v1 A__questionmark_v_0_53) (= (tptp.f3 tptp.f8 A__questionmark_v1) A__questionmark_v0))))))
% 0.47/0.83 (assume a113 (forall ((A__questionmark_v0 Real)) (=> (<= 0.0 A__questionmark_v0) (exists ((A__questionmark_v1 Real)) (and (<= 0.0 A__questionmark_v1) (< A__questionmark_v1 (/ tptp.f7 2.0)) (= (tptp.f3 tptp.f8 A__questionmark_v1) A__questionmark_v0))))))
% 0.47/0.83 (assume a114 (forall ((A__questionmark_v0 Real)) (=> (< 0.0 A__questionmark_v0) (exists ((A__questionmark_v1 Real)) (and (< 0.0 A__questionmark_v1) (< A__questionmark_v1 (/ tptp.f7 2.0)) (< A__questionmark_v0 (tptp.f3 tptp.f8 A__questionmark_v1)))))))
% 0.47/0.83 (assume a115 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v1 Real) (A__questionmark_v_0_54 Real)) (and (= A__questionmark_v_0_54 (/ tptp.f7 2.0)) (< (- A__questionmark_v_0_54) A__questionmark_v1) (< A__questionmark_v1 A__questionmark_v_0_54) (= (tptp.f3 tptp.f8 A__questionmark_v1) A__questionmark_v0) (forall ((A__questionmark_v2 Real)) (=> (and (< (- A__questionmark_v_0_54) A__questionmark_v2) (< A__questionmark_v2 A__questionmark_v_0_54) (= (tptp.f3 tptp.f8 A__questionmark_v2) A__questionmark_v0)) (= A__questionmark_v2 A__questionmark_v1)))))))
% 0.47/0.83 (assume a116 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v1 Real) (A__questionmark_v_0_55 Real)) (and (= A__questionmark_v_0_55 (/ tptp.f7 2.0)) (< (- A__questionmark_v_0_55) A__questionmark_v1) (< A__questionmark_v1 A__questionmark_v_0_55) (= (tptp.f3 tptp.f8 A__questionmark_v1) A__questionmark_v0)))))
% 0.47/0.83 (assume a117 (forall ((A__questionmark_v0 Real)) (=> (<= 0.0 A__questionmark_v0) (=> (<= A__questionmark_v0 tptp.f7) (= (tptp.f3 tptp.f10 (tptp.f3 tptp.f6 A__questionmark_v0)) A__questionmark_v0)))))
% 0.47/0.83 (assume a118 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (<= 0.0 (tptp.f3 tptp.f10 A__questionmark_v0))))))
% 0.47/0.83 (assume a119 (forall ((A__questionmark_v0 Real)) (=> (and (=> (< A__questionmark_v0 0.0) (<= (- A__questionmark_v0) 1.0)) (=> (not (< A__questionmark_v0 0.0)) (<= A__questionmark_v0 1.0))) (= (tptp.f3 tptp.f6 (tptp.f3 tptp.f10 A__questionmark_v0)) A__questionmark_v0))))
% 0.47/0.83 (assume a120 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (= (tptp.f3 tptp.f6 (tptp.f3 tptp.f10 A__questionmark_v0)) A__questionmark_v0)))))
% 0.47/0.83 (assume a121 (forall ((A__questionmark_v0 Real)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (<= (tptp.f3 tptp.f10 A__questionmark_v0) tptp.f7)))))
% 0.47/0.83 (assume a122 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_56 Real)) (and (= A__questionmark_v_0_56 (tptp.f3 tptp.f10 A__questionmark_v0)) (=> (< (- 1.0) A__questionmark_v0) (=> (< A__questionmark_v0 1.0) (and (< 0.0 A__questionmark_v_0_56) (< A__questionmark_v_0_56 tptp.f7))))))))
% 0.47/0.83 (assume a123 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_57 Real)) (and (= A__questionmark_v_0_57 (tptp.f3 tptp.f10 A__questionmark_v0)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (and (<= 0.0 A__questionmark_v_0_57) (<= A__questionmark_v_0_57 tptp.f7))))))))
% 0.47/0.83 (assume a124 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_58 Real)) (and (= A__questionmark_v_0_58 (tptp.f3 tptp.f10 A__questionmark_v0)) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 1.0) (and (<= 0.0 A__questionmark_v_0_58) (<= A__questionmark_v_0_58 tptp.f7) (= (tptp.f3 tptp.f6 A__questionmark_v_0_58) A__questionmark_v0))))))))
% 0.47/0.83 (assume a125 (forall ((A__questionmark_v0 Real)) (=> (<= A__questionmark_v0 0.0) (=> (<= (- tptp.f7) A__questionmark_v0) (= (tptp.f3 tptp.f10 (tptp.f3 tptp.f6 A__questionmark_v0)) (- A__questionmark_v0))))))
% 0.47/0.83 (assume a126 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_59 Real) (A__questionmark_v_0_60 Real)) (and (= A__questionmark_v_1_59 (/ tptp.f7 2.0)) (= A__questionmark_v_0_60 (tptp.f3 tptp.f11 A__questionmark_v0)) (< (- A__questionmark_v_1_59) A__questionmark_v_0_60) (< A__questionmark_v_0_60 A__questionmark_v_1_59) (= (tptp.f3 tptp.f8 A__questionmark_v_0_60) A__questionmark_v0)))))
% 0.47/0.83 (assume a127 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_61 Real)) (and (= A__questionmark_v_0_61 (/ tptp.f7 2.0)) (=> (< (- A__questionmark_v_0_61) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_61) (= (tptp.f3 tptp.f11 (tptp.f3 tptp.f8 A__questionmark_v0)) A__questionmark_v0)))))))
% 0.47/0.83 (assume a128 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_62 Real) (A__questionmark_v_2_63 Real)) (and (= A__questionmark_v_0_62 0.0) (= A__questionmark_v_2_63 2.0) (exists ((A__questionmark_v_1_64 Real) (A__questionmark_v_3_65 Real)) (and (= A__questionmark_v_1_64 (* A__questionmark_v_2_63 A__questionmark_v0)) (= A__questionmark_v_3_65 (tptp.f3 tptp.f8 A__questionmark_v0)) (=> (not (= (tptp.f3 tptp.f6 A__questionmark_v0) A__questionmark_v_0_62)) (=> (not (= (tptp.f3 tptp.f6 A__questionmark_v_1_64) A__questionmark_v_0_62)) (= (tptp.f3 tptp.f8 A__questionmark_v_1_64) (/ (* A__questionmark_v_2_63 A__questionmark_v_3_65) (- 1.0 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v_3_65) (tptp.f15 tptp.f16 2)))))))))))))
% 0.47/0.83 (assume a129 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Int)) (= (tptp.f3 tptp.f8 (+ A__questionmark_v0 (* (tptp.f17 tptp.f18 A__questionmark_v1) tptp.f7))) (tptp.f3 tptp.f8 A__questionmark_v0))))
% 0.47/0.83 (assume a130 (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66))))
% 0.47/0.83 (assume a131 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f11 (- A__questionmark_v0)) (- (tptp.f3 tptp.f11 A__questionmark_v0)))))
% 0.47/0.83 (assume a132 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (< A__questionmark_v0 A__questionmark_v1) (< (tptp.f3 tptp.f11 A__questionmark_v0) (tptp.f3 tptp.f11 A__questionmark_v1)))))
% 0.47/0.83 (assume a133 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (<= A__questionmark_v0 A__questionmark_v1) (<= (tptp.f3 tptp.f11 A__questionmark_v0) (tptp.f3 tptp.f11 A__questionmark_v1)))))
% 0.47/0.83 (assume a134 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_67 Real)) (and (= A__questionmark_v_0_67 1.0) (=> (and (=> (< A__questionmark_v0 0.0) (< (- A__questionmark_v0) A__questionmark_v_0_67)) (=> (not (< A__questionmark_v0 0.0)) (< A__questionmark_v0 A__questionmark_v_0_67))) (< (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2)) A__questionmark_v_0_67))))))
% 0.47/0.83 (assume a135 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_68 Real) (A__questionmark_v_1_69 Real)) (and (= A__questionmark_v_0_68 0.0) (= A__questionmark_v_1_69 1.0) (=> (and (=> (< A__questionmark_v0 A__questionmark_v_0_68) (<= (- A__questionmark_v0) A__questionmark_v_1_69)) (=> (not (< A__questionmark_v0 A__questionmark_v_0_68)) (<= A__questionmark_v0 A__questionmark_v_1_69))) (=> (and (=> (< A__questionmark_v1 A__questionmark_v_0_68) (< (- A__questionmark_v1) A__questionmark_v_1_69)) (=> (not (< A__questionmark_v1 A__questionmark_v_0_68)) (< A__questionmark_v1 A__questionmark_v_1_69))) (= (+ (tptp.f3 tptp.f11 A__questionmark_v0) (tptp.f3 tptp.f11 A__questionmark_v1)) (tptp.f3 tptp.f11 (/ (+ A__questionmark_v0 A__questionmark_v1) (- A__questionmark_v_1_69 (* A__questionmark_v0 A__questionmark_v1)))))))))))
% 0.47/0.83 (assume a136 (forall ((A__questionmark_v0 Real)) (not (= (tptp.f3 tptp.f6 (tptp.f3 tptp.f11 A__questionmark_v0)) 0.0))))
% 0.47/0.83 (assume a137 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_70 Real) (A__questionmark_v_0_71 Real)) (and (= A__questionmark_v_1_70 (/ tptp.f7 2.0)) (= A__questionmark_v_0_71 (tptp.f3 tptp.f11 A__questionmark_v0)) (< (- A__questionmark_v_1_70) A__questionmark_v_0_71) (< A__questionmark_v_0_71 A__questionmark_v_1_70)))))
% 0.47/0.83 (assume a138 (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))))
% 0.47/0.83 (assume a139 (forall ((A__questionmark_v0 Real)) (< (- (/ tptp.f7 2.0)) (tptp.f3 tptp.f11 A__questionmark_v0))))
% 0.47/0.83 (assume a140 (forall ((A__questionmark_v0 Real)) (< (tptp.f3 tptp.f11 A__questionmark_v0) (/ tptp.f7 2.0))))
% 0.47/0.83 (assume a141 (= (tptp.f3 tptp.f11 1.0) (/ tptp.f7 4.0)))
% 0.47/0.83 (assume a142 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f8 (tptp.f3 tptp.f11 A__questionmark_v0)) A__questionmark_v0)))
% 0.47/0.83 (assume a143 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_73 |tptp.'S4'|)) (and (= A__questionmark_v_0_73 (tptp.f15 tptp.f16 2)) (= (tptp.f3 tptp.f6 (* 2.0 A__questionmark_v0)) (- (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f6 A__questionmark_v0)) A__questionmark_v_0_73) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f4 A__questionmark_v0)) A__questionmark_v_0_73)))))))
% 0.47/0.83 (assume a144 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_74 |tptp.'S4'|)) (and (= A__questionmark_v_0_74 (tptp.f15 tptp.f16 2)) (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f6 A__questionmark_v0)) A__questionmark_v_0_74) (- 1.0 (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f4 A__questionmark_v0)) A__questionmark_v_0_74)))))))
% 0.47/0.83 (assume a145 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_75 |tptp.'S4'|)) (and (= A__questionmark_v_0_75 (tptp.f15 tptp.f16 2)) (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f4 A__questionmark_v0)) A__questionmark_v_0_75) (- 1.0 (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f6 A__questionmark_v0)) A__questionmark_v_0_75)))))))
% 0.47/0.83 (assume a146 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_76 |tptp.'S4'|)) (and (= A__questionmark_v_0_76 (tptp.f15 tptp.f16 2)) (= (+ (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f6 A__questionmark_v0)) A__questionmark_v_0_76) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f4 A__questionmark_v0)) A__questionmark_v_0_76)) 1.0)))))
% 0.47/0.83 (assume a147 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_77 |tptp.'S4'|)) (and (= A__questionmark_v_0_77 (tptp.f15 tptp.f16 2)) (= (+ (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f4 A__questionmark_v0)) A__questionmark_v_0_77) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f6 A__questionmark_v0)) A__questionmark_v_0_77)) 1.0)))))
% 0.47/0.83 (assume a148 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_78 |tptp.'S4'|) (A__questionmark_v_0_79 Real)) (and (= A__questionmark_v_1_78 (tptp.f15 tptp.f16 2)) (= A__questionmark_v_0_79 (- A__questionmark_v0)) (= (+ (tptp.f12 (tptp.f13 tptp.f14 (+ (tptp.f3 tptp.f4 A__questionmark_v_0_79) (tptp.f3 tptp.f4 A__questionmark_v0))) A__questionmark_v_1_78) (tptp.f12 (tptp.f13 tptp.f14 (- (tptp.f3 tptp.f6 A__questionmark_v_0_79) (tptp.f3 tptp.f6 A__questionmark_v0))) A__questionmark_v_1_78)) 0.0)))))
% 0.47/0.83 (assume a149 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_5_80 |tptp.'S4'|) (A__questionmark_v_3_81 Real) (A__questionmark_v_2_82 Real) (A__questionmark_v_1_83 Real) (A__questionmark_v_4_84 Real) (A__questionmark_v_0_85 Real)) (and (= A__questionmark_v_5_80 (tptp.f15 tptp.f16 2)) (= A__questionmark_v_3_81 (tptp.f3 tptp.f4 A__questionmark_v0)) (= A__questionmark_v_2_82 (tptp.f3 tptp.f6 A__questionmark_v1)) (= A__questionmark_v_1_83 (tptp.f3 tptp.f6 A__questionmark_v0)) (= A__questionmark_v_4_84 (tptp.f3 tptp.f4 A__questionmark_v1)) (= A__questionmark_v_0_85 (+ A__questionmark_v0 A__questionmark_v1)) (= (+ (tptp.f12 (tptp.f13 tptp.f14 (- (tptp.f3 tptp.f4 A__questionmark_v_0_85) (+ (* A__questionmark_v_3_81 A__questionmark_v_2_82) (* A__questionmark_v_1_83 A__questionmark_v_4_84)))) A__questionmark_v_5_80) (tptp.f12 (tptp.f13 tptp.f14 (- (tptp.f3 tptp.f6 A__questionmark_v_0_85) (- (* A__questionmark_v_1_83 A__questionmark_v_2_82) (* A__questionmark_v_3_81 A__questionmark_v_4_84)))) A__questionmark_v_5_80)) 0.0)))))
% 0.47/0.83 (assume a150 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_86 |tptp.'S4'|)) (and (= A__questionmark_v_0_86 (tptp.f15 tptp.f16 2)) (= (+ (tptp.f12 (tptp.f13 tptp.f14 (* A__questionmark_v0 (tptp.f3 tptp.f6 A__questionmark_v1))) A__questionmark_v_0_86) (tptp.f12 (tptp.f13 tptp.f14 (* A__questionmark_v0 (tptp.f3 tptp.f4 A__questionmark_v1))) A__questionmark_v_0_86)) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_86))))))
% 0.47/0.83 (assume a151 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_1_87 Real) (A__questionmark_v_0_88 |tptp.'S4'|)) (and (= A__questionmark_v_1_87 0.0) (= A__questionmark_v_0_88 (tptp.f15 tptp.f16 2)) (= (= (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_88) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_88)) A__questionmark_v_1_87) (and (= A__questionmark_v0 A__questionmark_v_1_87) (= A__questionmark_v1 A__questionmark_v_1_87)))))))
% 0.47/0.83 (assume a152 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_89 |tptp.'S4'|)) (and (= A__questionmark_v_0_89 (tptp.f15 tptp.f16 2)) (= (tptp.f12 (tptp.f13 tptp.f14 (+ A__questionmark_v0 A__questionmark_v1)) A__questionmark_v_0_89) (+ (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_89) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_89)) (* (* 2.0 A__questionmark_v0) A__questionmark_v1)))))))
% 0.47/0.83 (assume a153 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_90 |tptp.'S4'|)) (and (= A__questionmark_v_0_90 (tptp.f15 tptp.f16 2)) (= (* 4.0 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_90)) (tptp.f12 (tptp.f13 tptp.f14 (* 2.0 A__questionmark_v0)) A__questionmark_v_0_90))))))
% 0.47/0.83 (assume a154 (forall ((A__questionmark_v0 |tptp.'S4'|)) (<= 1.0 (tptp.f12 (tptp.f13 tptp.f14 2.0) A__questionmark_v0))))
% 0.47/0.83 (assume a155 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_91 |tptp.'S4'|)) (and (= A__questionmark_v_0_91 (tptp.f15 tptp.f16 2)) (<= (- (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_91)) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_91))))))
% 0.47/0.83 (assume a156 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 |tptp.'S4'|)) (=> (< 0.0 A__questionmark_v0) (exists ((A__questionmark_v2 Real)) (and (< 0.0 A__questionmark_v2) (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) (tptp.f15 tptp.f16 (+ (tptp.f19 tptp.f20 A__questionmark_v1) 1))) A__questionmark_v0))))))
% 0.47/0.83 (assume a157 (forall ((A__questionmark_v0 |tptp.'S4'|) (A__questionmark_v1 Real)) (=> (< 0 (tptp.f19 tptp.f20 A__questionmark_v0)) (=> (< 0.0 A__questionmark_v1) (exists ((A__questionmark_v2 Real)) (and (< 0.0 A__questionmark_v2) (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v0) A__questionmark_v1)))))))
% 0.47/0.83 (assume a158 (forall ((A__questionmark_v0 |tptp.'S4'|) (A__questionmark_v1 Real)) (=> (< 0 (tptp.f19 tptp.f20 A__questionmark_v0)) (=> (< 0.0 A__questionmark_v1) (exists ((A__questionmark_v2 Real)) (and (< 0.0 A__questionmark_v2) (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v0) A__questionmark_v1) (forall ((A__questionmark_v3 Real)) (=> (and (< 0.0 A__questionmark_v3) (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v3) A__questionmark_v0) A__questionmark_v1)) (= A__questionmark_v3 A__questionmark_v2)))))))))
% 0.47/0.83 (assume a159 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_92 |tptp.'S4'|)) (and (= A__questionmark_v_0_92 (tptp.f15 tptp.f16 2)) (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f21 A__questionmark_v0)) A__questionmark_v_0_92) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_92))))))
% 0.47/0.83 (assume a160 (forall ((A__questionmark_v0 Real)) (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 1)) A__questionmark_v0)))
% 0.47/0.83 (assume a161 (forall ((A__questionmark_v0 Real)) (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 1)) A__questionmark_v0)))
% 0.47/0.83 (assume a162 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 |tptp.'S4'|)) (= (tptp.f3 tptp.f21 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v1)) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f21 A__questionmark_v0)) A__questionmark_v1))))
% 0.47/0.83 (assume a163 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_93 Real)) (and (= A__questionmark_v_0_93 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2))) (= (tptp.f3 tptp.f21 A__questionmark_v_0_93) A__questionmark_v_0_93)))))
% 0.47/0.83 (assume a164 (forall ((A__questionmark_v0 Int) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_94 Real)) (and (= A__questionmark_v_0_94 (tptp.f17 tptp.f18 A__questionmark_v0)) (= (= A__questionmark_v_0_94 A__questionmark_v1) (= A__questionmark_v1 A__questionmark_v_0_94))))))
% 0.47/0.83 (assume a165 (forall ((A__questionmark_v0 Int) (A__questionmark_v1 Int)) (exists ((A__questionmark_v_0_95 Int)) (and (= A__questionmark_v_0_95 (tptp.f22 tptp.f23 A__questionmark_v0)) (= (= A__questionmark_v_0_95 A__questionmark_v1) (= A__questionmark_v1 A__questionmark_v_0_95))))))
% 0.47/0.83 (assume a166 (forall ((A__questionmark_v0 Int) (A__questionmark_v1 Int)) (= (= (tptp.f17 tptp.f18 A__questionmark_v0) (tptp.f17 tptp.f18 A__questionmark_v1)) (= A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a167 (forall ((A__questionmark_v0 Int) (A__questionmark_v1 Int)) (= (= (tptp.f22 tptp.f23 A__questionmark_v0) (tptp.f22 tptp.f23 A__questionmark_v1)) (= A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a168 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_1_96 |tptp.'S4'|) (A__questionmark_v_0_97 Real)) (and (= A__questionmark_v_1_96 (tptp.f15 tptp.f16 2)) (= A__questionmark_v_0_97 (tptp.f3 tptp.f6 A__questionmark_v0)) (=> (not (= A__questionmark_v_0_97 0.0)) (= (+ 1.0 (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f8 A__questionmark_v0)) A__questionmark_v_1_96)) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f24 A__questionmark_v_0_97)) A__questionmark_v_1_96)))))))
% 0.47/0.83 (assume a169 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 |tptp.'S4'|)) (= (tptp.f3 tptp.f24 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v1)) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f24 A__questionmark_v0)) A__questionmark_v1))))
% 0.47/0.83 (assume a170 (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98))))
% 0.47/0.83 (assume a171 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (/ A__questionmark_v0 A__questionmark_v1) (* A__questionmark_v0 (tptp.f3 tptp.f24 A__questionmark_v1)))))
% 0.47/0.83 (assume a172 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (/ A__questionmark_v0 A__questionmark_v1) (* A__questionmark_v0 (tptp.f3 tptp.f24 A__questionmark_v1)))))
% 0.47/0.83 (assume a173 (forall ((A__questionmark_v0 Real)) (=> (not (= A__questionmark_v0 0.0)) (= (* (tptp.f3 tptp.f24 A__questionmark_v0) A__questionmark_v0) 1.0))))
% 0.47/0.83 (assume a174 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (exists ((A__questionmark_v_0_99 Real)) (and (= A__questionmark_v_0_99 0.0) (=> (< A__questionmark_v_0_99 A__questionmark_v0) (=> (< A__questionmark_v_0_99 A__questionmark_v1) (=> (< (* A__questionmark_v1 A__questionmark_v2) (* A__questionmark_v0 A__questionmark_v3)) (< (* A__questionmark_v2 (tptp.f3 tptp.f24 A__questionmark_v0)) (* A__questionmark_v3 (tptp.f3 tptp.f24 A__questionmark_v1))))))))))
% 0.47/0.83 (assume a175 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (exists ((A__questionmark_v_0_100 Real)) (and (= A__questionmark_v_0_100 0.0) (=> (< A__questionmark_v_0_100 A__questionmark_v0) (=> (< A__questionmark_v_0_100 A__questionmark_v1) (=> (< (* A__questionmark_v1 A__questionmark_v2) (* A__questionmark_v0 A__questionmark_v3)) (< (* (tptp.f3 tptp.f24 A__questionmark_v0) A__questionmark_v2) (* (tptp.f3 tptp.f24 A__questionmark_v1) A__questionmark_v3)))))))))
% 0.47/0.83 (assume a176 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_101 Real)) (and (= A__questionmark_v_0_101 (tptp.f3 tptp.f6 A__questionmark_v0)) (=> (not (= A__questionmark_v_0_101 0.0)) (= (tptp.f25 tptp.f8 A__questionmark_v0 (tptp.f3 tptp.f24 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v_0_101) (tptp.f15 tptp.f16 2)))) tptp.f1))))))
% 0.47/0.83 (assume a177 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (= (tptp.f3 tptp.f24 A__questionmark_v0) (tptp.f3 tptp.f24 A__questionmark_v1)) (= A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a178 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (= (tptp.f3 tptp.f24 A__questionmark_v0) (tptp.f3 tptp.f24 A__questionmark_v1)) (= A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a179 (forall ((A__questionmark_v0 Real)) (= (tptp.f25 tptp.f6 A__questionmark_v0 (- (tptp.f3 tptp.f4 A__questionmark_v0))) tptp.f1)))
% 0.47/0.83 (assume a180 (forall ((A__questionmark_v0 Real)) (= (tptp.f25 tptp.f4 A__questionmark_v0 (tptp.f3 tptp.f6 A__questionmark_v0)) tptp.f1)))
% 0.47/0.83 (assume a181 (forall ((A__questionmark_v0 Real)) (= (tptp.f25 tptp.f11 A__questionmark_v0 (tptp.f3 tptp.f24 (+ 1.0 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2))))) tptp.f1)))
% 0.47/0.83 (assume a182 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f24 (tptp.f3 tptp.f24 A__questionmark_v0)) A__questionmark_v0)))
% 0.47/0.83 (assume a183 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_102 Real)) (and (= A__questionmark_v_0_102 1.0) (=> (< (- 1.0) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_102) (= (tptp.f25 tptp.f9 A__questionmark_v0 (tptp.f3 tptp.f24 (tptp.f3 tptp.f26 (- A__questionmark_v_0_102 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2)))))) tptp.f1)))))))
% 0.47/0.83 (assume a184 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_103 Real)) (and (= A__questionmark_v_0_103 1.0) (=> (< (- 1.0) A__questionmark_v0) (=> (< A__questionmark_v0 A__questionmark_v_0_103) (= (tptp.f25 tptp.f10 A__questionmark_v0 (tptp.f3 tptp.f24 (- (tptp.f3 tptp.f26 (- A__questionmark_v_0_103 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2))))))) tptp.f1)))))))
% 0.47/0.83 (assume a185 (forall ((A__questionmark_v0 |tptp.'S2'|) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (=> (= (tptp.f25 A__questionmark_v0 A__questionmark_v1 A__questionmark_v2) tptp.f1) (=> (= A__questionmark_v2 A__questionmark_v3) (= (tptp.f25 A__questionmark_v0 A__questionmark_v1 A__questionmark_v3) tptp.f1)))))
% 0.47/0.83 (assume a186 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f26 (tptp.f3 tptp.f24 A__questionmark_v0)) (tptp.f3 tptp.f24 (tptp.f3 tptp.f26 A__questionmark_v0)))))
% 0.47/0.83 (assume a187 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_104 Real)) (and (= A__questionmark_v_0_104 (tptp.f3 tptp.f26 A__questionmark_v0)) (=> (<= 0.0 A__questionmark_v0) (= (/ A__questionmark_v_0_104 A__questionmark_v0) (tptp.f3 tptp.f24 A__questionmark_v_0_104)))))))
% 0.47/0.83 (assume a188 (= (tptp.f3 tptp.f6 (/ tptp.f7 6.0)) (/ (tptp.f3 tptp.f26 3.0) 2.0)))
% 0.47/0.83 (assume a189 (exists ((A__questionmark_v_0_105 Real)) (and (= A__questionmark_v_0_105 2.0) (= (tptp.f3 tptp.f6 (/ tptp.f7 4.0)) (/ (tptp.f3 tptp.f26 A__questionmark_v_0_105) A__questionmark_v_0_105)))))
% 0.47/0.83 (assume a190 (exists ((A__questionmark_v_0_106 Real)) (and (= A__questionmark_v_0_106 2.0) (= (tptp.f3 tptp.f4 (/ tptp.f7 4.0)) (/ (tptp.f3 tptp.f26 A__questionmark_v_0_106) A__questionmark_v_0_106)))))
% 0.47/0.83 (assume a191 (exists ((A__questionmark_v_0_107 Real)) (and (= A__questionmark_v_0_107 3.0) (= (tptp.f3 tptp.f4 (/ tptp.f7 A__questionmark_v_0_107)) (/ (tptp.f3 tptp.f26 A__questionmark_v_0_107) 2.0)))))
% 0.47/0.83 (assume a192 (forall ((A__questionmark_v0 Real)) (=> (< 0.0 A__questionmark_v0) (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f24 (tptp.f3 tptp.f26 A__questionmark_v0))) (tptp.f15 tptp.f16 2)) (tptp.f3 tptp.f24 A__questionmark_v0)))))
% 0.47/0.83 (assume a193 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_108 |tptp.'S4'|)) (and (= A__questionmark_v_0_108 (tptp.f15 tptp.f16 2)) (exists ((A__questionmark_v_1_109 Real)) (and (= A__questionmark_v_1_109 (/ A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_108) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_108))))) (=> (< A__questionmark_v_1_109 0.0) (<= (- A__questionmark_v_1_109) 1.0)) (=> (not (< A__questionmark_v_1_109 0.0)) (<= A__questionmark_v_1_109 1.0))))))))
% 0.47/0.83 (assume a194 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_110 |tptp.'S4'|)) (and (= A__questionmark_v_0_110 (tptp.f15 tptp.f16 2)) (<= 0.0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_110) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_110))))))))
% 0.47/0.83 (assume a195 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (exists ((A__questionmark_v_0_111 |tptp.'S4'|)) (and (= A__questionmark_v_0_111 (tptp.f15 tptp.f16 2)) (<= 0.0 (tptp.f3 tptp.f26 (* (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_111) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_111)) (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v_0_111) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v3) A__questionmark_v_0_111)))))))))
% 0.47/0.83 (assume a196 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_112 |tptp.'S4'|)) (and (= A__questionmark_v_0_112 (tptp.f15 tptp.f16 2)) (<= A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_112) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_112))))))))
% 0.47/0.83 (assume a197 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_113 |tptp.'S4'|)) (and (= A__questionmark_v_0_113 (tptp.f15 tptp.f16 2)) (<= A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_113) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_113))))))))
% 0.47/0.83 (assume a198 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_114 |tptp.'S4'|)) (and (= A__questionmark_v_0_114 (tptp.f15 tptp.f16 2)) (=> (< A__questionmark_v0 0.0) (<= (- A__questionmark_v0) (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_114) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_114))))) (=> (not (< A__questionmark_v0 0.0)) (<= A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_114) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_114)))))))))
% 0.47/0.83 (assume a199 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_115 |tptp.'S4'|)) (and (= A__questionmark_v_0_115 (tptp.f15 tptp.f16 2)) (=> (< A__questionmark_v0 0.0) (<= (- A__questionmark_v0) (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_115) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_115))))) (=> (not (< A__questionmark_v0 0.0)) (<= A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_115) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_115)))))))))
% 0.47/0.83 (assume a200 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 |tptp.'S4'|)) (= (tptp.f3 tptp.f26 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v1)) (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f26 A__questionmark_v0)) A__questionmark_v1))))
% 0.47/0.83 (assume a201 (forall ((A__questionmark_v0 Real)) (and (=> (< A__questionmark_v0 0.0) (= (tptp.f3 tptp.f26 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2))) (- A__questionmark_v0))) (=> (not (< A__questionmark_v0 0.0)) (= (tptp.f3 tptp.f26 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2))) A__questionmark_v0)))))
% 0.47/0.83 (assume a202 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (exists ((A__questionmark_v_0_116 |tptp.'S4'|)) (and (= A__questionmark_v_0_116 (tptp.f15 tptp.f16 2)) (<= (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 (+ A__questionmark_v0 A__questionmark_v1)) A__questionmark_v_0_116) (tptp.f12 (tptp.f13 tptp.f14 (+ A__questionmark_v2 A__questionmark_v3)) A__questionmark_v_0_116))) (+ (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_116) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v_0_116))) (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_116) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v3) A__questionmark_v_0_116)))))))))
% 0.47/0.83 (assume a203 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (exists ((A__questionmark_v_0_117 |tptp.'S4'|)) (and (= A__questionmark_v_0_117 (tptp.f15 tptp.f16 2)) (exists ((A__questionmark_v_1_118 Real)) (and (= A__questionmark_v_1_118 (* (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_117) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_117)) (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v_0_117) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v3) A__questionmark_v_0_117)))) (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f26 A__questionmark_v_1_118)) A__questionmark_v_0_117) A__questionmark_v_1_118)))))))
% 0.47/0.83 (assume a204 (forall ((A__questionmark_v0 Real)) (= (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f26 A__questionmark_v0)) (tptp.f15 tptp.f16 2)) A__questionmark_v0) (<= 0.0 A__questionmark_v0))))
% 0.47/0.83 (assume a205 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_119 Real)) (and (= A__questionmark_v_0_119 0.0) (=> (< A__questionmark_v_0_119 A__questionmark_v0) (< A__questionmark_v_0_119 (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f26 A__questionmark_v0)) (tptp.f15 tptp.f16 2))))))))
% 0.47/0.83 (assume a206 (forall ((A__questionmark_v0 Real)) (=> (<= 0.0 A__questionmark_v0) (= (tptp.f12 (tptp.f13 tptp.f14 (tptp.f3 tptp.f26 A__questionmark_v0)) (tptp.f15 tptp.f16 2)) A__questionmark_v0))))
% 0.47/0.83 (assume a207 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real)) (exists ((A__questionmark_v_1_120 Real) (A__questionmark_v_2_121 |tptp.'S4'|) (A__questionmark_v_0_122 Real)) (and (= A__questionmark_v_1_120 0.0) (= A__questionmark_v_2_121 (tptp.f15 tptp.f16 2)) (= A__questionmark_v_0_122 (/ A__questionmark_v0 2.0)) (=> (< A__questionmark_v_1_120 A__questionmark_v0) (=> (< A__questionmark_v1 A__questionmark_v_0_122) (=> (< A__questionmark_v2 A__questionmark_v_0_122) (=> (<= A__questionmark_v_1_120 A__questionmark_v1) (=> (<= A__questionmark_v_1_120 A__questionmark_v2) (< (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_2_121) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v_2_121))) A__questionmark_v0))))))))))
% 0.47/0.83 (assume a208 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 Real)) (exists ((A__questionmark_v_0_123 Real) (A__questionmark_v_2_124 |tptp.'S4'|) (A__questionmark_v_1_125 Real)) (and (= A__questionmark_v_0_123 0.0) (= A__questionmark_v_2_124 (tptp.f15 tptp.f16 2)) (= A__questionmark_v_1_125 (/ A__questionmark_v1 (tptp.f3 tptp.f26 2.0))) (=> (and (=> (< A__questionmark_v0 A__questionmark_v_0_123) (< (- A__questionmark_v0) A__questionmark_v_1_125)) (=> (not (< A__questionmark_v0 A__questionmark_v_0_123)) (< A__questionmark_v0 A__questionmark_v_1_125))) (=> (and (=> (< A__questionmark_v2 A__questionmark_v_0_123) (< (- A__questionmark_v2) A__questionmark_v_1_125)) (=> (not (< A__questionmark_v2 A__questionmark_v_0_123)) (< A__questionmark_v2 A__questionmark_v_1_125))) (< (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_2_124) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v2) A__questionmark_v_2_124))) A__questionmark_v1)))))))
% 0.47/0.83 (assume a209 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_126 |tptp.'S4'|)) (and (= A__questionmark_v_0_126 (tptp.f15 tptp.f16 2)) (=> (= (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_126) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_126))) A__questionmark_v0) (= A__questionmark_v1 0.0))))))
% 0.47/0.83 (assume a210 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_127 |tptp.'S4'|)) (and (= A__questionmark_v_0_127 (tptp.f15 tptp.f16 2)) (=> (= (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_127) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_127))) A__questionmark_v1) (= A__questionmark_v0 0.0))))))
% 0.47/0.83 (assume a211 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (= (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2)) A__questionmark_v1) (=> (<= 0.0 A__questionmark_v0) (= (tptp.f3 tptp.f26 A__questionmark_v1) A__questionmark_v0)))))
% 0.47/0.83 (assume a212 (< 1.0 (tptp.f3 tptp.f26 2.0)))
% 0.47/0.83 (assume a213 (< 0.0 (tptp.f3 tptp.f26 2.0)))
% 0.47/0.83 (assume a214 (<= 0.0 (tptp.f3 tptp.f26 2.0)))
% 0.47/0.83 (assume a215 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (<= 0.0 (tptp.f3 tptp.f26 (+ (* A__questionmark_v0 A__questionmark_v0) (* A__questionmark_v1 A__questionmark_v1))))))
% 0.47/0.83 (assume a216 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (<= A__questionmark_v0 (tptp.f3 tptp.f26 (+ (* A__questionmark_v0 A__questionmark_v0) (* A__questionmark_v1 A__questionmark_v1))))))
% 0.47/0.83 (assume a217 (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128))))
% 0.47/0.83 (assume a218 (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129))))
% 0.47/0.83 (assume a219 (forall ((A__questionmark_v0 Real)) (= (tptp.f3 tptp.f26 (- A__questionmark_v0)) (- (tptp.f3 tptp.f26 A__questionmark_v0)))))
% 0.47/0.83 (assume a220 (forall ((A__questionmark_v0 Real)) (and (=> (< A__questionmark_v0 0.0) (= (tptp.f3 tptp.f26 (* A__questionmark_v0 A__questionmark_v0)) (- A__questionmark_v0))) (=> (not (< A__questionmark_v0 0.0)) (= (tptp.f3 tptp.f26 (* A__questionmark_v0 A__questionmark_v0)) A__questionmark_v0)))))
% 0.47/0.83 (assume a221 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f26 (* A__questionmark_v0 A__questionmark_v1)) (* (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)))))
% 0.47/0.83 (assume a222 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (tptp.f3 tptp.f26 (/ A__questionmark_v0 A__questionmark_v1)) (/ (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)))))
% 0.47/0.83 (assume a223 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_130 Real)) (and (= A__questionmark_v_0_130 1.0) (= (< A__questionmark_v_0_130 (tptp.f3 tptp.f26 A__questionmark_v0)) (< A__questionmark_v_0_130 A__questionmark_v0))))))
% 0.47/0.83 (assume a224 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_131 Real)) (and (= A__questionmark_v_0_131 0.0) (= (< A__questionmark_v_0_131 (tptp.f3 tptp.f26 A__questionmark_v0)) (< A__questionmark_v_0_131 A__questionmark_v0))))))
% 0.47/0.83 (assume a225 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_132 Real)) (and (= A__questionmark_v_0_132 1.0) (= (<= A__questionmark_v_0_132 (tptp.f3 tptp.f26 A__questionmark_v0)) (<= A__questionmark_v_0_132 A__questionmark_v0))))))
% 0.47/0.83 (assume a226 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_133 Real)) (and (= A__questionmark_v_0_133 0.0) (= (<= A__questionmark_v_0_133 (tptp.f3 tptp.f26 A__questionmark_v0)) (<= A__questionmark_v_0_133 A__questionmark_v0))))))
% 0.47/0.83 (assume a227 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_134 Real)) (and (= A__questionmark_v_0_134 1.0) (= (= (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_134) (= A__questionmark_v0 A__questionmark_v_0_134))))))
% 0.47/0.83 (assume a228 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_135 Real)) (and (= A__questionmark_v_0_135 0.0) (= (= (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_135) (= A__questionmark_v0 A__questionmark_v_0_135))))))
% 0.47/0.83 (assume a229 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_136 Real)) (and (= A__questionmark_v_0_136 1.0) (= (< (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_136) (< A__questionmark_v0 A__questionmark_v_0_136))))))
% 0.47/0.83 (assume a230 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_137 Real)) (and (= A__questionmark_v_0_137 0.0) (= (< (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_137) (< A__questionmark_v0 A__questionmark_v_0_137))))))
% 0.47/0.83 (assume a231 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_138 Real)) (and (= A__questionmark_v_0_138 1.0) (= (<= (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_138) (<= A__questionmark_v0 A__questionmark_v_0_138))))))
% 0.47/0.83 (assume a232 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_139 Real)) (and (= A__questionmark_v_0_139 0.0) (= (<= (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_139) (<= A__questionmark_v0 A__questionmark_v_0_139))))))
% 0.47/0.83 (assume a233 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (= (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)) (= A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a234 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (< (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)) (< A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a235 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (= (<= (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)) (<= A__questionmark_v0 A__questionmark_v1))))
% 0.47/0.83 (assume a236 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_140 Real)) (and (= A__questionmark_v_0_140 0.0) (=> (< A__questionmark_v_0_140 A__questionmark_v0) (not (= (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_140)))))))
% 0.47/0.83 (assume a237 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_141 Real)) (and (= A__questionmark_v_0_141 0.0) (=> (< A__questionmark_v_0_141 A__questionmark_v0) (< A__questionmark_v_0_141 (tptp.f3 tptp.f26 A__questionmark_v0)))))))
% 0.47/0.83 (assume a238 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_142 Real)) (and (= A__questionmark_v_0_142 1.0) (=> (<= A__questionmark_v_0_142 A__questionmark_v0) (<= A__questionmark_v_0_142 (tptp.f3 tptp.f26 A__questionmark_v0)))))))
% 0.47/0.83 (assume a239 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_143 Real)) (and (= A__questionmark_v_0_143 0.0) (=> (<= A__questionmark_v_0_143 A__questionmark_v0) (<= A__questionmark_v_0_143 (tptp.f3 tptp.f26 A__questionmark_v0)))))))
% 0.47/0.83 (assume a240 (forall ((A__questionmark_v0 Real)) (=> (< 0.0 A__questionmark_v0) (< (/ A__questionmark_v0 (tptp.f3 tptp.f26 2.0)) A__questionmark_v0))))
% 0.47/0.83 (assume a241 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_144 Real)) (and (= A__questionmark_v_0_144 0.0) (=> (<= A__questionmark_v_0_144 A__questionmark_v0) (=> (= (tptp.f3 tptp.f26 A__questionmark_v0) A__questionmark_v_0_144) (= A__questionmark_v0 A__questionmark_v_0_144)))))))
% 0.47/0.83 (assume a242 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (< A__questionmark_v0 A__questionmark_v1) (< (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)))))
% 0.47/0.83 (assume a243 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (=> (<= A__questionmark_v0 A__questionmark_v1) (<= (tptp.f3 tptp.f26 A__questionmark_v0) (tptp.f3 tptp.f26 A__questionmark_v1)))))
% 0.47/0.83 (assume a244 (= (tptp.f3 tptp.f8 (/ tptp.f7 6.0)) (/ 1.0 (tptp.f3 tptp.f26 3.0))))
% 0.47/0.83 (assume a245 (exists ((A__questionmark_v_0_145 Real)) (and (= A__questionmark_v_0_145 3.0) (= (tptp.f3 tptp.f8 (/ tptp.f7 A__questionmark_v_0_145)) (tptp.f3 tptp.f26 A__questionmark_v_0_145)))))
% 0.47/0.83 (assume a246 (forall ((A__questionmark_v0 Real)) (=> (< 0.0 A__questionmark_v0) (= (tptp.f25 tptp.f26 A__questionmark_v0 (/ (tptp.f3 tptp.f24 (tptp.f3 tptp.f26 A__questionmark_v0)) 2.0)) tptp.f1))))
% 0.47/0.83 (assume a247 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_146 Real) (A__questionmark_v_2_147 Real) (A__questionmark_v_1_148 Real)) (and (= A__questionmark_v_0_146 0.0) (= A__questionmark_v_2_147 2.0) (= A__questionmark_v_1_148 (tptp.f3 tptp.f24 (tptp.f3 tptp.f26 A__questionmark_v0))) (=> (not (= A__questionmark_v0 A__questionmark_v_0_146)) (=> (=> (< A__questionmark_v_0_146 A__questionmark_v0) (= A__questionmark_v1 (/ A__questionmark_v_1_148 A__questionmark_v_2_147))) (=> (=> (< A__questionmark_v0 A__questionmark_v_0_146) (= A__questionmark_v1 (/ (- A__questionmark_v_1_148) A__questionmark_v_2_147))) (= (tptp.f25 tptp.f26 A__questionmark_v0 A__questionmark_v1) tptp.f1))))))))
% 0.47/0.83 (assume a248 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_149 Real)) (and (= A__questionmark_v_0_149 1.0) (= (tptp.f3 tptp.f11 A__questionmark_v0) (* 2.0 (tptp.f3 tptp.f11 (/ A__questionmark_v0 (+ A__questionmark_v_0_149 (tptp.f3 tptp.f26 (+ A__questionmark_v_0_149 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2)))))))))))))
% 0.47/0.83 (assume a249 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_150 |tptp.'S4'|)) (and (= A__questionmark_v_0_150 (tptp.f15 tptp.f16 2)) (exists ((A__questionmark_v_1_151 Real)) (and (= A__questionmark_v_1_151 (/ A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_150) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_150))))) (= (tptp.f3 tptp.f6 (tptp.f3 tptp.f10 A__questionmark_v_1_151)) A__questionmark_v_1_151)))))))
% 0.47/0.83 (assume a250 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_152 Real)) (and (= A__questionmark_v_0_152 1.0) (=> (and (=> (< A__questionmark_v0 0.0) (<= (- A__questionmark_v0) A__questionmark_v_0_152)) (=> (not (< A__questionmark_v0 0.0)) (<= A__questionmark_v0 A__questionmark_v_0_152))) (= (tptp.f3 tptp.f4 (tptp.f3 tptp.f10 A__questionmark_v0)) (tptp.f3 tptp.f26 (- A__questionmark_v_0_152 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2))))))))))
% 0.47/0.83 (assume a251 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_153 Real)) (and (= A__questionmark_v_0_153 1.0) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v_0_153) (= (tptp.f3 tptp.f4 (tptp.f3 tptp.f10 A__questionmark_v0)) (tptp.f3 tptp.f26 (- A__questionmark_v_0_153 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2)))))))))))
% 0.47/0.83 (assume a252 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real)) (exists ((A__questionmark_v_0_154 |tptp.'S4'|)) (and (= A__questionmark_v_0_154 (tptp.f15 tptp.f16 2)) (exists ((A__questionmark_v_1_155 Real)) (and (= A__questionmark_v_1_155 (/ A__questionmark_v0 (tptp.f3 tptp.f26 (+ (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) A__questionmark_v_0_154) (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v1) A__questionmark_v_0_154))))) (= (tptp.f3 tptp.f4 (tptp.f3 tptp.f10 A__questionmark_v_1_155)) (tptp.f3 tptp.f26 (- 1.0 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v_1_155) A__questionmark_v_0_154))))))))))
% 0.47/0.83 (assume a253 (forall ((A__questionmark_v0 Real)) (exists ((A__questionmark_v_0_156 Real)) (and (= A__questionmark_v_0_156 1.0) (=> (<= (- 1.0) A__questionmark_v0) (=> (<= A__questionmark_v0 A__questionmark_v_0_156) (= (tptp.f3 tptp.f6 (tptp.f3 tptp.f9 A__questionmark_v0)) (tptp.f3 tptp.f26 (- A__questionmark_v_0_156 (tptp.f12 (tptp.f13 tptp.f14 A__questionmark_v0) (tptp.f15 tptp.f16 2)))))))))))
% 0.47/0.83 (assume a254 (forall ((A__questionmark_v0 |tptp.'S2'|) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (=> (= (tptp.f25 A__questionmark_v0 A__questionmark_v1 A__questionmark_v2) tptp.f1) (=> (= (tptp.f25 A__questionmark_v0 A__questionmark_v1 A__questionmark_v3) tptp.f1) (= A__questionmark_v2 A__questionmark_v3)))))
% 0.47/0.83 (assume a255 (forall ((A__questionmark_v0 |tptp.'S2'|) (A__questionmark_v1 Real) (A__questionmark_v2 Real) (A__questionmark_v3 Real)) (=> (= (tptp.f25 A__questionmark_v0 A__questionmark_v1 A__questionmark_v2) tptp.f1) (=> (= A__questionmark_v2 A__questionmark_v3) (= (tptp.f25 A__questionmark_v0 A__questionmark_v1 A__questionmark_v3) tptp.f1)))))
% 0.47/0.83 (assume a256 (forall ((A__questionmark_v0 |tptp.'S2'|) (A__questionmark_v1 Real) (A__questionmark_v2 Real)) (=> (forall ((A__questionmark_v3 Real)) (= (tptp.f25 A__questionmark_v0 A__questionmark_v3 0.0) tptp.f1)) (= (tptp.f3 A__questionmark_v0 A__questionmark_v1) (tptp.f3 A__questionmark_v0 A__questionmark_v2)))))
% 0.47/0.83 (assume a257 (forall ((A__questionmark_v0 Real) (A__questionmark_v1 Real) (A__questionmark_v2 |tptp.'S2'|) (A__questionmark_v3 Real)) (exists ((A__questionmark_v_0_157 Real)) (and (= A__questionmark_v_0_157 2.0) (=> (not (= A__questionmark_v0 A__questionmark_v1)) (=> (forall ((A__questionmark_v4 Real)) (= (tptp.f25 A__questionmark_v2 A__questionmark_v4 A__questionmark_v3) tptp.f1)) (= (tptp.f3 A__questionmark_v2 (/ (+ A__questionmark_v0 A__questionmark_v1) A__questionmark_v_0_157)) (/ (+ (tptp.f3 A__questionmark_v2 A__questionmark_v0) (tptp.f3 A__questionmark_v2 A__questionmark_v1)) A__questionmark_v_0_157))))))))
% 0.47/0.83 (assume a258 (forall ((A__questionmark_v0 |tptp.'S4'|)) (= (tptp.f15 tptp.f16 (tptp.f19 tptp.f20 A__questionmark_v0)) A__questionmark_v0)))
% 0.47/0.83 (assume a259 (forall ((A__questionmark_v0 Int)) (=> (<= 0 A__questionmark_v0) (= (tptp.f19 tptp.f20 (tptp.f15 tptp.f16 A__questionmark_v0)) A__questionmark_v0))))
% 0.47/0.83 (assume a260 (forall ((A__questionmark_v0 Int)) (=> (< A__questionmark_v0 0) (= (tptp.f19 tptp.f20 (tptp.f15 tptp.f16 A__questionmark_v0)) 0))))
% 0.47/0.83 (step t1 (cl (not (= (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (or (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) (not (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (or (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule equiv_pos2)
% 0.47/0.83 (step t2 (cl (= (= (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) true) (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule equiv_simplify)
% 0.47/0.83 (step t3 (cl (not (= (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) true)) (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule equiv1 :premises (t2))
% 0.47/0.83 (step t4 (cl (= (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))))) :rule all_simplify)
% 0.47/0.83 (step t5 (cl (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule refl)
% 0.47/0.83 (step t6 (cl (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule all_simplify)
% 0.47/0.83 (step t7 (cl (= (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule cong :premises (t5 t6))
% 0.47/0.83 (step t8 (cl (= (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) true)) :rule all_simplify)
% 0.47/0.83 (step t9 (cl (= (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) true)) :rule trans :premises (t7 t8))
% 0.47/0.83 (step t10 (cl (= (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) true)) :rule trans :premises (t4 t9))
% 0.47/0.83 (step t11 (cl (= (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule resolution :premises (t3 t10))
% 0.47/0.83 (step t12 (cl (= (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t13 (cl (= (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t14 (cl (= (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (or (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule cong :premises (t11 t12 t13))
% 0.47/0.83 (step t15 (cl (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule implies_neg1)
% 0.47/0.83 (anchor :step t16)
% 0.47/0.83 (assume t16.a0 (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))
% 0.47/0.83 (assume t16.a1 (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))
% 0.47/0.83 (assume t16.a2 (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))
% 0.47/0.83 (step t16.t1 (cl (not (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (step t16.t2 (cl (= (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule all_simplify)
% 0.47/0.83 (step t16.t3 (cl (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule symm :premises (t16.t2))
% 0.47/0.83 (step t16.t4 (cl (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) :rule resolution :premises (t16.t1 t16.t3 t16.a2))
% 0.47/0.83 (step t16.t5 (cl (not (= (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) (not (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule equiv_pos2)
% 0.47/0.83 (step t16.t6 (cl (= (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t16.t7 (cl (= (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t16.t2))
% 0.47/0.83 (step t16.t8 (cl (= (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule trans :premises (t16.t6 t16.t7))
% 0.47/0.83 (step t16.t9 (cl (= (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) :rule symm :premises (t16.t7))
% 0.47/0.83 (step t16.t10 (cl (= (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) :rule trans :premises (t16.t8 t16.t9))
% 0.47/0.83 (step t16.t11 (cl (or (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) (not (<= 0.0 (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule la_disequality)
% 0.47/0.83 (step t16.t12 (cl (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) (not (<= 0.0 (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239))))))) :rule or :premises (t16.t11))
% 0.47/0.83 (step t16.t13 (cl (not (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (<= 0.0 (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) (<= 0.0 (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule equiv_pos2)
% 0.47/0.83 (step t16.t14 (cl (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (<= 0.0 (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239))))))) :rule comp_simplify)
% 0.47/0.83 (step t16.t15 (cl (not (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (step t16.t16 (cl (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule all_simplify)
% 0.47/0.83 (step t16.t17 (cl (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule symm :premises (t16.t16))
% 0.47/0.83 (step t16.t18 (cl (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) :rule resolution :premises (t16.t15 t16.t17 t16.a1))
% 0.47/0.83 (step t16.t19 (cl (<= 0.0 (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule resolution :premises (t16.t13 t16.t14 t16.t18))
% 0.47/0.83 (step t16.t20 (cl (not (= (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (not (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule equiv_pos2)
% 0.47/0.83 (step t16.t21 (cl (= (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule all_simplify)
% 0.47/0.83 (step t16.t22 (cl (= (not (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule cong :premises (t16.t21))
% 0.47/0.83 (step t16.t23 (cl (= (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (not (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) :rule symm :premises (t16.t22))
% 0.47/0.83 (step t16.t24 (cl (not (= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule resolution :premises (t16.t20 t16.t23 t16.a0))
% 0.47/0.83 (step t16.t25 (cl (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule resolution :premises (t16.t12 t16.t19 t16.t24))
% 0.47/0.83 (step t16.t26 (cl (not (= (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) :rule equiv_pos1)
% 0.47/0.83 (step t16.t27 (cl (= (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0) (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)))) :rule comp_simplify)
% 0.47/0.83 (step t16.t28 (cl (> (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0)) :rule resolution :premises (t16.t25 t16.t26 t16.t27))
% 0.47/0.83 (step t16.t29 (cl (not (<= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0.0))) :rule resolution :premises (t16.t5 t16.t10 t16.t28))
% 0.47/0.83 (step t16.t30 (cl) :rule resolution :premises (t16.t4 t16.t29))
% 0.47/0.83 (step t16 (cl (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) :rule subproof :discharge (t16.a0 t16.a1 t16.a2))
% 0.47/0.83 (step t17 (cl (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule and_pos)
% 0.47/0.83 (step t18 (cl (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule and_pos)
% 0.47/0.83 (step t19 (cl (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule and_pos)
% 0.47/0.83 (step t20 (cl false (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule resolution :premises (t16 t17 t18 t19))
% 0.47/0.83 (step t21 (cl (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) false) :rule reordering :premises (t20))
% 0.47/0.83 (step t22 (cl (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) false) :rule contraction :premises (t21))
% 0.47/0.83 (step t23 (cl (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) false) :rule resolution :premises (t15 t22))
% 0.47/0.83 (step t24 (cl (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) (not false)) :rule implies_neg2)
% 0.47/0.83 (step t25 (cl (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false)) :rule resolution :premises (t23 t24))
% 0.47/0.83 (step t26 (cl (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false)) :rule contraction :premises (t25))
% 0.47/0.83 (step t27 (cl (= (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule implies_simplify)
% 0.47/0.83 (step t28 (cl (not (=> (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false)) (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule equiv1 :premises (t27))
% 0.47/0.83 (step t29 (cl (not (and (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule resolution :premises (t26 t28))
% 0.47/0.83 (step t30 (cl (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule not_and :premises (t29))
% 0.47/0.83 (step t31 (cl (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))))) :rule or_neg)
% 0.47/0.83 (step t32 (cl (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule or_neg)
% 0.47/0.83 (step t33 (cl (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule or_neg)
% 0.47/0.83 (step t34 (cl (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule resolution :premises (t30 t31 t32 t33))
% 0.47/0.83 (step t35 (cl (or (not (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule contraction :premises (t34))
% 0.47/0.83 (step t36 (cl (or (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule resolution :premises (t1 t14 t35))
% 0.47/0.83 (step t37 (cl (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule or :premises (t36))
% 0.47/0.83 (step t38 (cl (not (= (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (or (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (not (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (or (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule equiv_pos2)
% 0.47/0.83 (step t39 (cl (= (= (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true) (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule equiv_simplify)
% 0.47/0.83 (step t40 (cl (not (= (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true)) (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule equiv1 :premises (t39))
% 0.47/0.83 (step t41 (cl (= (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))))) :rule all_simplify)
% 0.47/0.83 (step t42 (cl (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule refl)
% 0.47/0.83 (step t43 (cl (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule all_simplify)
% 0.47/0.83 (step t44 (cl (= (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t42 t43))
% 0.47/0.83 (step t45 (cl (= (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true)) :rule all_simplify)
% 0.47/0.83 (step t46 (cl (= (= (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) true)) :rule trans :premises (t44 t45))
% 0.47/0.83 (step t47 (cl (= (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true)) :rule trans :premises (t41 t46))
% 0.47/0.83 (step t48 (cl (= (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t40 t47))
% 0.47/0.83 (step t49 (cl (= (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule refl)
% 0.47/0.83 (step t50 (cl (= (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (or (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t48 t49))
% 0.47/0.83 (step t51 (cl (not (= (=> (< tptp.f7 tptp.f5) (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (not (=> (< tptp.f7 tptp.f5) (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule equiv_pos2)
% 0.47/0.83 (step t52 (cl (= (< tptp.f7 tptp.f5) (not (>= tptp.f7 tptp.f5)))) :rule all_simplify)
% 0.47/0.83 (step t53 (cl (= (>= tptp.f7 tptp.f5) (>= (+ (* (- 1) tptp.f5) tptp.f7) 0))) :rule all_simplify)
% 0.47/0.83 (step t54 (cl (= (not (>= tptp.f7 tptp.f5)) (not (>= (+ (* (- 1) tptp.f5) tptp.f7) 0)))) :rule cong :premises (t53))
% 0.47/0.83 (step t55 (cl (= (< tptp.f7 tptp.f5) (not (>= (+ (* (- 1) tptp.f5) tptp.f7) 0)))) :rule trans :premises (t52 t54))
% 0.47/0.83 (step t56 (cl (= (< tptp.f5 (* 2.0 tptp.f7)) (not (>= tptp.f5 (* 2.0 tptp.f7))))) :rule all_simplify)
% 0.47/0.83 (step t57 (cl (= tptp.f5 tptp.f5)) :rule refl)
% 0.47/0.83 (step t58 (cl (= (* 2.0 tptp.f7) (* 2 tptp.f7))) :rule all_simplify)
% 0.47/0.83 (step t59 (cl (= (>= tptp.f5 (* 2.0 tptp.f7)) (>= tptp.f5 (* 2 tptp.f7)))) :rule cong :premises (t57 t58))
% 0.47/0.83 (step t60 (cl (= (>= tptp.f5 (* 2 tptp.f7)) (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0))) :rule all_simplify)
% 0.47/0.83 (step t61 (cl (= (>= tptp.f5 (* 2.0 tptp.f7)) (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0))) :rule trans :premises (t59 t60))
% 0.47/0.83 (step t62 (cl (= (not (>= tptp.f5 (* 2.0 tptp.f7))) (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)))) :rule cong :premises (t61))
% 0.47/0.83 (step t63 (cl (= (< tptp.f5 (* 2.0 tptp.f7)) (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)))) :rule trans :premises (t56 t62))
% 0.47/0.83 (step t64 (cl (= (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule refl)
% 0.47/0.83 (step t65 (cl (= (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (=> (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t63 t64))
% 0.47/0.83 (step t66 (cl (= (=> (< tptp.f7 tptp.f5) (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) tptp.f7) 0)) (=> (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))))) :rule cong :premises (t55 t65))
% 0.47/0.83 (step t67 (cl (= (* (- 1) tptp.f5) (* (- 1) tptp.f5))) :rule refl)
% 0.47/0.83 (step t68 (cl (not (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t69 :args ((A__questionmark_v_0_72 Real) (:= A__questionmark_v_0_72 A__questionmark_v_0_72)))
% 0.47/0.83 (step t69.t1 (cl (= A__questionmark_v_0_72 A__questionmark_v_0_72)) :rule refl)
% 0.47/0.83 (step t69.t2 (cl (= (= A__questionmark_v_0_72 4.0) (= A__questionmark_v_0_72 4.0))) :rule refl)
% 0.47/0.83 (step t69.t3 (cl (= (/ tptp.f7 A__questionmark_v_0_72) (/ tptp.f7 A__questionmark_v_0_72))) :rule refl)
% 0.47/0.83 (step t69.t4 (cl (= (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))) (+ (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (* (- 1.0) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) :rule all_simplify)
% 0.47/0.83 (step t69.t5 (cl (= A__questionmark_v_0_72 A__questionmark_v_0_72)) :rule refl)
% 0.47/0.83 (step t69.t6 (cl (= tptp.f11 tptp.f11)) :rule refl)
% 0.47/0.83 (step t69.t7 (cl (= (/ 1.0 5.0) (/ 1 5))) :rule all_simplify)
% 0.47/0.83 (step t69.t8 (cl (= (tptp.f3 tptp.f11 (/ 1.0 5.0)) (tptp.f3 tptp.f11 (/ 1 5)))) :rule cong :premises (t69.t6 t69.t7))
% 0.47/0.83 (step t69.t9 (cl (= (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))) :rule cong :premises (t69.t5 t69.t8))
% 0.47/0.83 (step t69.t10 (cl (= (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))) :rule all_simplify)
% 0.47/0.83 (step t69.t11 (cl (= (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))) :rule trans :premises (t69.t9 t69.t10))
% 0.47/0.83 (step t69.t12 (cl (= (- 1.0) (- 1.0))) :rule refl)
% 0.47/0.83 (step t69.t13 (cl (= (/ 1.0 239.0) (/ 1 239))) :rule all_simplify)
% 0.47/0.83 (step t69.t14 (cl (= (tptp.f3 tptp.f11 (/ 1.0 239.0)) (tptp.f3 tptp.f11 (/ 1 239)))) :rule cong :premises (t69.t6 t69.t13))
% 0.47/0.83 (step t69.t15 (cl (= (* (- 1.0) (tptp.f3 tptp.f11 (/ 1.0 239.0))) (* (- 1.0) (tptp.f3 tptp.f11 (/ 1 239))))) :rule cong :premises (t69.t12 t69.t14))
% 0.47/0.83 (step t69.t16 (cl (= (* (- 1.0) (tptp.f3 tptp.f11 (/ 1 239))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))))) :rule all_simplify)
% 0.47/0.83 (step t69.t17 (cl (= (* (- 1.0) (tptp.f3 tptp.f11 (/ 1.0 239.0))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))))) :rule trans :premises (t69.t15 t69.t16))
% 0.47/0.83 (step t69.t18 (cl (= (+ (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (* (- 1.0) (tptp.f3 tptp.f11 (/ 1.0 239.0)))) (+ (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule cong :premises (t69.t11 t69.t17))
% 0.47/0.83 (step t69.t19 (cl (= (+ (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239)))) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))) :rule all_simplify)
% 0.47/0.83 (step t69.t20 (cl (= (+ (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (* (- 1.0) (tptp.f3 tptp.f11 (/ 1.0 239.0)))) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))) :rule trans :premises (t69.t18 t69.t19))
% 0.47/0.83 (step t69.t21 (cl (= (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))) :rule trans :premises (t69.t4 t69.t20))
% 0.47/0.83 (step t69.t22 (cl (= (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))) :rule cong :premises (t69.t3 t69.t21))
% 0.47/0.83 (step t69.t23 (cl (= (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))))) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))))) :rule cong :premises (t69.t2 t69.t22))
% 0.47/0.83 (step t69 (cl (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))))) :rule bind)
% 0.47/0.83 (step t70 (cl (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))) (not (forall ((A__questionmark_v_0_72 Real)) (not (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))))))) :rule all_simplify)
% 0.47/0.83 (step t71 (cl (= (forall ((A__questionmark_v_0_72 Real)) (not (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))))) (forall ((A__questionmark_v_0_72 Real)) (or (not (= A__questionmark_v_0_72 4.0)) (not (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))))))) :rule all_simplify)
% 0.47/0.83 (step t72 (cl (= (forall ((A__questionmark_v_0_72 Real)) (or (not (= A__questionmark_v_0_72 4.0)) (not (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))))) (or (not (= 4.0 4.0)) (not (= (/ tptp.f7 4.0) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5))))))))) :rule all_simplify)
% 0.47/0.83 (step t73 (cl (= (= 4.0 4.0) true)) :rule all_simplify)
% 0.47/0.83 (step t74 (cl (= (not (= 4.0 4.0)) (not true))) :rule cong :premises (t73))
% 0.47/0.83 (step t75 (cl (= (not true) false)) :rule all_simplify)
% 0.47/0.83 (step t76 (cl (= (not (= 4.0 4.0)) false)) :rule trans :premises (t74 t75))
% 0.47/0.83 (step t77 (cl (= (/ tptp.f7 4.0) (* tptp.f7 (/ 1 4)))) :rule all_simplify)
% 0.47/0.83 (step t78 (cl (= (* tptp.f7 (/ 1 4)) (* (/ 1 4) tptp.f7))) :rule all_simplify)
% 0.47/0.83 (step t79 (cl (= (/ tptp.f7 4.0) (* (/ 1 4) tptp.f7))) :rule trans :premises (t77 t78))
% 0.47/0.83 (step t80 (cl (= (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))))) :rule refl)
% 0.47/0.83 (step t81 (cl (= (* 4.0 (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 5))))) :rule all_simplify)
% 0.47/0.83 (step t82 (cl (= (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5)))) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4 (tptp.f3 tptp.f11 (/ 1 5)))))) :rule cong :premises (t80 t81))
% 0.47/0.83 (step t83 (cl (= (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4 (tptp.f3 tptp.f11 (/ 1 5)))) (+ (* 4 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule all_simplify)
% 0.47/0.83 (step t84 (cl (= (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5)))) (+ (* 4 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule trans :premises (t82 t83))
% 0.47/0.83 (step t85 (cl (= (= (/ tptp.f7 4.0) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5))))) (= (* (/ 1 4) tptp.f7) (+ (* 4 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t79 t84))
% 0.47/0.83 (step t86 (cl (= (= (* (/ 1 4) tptp.f7) (+ (* 4 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule all_simplify)
% 0.47/0.83 (step t87 (cl (= (= (/ tptp.f7 4.0) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule trans :premises (t85 t86))
% 0.47/0.83 (step t88 (cl (= (not (= (/ tptp.f7 4.0) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5)))))) (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule cong :premises (t87))
% 0.47/0.83 (step t89 (cl (= (or (not (= 4.0 4.0)) (not (= (/ tptp.f7 4.0) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5))))))) (or false (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))))) :rule cong :premises (t76 t88))
% 0.47/0.83 (step t90 (cl (= (or false (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule all_simplify)
% 0.47/0.83 (step t91 (cl (= (or (not (= 4.0 4.0)) (not (= (/ tptp.f7 4.0) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* 4.0 (tptp.f3 tptp.f11 (/ 1 5))))))) (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule trans :premises (t89 t90))
% 0.47/0.83 (step t92 (cl (= (forall ((A__questionmark_v_0_72 Real)) (or (not (= A__questionmark_v_0_72 4.0)) (not (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))))) (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule trans :premises (t72 t91))
% 0.47/0.83 (step t93 (cl (= (forall ((A__questionmark_v_0_72 Real)) (not (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5)))))))) (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule trans :premises (t71 t92))
% 0.47/0.83 (step t94 (cl (= (not (forall ((A__questionmark_v_0_72 Real)) (not (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))))) (not (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))))) :rule cong :premises (t93))
% 0.47/0.83 (step t95 (cl (= (not (not (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule all_simplify)
% 0.47/0.83 (step t96 (cl (= (not (forall ((A__questionmark_v_0_72 Real)) (not (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule trans :premises (t94 t95))
% 0.47/0.83 (step t97 (cl (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (+ (* (- 1) (tptp.f3 tptp.f11 (/ 1 239))) (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1 5))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule trans :premises (t70 t96))
% 0.47/0.83 (step t98 (cl (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule trans :premises (t69 t97))
% 0.47/0.83 (step t99 (cl (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule resolution :premises (t68 t98 a138))
% 0.47/0.83 (step t100 (cl (= (+ (* (- 1) tptp.f5) tptp.f7) (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t67 t99))
% 0.47/0.83 (step t101 (cl (= 0 0)) :rule refl)
% 0.47/0.83 (step t102 (cl (= (>= (+ (* (- 1) tptp.f5) tptp.f7) 0) (>= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) 0))) :rule cong :premises (t100 t101))
% 0.47/0.83 (step t103 (cl (= (not (>= (+ (* (- 1) tptp.f5) tptp.f7) 0)) (not (>= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) 0)))) :rule cong :premises (t102))
% 0.47/0.83 (step t104 (cl (= tptp.f5 tptp.f5)) :rule refl)
% 0.47/0.83 (step t105 (cl (= (- 2) (- 2))) :rule refl)
% 0.47/0.83 (step t106 (cl (= (* (- 2) tptp.f7) (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t105 t99))
% 0.47/0.83 (step t107 (cl (= (+ tptp.f5 (* (- 2) tptp.f7)) (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule cong :premises (t104 t106))
% 0.47/0.83 (step t108 (cl (= (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0) (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0))) :rule cong :premises (t107 t101))
% 0.47/0.83 (step t109 (cl (= (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)))) :rule cong :premises (t108))
% 0.47/0.83 (step t110 (cl (= (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule refl)
% 0.47/0.83 (step t111 (cl (= (=> (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (=> (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t109 t110))
% 0.47/0.83 (step t112 (cl (= (=> (not (>= (+ (* (- 1) tptp.f5) tptp.f7) 0)) (=> (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) 0)) (=> (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))))) :rule cong :premises (t103 t111))
% 0.47/0.83 (step t113 (cl (= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule all_simplify)
% 0.47/0.83 (step t114 (cl (= 0 0)) :rule refl)
% 0.47/0.83 (step t115 (cl (= (>= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule cong :premises (t113 t114))
% 0.47/0.83 (step t116 (cl (= (not (>= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t115))
% 0.47/0.83 (step t117 (cl (= (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (+ (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule all_simplify)
% 0.47/0.83 (step t118 (cl (= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (+ tptp.f5 (+ (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t57 t117))
% 0.47/0.83 (step t119 (cl (= (+ tptp.f5 (+ (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239))))) (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule all_simplify)
% 0.47/0.83 (step t120 (cl (= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule trans :premises (t118 t119))
% 0.47/0.83 (step t121 (cl (= (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule cong :premises (t120 t114))
% 0.47/0.83 (step t122 (cl (= (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t121))
% 0.47/0.83 (step t123 (cl (= (=> (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t122 t64))
% 0.47/0.83 (step t124 (cl (= (=> (not (>= (+ (* (- 1) tptp.f5) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) 0)) (=> (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))))) :rule cong :premises (t116 t123))
% 0.47/0.83 (step t125 (cl (= (=> (not (>= (+ (* (- 1) tptp.f5) tptp.f7) 0)) (=> (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))))) :rule trans :premises (t112 t124))
% 0.47/0.83 (step t126 (cl (= (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t127 (cl (= (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t128 (cl (and (= (tptp.f3 tptp.f6 tptp.f5) 1.0) (= (tptp.f3 tptp.f4 tptp.f5) 0.0) (= (tptp.f3 tptp.f26 0.0) 0.0) (= (tptp.f3 tptp.f26 1.0) 1.0) (= (tptp.f3 tptp.f24 0.0) 0.0) (= (tptp.f3 tptp.f11 0.0) 0.0) (= (tptp.f3 tptp.f8 tptp.f7) 0.0) (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0) (= (tptp.f3 tptp.f8 0.0) 0.0) (= (tptp.f3 tptp.f4 0.0) 0.0) (= (tptp.f3 tptp.f6 0.0) 1.0) (= (tptp.f3 tptp.f4 tptp.f7) 0.0) (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0) (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2)) (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0) (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0)) (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)) (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0) (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2)) (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0) (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0)) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (not (= (tptp.f3 tptp.f26 0.0) 0.0)) (not (= (tptp.f3 tptp.f26 1.0) 1.0)) (not (= (tptp.f3 tptp.f24 0.0) 0.0)) (not (= (tptp.f3 tptp.f11 0.0) 0.0)) (not (= (tptp.f3 tptp.f8 tptp.f7) 0.0)) (not (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0)) (not (= (tptp.f3 tptp.f8 0.0) 0.0)) (not (= (tptp.f3 tptp.f4 0.0) 0.0)) (not (= (tptp.f3 tptp.f6 0.0) 1.0)) (not (= (tptp.f3 tptp.f4 tptp.f7) 0.0)) (not (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0)) (not (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2))) (not (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0)) (not (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0))) (not (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0))) (not (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0)) (not (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2))) (not (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0)) (not (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0))) :rule and_neg)
% 0.47/0.83 (step t129 (cl (not (not (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)))) (= (tptp.f3 tptp.f6 tptp.f5) 1.0)) :rule not_not)
% 0.47/0.83 (step t130 (cl (not (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)))) :rule not_or :premises (a1))
% 0.47/0.83 (step t131 (cl (= (tptp.f3 tptp.f6 tptp.f5) 1.0)) :rule resolution :premises (t129 t130))
% 0.47/0.83 (step t132 (cl (not (not (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) :rule not_not)
% 0.47/0.83 (step t133 (cl (not (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule not_or :premises (a1))
% 0.47/0.83 (step t134 (cl (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) :rule resolution :premises (t132 t133))
% 0.47/0.83 (step t135 (cl (not (= (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129))) (= (tptp.f3 tptp.f26 0.0) 0.0))) (not (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129)))) (= (tptp.f3 tptp.f26 0.0) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t136 :args ((A__questionmark_v_0_129 Real) (:= A__questionmark_v_0_129 A__questionmark_v_0_129)))
% 0.47/0.83 (step t136.t1 (cl (= A__questionmark_v_0_129 A__questionmark_v_0_129)) :rule refl)
% 0.47/0.83 (step t136.t2 (cl (= (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 0.0))) :rule refl)
% 0.47/0.83 (step t136.t3 (cl (= (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))) :rule all_simplify)
% 0.47/0.83 (step t136.t4 (cl (= (and (= A__questionmark_v_0_129 0.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129)) (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129))))) :rule cong :premises (t136.t2 t136.t3))
% 0.47/0.83 (step t136 (cl (= (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129))) (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))))) :rule bind)
% 0.47/0.83 (step t137 (cl (= (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))) (not (forall ((A__questionmark_v_0_129 Real)) (not (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))))))) :rule all_simplify)
% 0.47/0.83 (step t138 (cl (= (forall ((A__questionmark_v_0_129 Real)) (not (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129))))) (forall ((A__questionmark_v_0_129 Real)) (or (not (= A__questionmark_v_0_129 0.0)) (not (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129))))))) :rule all_simplify)
% 0.47/0.83 (step t139 (cl (= (forall ((A__questionmark_v_0_129 Real)) (or (not (= A__questionmark_v_0_129 0.0)) (not (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129))))) (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f26 0.0)))))) :rule all_simplify)
% 0.47/0.83 (step t140 (cl (= (= 0.0 0.0) true)) :rule all_simplify)
% 0.47/0.83 (step t141 (cl (= (not (= 0.0 0.0)) (not true))) :rule cong :premises (t140))
% 0.47/0.83 (step t142 (cl (= (not (= 0.0 0.0)) false)) :rule trans :premises (t141 t75))
% 0.47/0.83 (step t143 (cl (= (= 0.0 (tptp.f3 tptp.f26 0.0)) (= (tptp.f3 tptp.f26 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t144 (cl (= (not (= 0.0 (tptp.f3 tptp.f26 0.0))) (not (= (tptp.f3 tptp.f26 0.0) 0.0)))) :rule cong :premises (t143))
% 0.47/0.83 (step t145 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f26 0.0)))) (or false (not (= (tptp.f3 tptp.f26 0.0) 0.0))))) :rule cong :premises (t142 t144))
% 0.47/0.83 (step t146 (cl (= (or false (not (= (tptp.f3 tptp.f26 0.0) 0.0))) (not (= (tptp.f3 tptp.f26 0.0) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t147 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f26 0.0)))) (not (= (tptp.f3 tptp.f26 0.0) 0.0)))) :rule trans :premises (t145 t146))
% 0.47/0.83 (step t148 (cl (= (forall ((A__questionmark_v_0_129 Real)) (or (not (= A__questionmark_v_0_129 0.0)) (not (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129))))) (not (= (tptp.f3 tptp.f26 0.0) 0.0)))) :rule trans :premises (t139 t147))
% 0.47/0.83 (step t149 (cl (= (forall ((A__questionmark_v_0_129 Real)) (not (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129))))) (not (= (tptp.f3 tptp.f26 0.0) 0.0)))) :rule trans :premises (t138 t148))
% 0.47/0.83 (step t150 (cl (= (not (forall ((A__questionmark_v_0_129 Real)) (not (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))))) (not (not (= (tptp.f3 tptp.f26 0.0) 0.0))))) :rule cong :premises (t149))
% 0.47/0.83 (step t151 (cl (= (not (not (= (tptp.f3 tptp.f26 0.0) 0.0))) (= (tptp.f3 tptp.f26 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t152 (cl (= (not (forall ((A__questionmark_v_0_129 Real)) (not (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))))) (= (tptp.f3 tptp.f26 0.0) 0.0))) :rule trans :premises (t150 t151))
% 0.47/0.83 (step t153 (cl (= (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= A__questionmark_v_0_129 (tptp.f3 tptp.f26 A__questionmark_v_0_129)))) (= (tptp.f3 tptp.f26 0.0) 0.0))) :rule trans :premises (t137 t152))
% 0.47/0.83 (step t154 (cl (= (exists ((A__questionmark_v_0_129 Real)) (and (= A__questionmark_v_0_129 0.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_129) A__questionmark_v_0_129))) (= (tptp.f3 tptp.f26 0.0) 0.0))) :rule trans :premises (t136 t153))
% 0.47/0.83 (step t155 (cl (= (tptp.f3 tptp.f26 0.0) 0.0)) :rule resolution :premises (t135 t154 a218))
% 0.47/0.83 (step t156 (cl (not (= (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128))) (= (tptp.f3 tptp.f26 1.0) 1.0))) (not (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128)))) (= (tptp.f3 tptp.f26 1.0) 1.0)) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t157 :args ((A__questionmark_v_0_128 Real) (:= A__questionmark_v_0_128 A__questionmark_v_0_128)))
% 0.47/0.83 (step t157.t1 (cl (= A__questionmark_v_0_128 A__questionmark_v_0_128)) :rule refl)
% 0.47/0.83 (step t157.t2 (cl (= (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 1.0))) :rule refl)
% 0.47/0.83 (step t157.t3 (cl (= (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))) :rule all_simplify)
% 0.47/0.83 (step t157.t4 (cl (= (and (= A__questionmark_v_0_128 1.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128)) (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128))))) :rule cong :premises (t157.t2 t157.t3))
% 0.47/0.83 (step t157 (cl (= (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128))) (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))))) :rule bind)
% 0.47/0.83 (step t158 (cl (= (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))) (not (forall ((A__questionmark_v_0_128 Real)) (not (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))))))) :rule all_simplify)
% 0.47/0.83 (step t159 (cl (= (forall ((A__questionmark_v_0_128 Real)) (not (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128))))) (forall ((A__questionmark_v_0_128 Real)) (or (not (= A__questionmark_v_0_128 1.0)) (not (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128))))))) :rule all_simplify)
% 0.47/0.83 (step t160 (cl (= (forall ((A__questionmark_v_0_128 Real)) (or (not (= A__questionmark_v_0_128 1.0)) (not (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128))))) (or (not (= 1.0 1.0)) (not (= 1.0 (tptp.f3 tptp.f26 1.0)))))) :rule all_simplify)
% 0.47/0.83 (step t161 (cl (= (= 1.0 1.0) true)) :rule all_simplify)
% 0.47/0.83 (step t162 (cl (= (not (= 1.0 1.0)) (not true))) :rule cong :premises (t161))
% 0.47/0.83 (step t163 (cl (= (not (= 1.0 1.0)) false)) :rule trans :premises (t162 t75))
% 0.47/0.83 (step t164 (cl (= (= 1.0 (tptp.f3 tptp.f26 1.0)) (= (tptp.f3 tptp.f26 1.0) 1.0))) :rule all_simplify)
% 0.47/0.83 (step t165 (cl (= (not (= 1.0 (tptp.f3 tptp.f26 1.0))) (not (= (tptp.f3 tptp.f26 1.0) 1.0)))) :rule cong :premises (t164))
% 0.47/0.83 (step t166 (cl (= (or (not (= 1.0 1.0)) (not (= 1.0 (tptp.f3 tptp.f26 1.0)))) (or false (not (= (tptp.f3 tptp.f26 1.0) 1.0))))) :rule cong :premises (t163 t165))
% 0.47/0.83 (step t167 (cl (= (or false (not (= (tptp.f3 tptp.f26 1.0) 1.0))) (not (= (tptp.f3 tptp.f26 1.0) 1.0)))) :rule all_simplify)
% 0.47/0.83 (step t168 (cl (= (or (not (= 1.0 1.0)) (not (= 1.0 (tptp.f3 tptp.f26 1.0)))) (not (= (tptp.f3 tptp.f26 1.0) 1.0)))) :rule trans :premises (t166 t167))
% 0.47/0.83 (step t169 (cl (= (forall ((A__questionmark_v_0_128 Real)) (or (not (= A__questionmark_v_0_128 1.0)) (not (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128))))) (not (= (tptp.f3 tptp.f26 1.0) 1.0)))) :rule trans :premises (t160 t168))
% 0.47/0.83 (step t170 (cl (= (forall ((A__questionmark_v_0_128 Real)) (not (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128))))) (not (= (tptp.f3 tptp.f26 1.0) 1.0)))) :rule trans :premises (t159 t169))
% 0.47/0.83 (step t171 (cl (= (not (forall ((A__questionmark_v_0_128 Real)) (not (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))))) (not (not (= (tptp.f3 tptp.f26 1.0) 1.0))))) :rule cong :premises (t170))
% 0.47/0.83 (step t172 (cl (= (not (not (= (tptp.f3 tptp.f26 1.0) 1.0))) (= (tptp.f3 tptp.f26 1.0) 1.0))) :rule all_simplify)
% 0.47/0.83 (step t173 (cl (= (not (forall ((A__questionmark_v_0_128 Real)) (not (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))))) (= (tptp.f3 tptp.f26 1.0) 1.0))) :rule trans :premises (t171 t172))
% 0.47/0.83 (step t174 (cl (= (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= A__questionmark_v_0_128 (tptp.f3 tptp.f26 A__questionmark_v_0_128)))) (= (tptp.f3 tptp.f26 1.0) 1.0))) :rule trans :premises (t158 t173))
% 0.47/0.83 (step t175 (cl (= (exists ((A__questionmark_v_0_128 Real)) (and (= A__questionmark_v_0_128 1.0) (= (tptp.f3 tptp.f26 A__questionmark_v_0_128) A__questionmark_v_0_128))) (= (tptp.f3 tptp.f26 1.0) 1.0))) :rule trans :premises (t157 t174))
% 0.47/0.83 (step t176 (cl (= (tptp.f3 tptp.f26 1.0) 1.0)) :rule resolution :premises (t156 t175 a217))
% 0.47/0.83 (step t177 (cl (not (= (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98))) (= (tptp.f3 tptp.f24 0.0) 0.0))) (not (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98)))) (= (tptp.f3 tptp.f24 0.0) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t178 :args ((A__questionmark_v_0_98 Real) (:= A__questionmark_v_0_98 A__questionmark_v_0_98)))
% 0.47/0.83 (step t178.t1 (cl (= A__questionmark_v_0_98 A__questionmark_v_0_98)) :rule refl)
% 0.47/0.83 (step t178.t2 (cl (= (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 0.0))) :rule refl)
% 0.47/0.83 (step t178.t3 (cl (= (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))) :rule all_simplify)
% 0.47/0.83 (step t178.t4 (cl (= (and (= A__questionmark_v_0_98 0.0) (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98)) (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98))))) :rule cong :premises (t178.t2 t178.t3))
% 0.47/0.83 (step t178 (cl (= (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98))) (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))))) :rule bind)
% 0.47/0.83 (step t179 (cl (= (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))) (not (forall ((A__questionmark_v_0_98 Real)) (not (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))))))) :rule all_simplify)
% 0.47/0.83 (step t180 (cl (= (forall ((A__questionmark_v_0_98 Real)) (not (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98))))) (forall ((A__questionmark_v_0_98 Real)) (or (not (= A__questionmark_v_0_98 0.0)) (not (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98))))))) :rule all_simplify)
% 0.47/0.83 (step t181 (cl (= (forall ((A__questionmark_v_0_98 Real)) (or (not (= A__questionmark_v_0_98 0.0)) (not (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98))))) (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f24 0.0)))))) :rule all_simplify)
% 0.47/0.83 (step t182 (cl (= (= 0.0 (tptp.f3 tptp.f24 0.0)) (= (tptp.f3 tptp.f24 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t183 (cl (= (not (= 0.0 (tptp.f3 tptp.f24 0.0))) (not (= (tptp.f3 tptp.f24 0.0) 0.0)))) :rule cong :premises (t182))
% 0.47/0.83 (step t184 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f24 0.0)))) (or false (not (= (tptp.f3 tptp.f24 0.0) 0.0))))) :rule cong :premises (t142 t183))
% 0.47/0.83 (step t185 (cl (= (or false (not (= (tptp.f3 tptp.f24 0.0) 0.0))) (not (= (tptp.f3 tptp.f24 0.0) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t186 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f24 0.0)))) (not (= (tptp.f3 tptp.f24 0.0) 0.0)))) :rule trans :premises (t184 t185))
% 0.47/0.83 (step t187 (cl (= (forall ((A__questionmark_v_0_98 Real)) (or (not (= A__questionmark_v_0_98 0.0)) (not (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98))))) (not (= (tptp.f3 tptp.f24 0.0) 0.0)))) :rule trans :premises (t181 t186))
% 0.47/0.83 (step t188 (cl (= (forall ((A__questionmark_v_0_98 Real)) (not (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98))))) (not (= (tptp.f3 tptp.f24 0.0) 0.0)))) :rule trans :premises (t180 t187))
% 0.47/0.83 (step t189 (cl (= (not (forall ((A__questionmark_v_0_98 Real)) (not (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))))) (not (not (= (tptp.f3 tptp.f24 0.0) 0.0))))) :rule cong :premises (t188))
% 0.47/0.83 (step t190 (cl (= (not (not (= (tptp.f3 tptp.f24 0.0) 0.0))) (= (tptp.f3 tptp.f24 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t191 (cl (= (not (forall ((A__questionmark_v_0_98 Real)) (not (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))))) (= (tptp.f3 tptp.f24 0.0) 0.0))) :rule trans :premises (t189 t190))
% 0.47/0.83 (step t192 (cl (= (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= A__questionmark_v_0_98 (tptp.f3 tptp.f24 A__questionmark_v_0_98)))) (= (tptp.f3 tptp.f24 0.0) 0.0))) :rule trans :premises (t179 t191))
% 0.47/0.83 (step t193 (cl (= (exists ((A__questionmark_v_0_98 Real)) (and (= A__questionmark_v_0_98 0.0) (= (tptp.f3 tptp.f24 A__questionmark_v_0_98) A__questionmark_v_0_98))) (= (tptp.f3 tptp.f24 0.0) 0.0))) :rule trans :premises (t178 t192))
% 0.47/0.83 (step t194 (cl (= (tptp.f3 tptp.f24 0.0) 0.0)) :rule resolution :premises (t177 t193 a170))
% 0.47/0.83 (step t195 (cl (not (= (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66))) (= (tptp.f3 tptp.f11 0.0) 0.0))) (not (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66)))) (= (tptp.f3 tptp.f11 0.0) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t196 :args ((A__questionmark_v_0_66 Real) (:= A__questionmark_v_0_66 A__questionmark_v_0_66)))
% 0.47/0.83 (step t196.t1 (cl (= A__questionmark_v_0_66 A__questionmark_v_0_66)) :rule refl)
% 0.47/0.83 (step t196.t2 (cl (= (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 0.0))) :rule refl)
% 0.47/0.83 (step t196.t3 (cl (= (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))) :rule all_simplify)
% 0.47/0.83 (step t196.t4 (cl (= (and (= A__questionmark_v_0_66 0.0) (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66)) (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66))))) :rule cong :premises (t196.t2 t196.t3))
% 0.47/0.83 (step t196 (cl (= (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66))) (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))))) :rule bind)
% 0.47/0.83 (step t197 (cl (= (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))) (not (forall ((A__questionmark_v_0_66 Real)) (not (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))))))) :rule all_simplify)
% 0.47/0.83 (step t198 (cl (= (forall ((A__questionmark_v_0_66 Real)) (not (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66))))) (forall ((A__questionmark_v_0_66 Real)) (or (not (= A__questionmark_v_0_66 0.0)) (not (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66))))))) :rule all_simplify)
% 0.47/0.83 (step t199 (cl (= (forall ((A__questionmark_v_0_66 Real)) (or (not (= A__questionmark_v_0_66 0.0)) (not (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66))))) (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f11 0.0)))))) :rule all_simplify)
% 0.47/0.83 (step t200 (cl (= (= 0.0 (tptp.f3 tptp.f11 0.0)) (= (tptp.f3 tptp.f11 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t201 (cl (= (not (= 0.0 (tptp.f3 tptp.f11 0.0))) (not (= (tptp.f3 tptp.f11 0.0) 0.0)))) :rule cong :premises (t200))
% 0.47/0.83 (step t202 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f11 0.0)))) (or false (not (= (tptp.f3 tptp.f11 0.0) 0.0))))) :rule cong :premises (t142 t201))
% 0.47/0.83 (step t203 (cl (= (or false (not (= (tptp.f3 tptp.f11 0.0) 0.0))) (not (= (tptp.f3 tptp.f11 0.0) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t204 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f11 0.0)))) (not (= (tptp.f3 tptp.f11 0.0) 0.0)))) :rule trans :premises (t202 t203))
% 0.47/0.83 (step t205 (cl (= (forall ((A__questionmark_v_0_66 Real)) (or (not (= A__questionmark_v_0_66 0.0)) (not (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66))))) (not (= (tptp.f3 tptp.f11 0.0) 0.0)))) :rule trans :premises (t199 t204))
% 0.47/0.83 (step t206 (cl (= (forall ((A__questionmark_v_0_66 Real)) (not (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66))))) (not (= (tptp.f3 tptp.f11 0.0) 0.0)))) :rule trans :premises (t198 t205))
% 0.47/0.83 (step t207 (cl (= (not (forall ((A__questionmark_v_0_66 Real)) (not (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))))) (not (not (= (tptp.f3 tptp.f11 0.0) 0.0))))) :rule cong :premises (t206))
% 0.47/0.83 (step t208 (cl (= (not (not (= (tptp.f3 tptp.f11 0.0) 0.0))) (= (tptp.f3 tptp.f11 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t209 (cl (= (not (forall ((A__questionmark_v_0_66 Real)) (not (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))))) (= (tptp.f3 tptp.f11 0.0) 0.0))) :rule trans :premises (t207 t208))
% 0.47/0.83 (step t210 (cl (= (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= A__questionmark_v_0_66 (tptp.f3 tptp.f11 A__questionmark_v_0_66)))) (= (tptp.f3 tptp.f11 0.0) 0.0))) :rule trans :premises (t197 t209))
% 0.47/0.83 (step t211 (cl (= (exists ((A__questionmark_v_0_66 Real)) (and (= A__questionmark_v_0_66 0.0) (= (tptp.f3 tptp.f11 A__questionmark_v_0_66) A__questionmark_v_0_66))) (= (tptp.f3 tptp.f11 0.0) 0.0))) :rule trans :premises (t196 t210))
% 0.47/0.83 (step t212 (cl (= (tptp.f3 tptp.f11 0.0) 0.0)) :rule resolution :premises (t195 t211 a130))
% 0.47/0.83 (step t213 (cl (not (= (= (tptp.f3 tptp.f8 (/ tptp.f7 4.0)) 1.0) (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0))) (not (= (tptp.f3 tptp.f8 (/ tptp.f7 4.0)) 1.0)) (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0)) :rule equiv_pos2)
% 0.47/0.83 (step t214 (cl (= tptp.f8 tptp.f8)) :rule refl)
% 0.47/0.83 (step t215 (cl (= (tptp.f3 tptp.f8 (/ tptp.f7 4.0)) (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)))) :rule cong :premises (t214 t79))
% 0.47/0.83 (step t216 (cl (= 1.0 1.0)) :rule refl)
% 0.47/0.83 (step t217 (cl (= (= (tptp.f3 tptp.f8 (/ tptp.f7 4.0)) 1.0) (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0))) :rule cong :premises (t215 t216))
% 0.47/0.83 (step t218 (cl (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0)) :rule resolution :premises (t213 t217 a103))
% 0.47/0.83 (step t219 (cl (not (= (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33))) (= (tptp.f3 tptp.f8 0.0) 0.0))) (not (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33)))) (= (tptp.f3 tptp.f8 0.0) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t220 :args ((A__questionmark_v_0_33 Real) (:= A__questionmark_v_0_33 A__questionmark_v_0_33)))
% 0.47/0.83 (step t220.t1 (cl (= A__questionmark_v_0_33 A__questionmark_v_0_33)) :rule refl)
% 0.47/0.83 (step t220.t2 (cl (= (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 0.0))) :rule refl)
% 0.47/0.83 (step t220.t3 (cl (= (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))) :rule all_simplify)
% 0.47/0.83 (step t220.t4 (cl (= (and (= A__questionmark_v_0_33 0.0) (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33)) (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33))))) :rule cong :premises (t220.t2 t220.t3))
% 0.47/0.83 (step t220 (cl (= (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33))) (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))))) :rule bind)
% 0.47/0.83 (step t221 (cl (= (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))) (not (forall ((A__questionmark_v_0_33 Real)) (not (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))))))) :rule all_simplify)
% 0.47/0.83 (step t222 (cl (= (forall ((A__questionmark_v_0_33 Real)) (not (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33))))) (forall ((A__questionmark_v_0_33 Real)) (or (not (= A__questionmark_v_0_33 0.0)) (not (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33))))))) :rule all_simplify)
% 0.47/0.83 (step t223 (cl (= (forall ((A__questionmark_v_0_33 Real)) (or (not (= A__questionmark_v_0_33 0.0)) (not (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33))))) (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f8 0.0)))))) :rule all_simplify)
% 0.47/0.83 (step t224 (cl (= (= 0.0 (tptp.f3 tptp.f8 0.0)) (= (tptp.f3 tptp.f8 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t225 (cl (= (not (= 0.0 (tptp.f3 tptp.f8 0.0))) (not (= (tptp.f3 tptp.f8 0.0) 0.0)))) :rule cong :premises (t224))
% 0.47/0.83 (step t226 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f8 0.0)))) (or false (not (= (tptp.f3 tptp.f8 0.0) 0.0))))) :rule cong :premises (t142 t225))
% 0.47/0.83 (step t227 (cl (= (or false (not (= (tptp.f3 tptp.f8 0.0) 0.0))) (not (= (tptp.f3 tptp.f8 0.0) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t228 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f8 0.0)))) (not (= (tptp.f3 tptp.f8 0.0) 0.0)))) :rule trans :premises (t226 t227))
% 0.47/0.83 (step t229 (cl (= (forall ((A__questionmark_v_0_33 Real)) (or (not (= A__questionmark_v_0_33 0.0)) (not (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33))))) (not (= (tptp.f3 tptp.f8 0.0) 0.0)))) :rule trans :premises (t223 t228))
% 0.47/0.83 (step t230 (cl (= (forall ((A__questionmark_v_0_33 Real)) (not (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33))))) (not (= (tptp.f3 tptp.f8 0.0) 0.0)))) :rule trans :premises (t222 t229))
% 0.47/0.83 (step t231 (cl (= (not (forall ((A__questionmark_v_0_33 Real)) (not (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))))) (not (not (= (tptp.f3 tptp.f8 0.0) 0.0))))) :rule cong :premises (t230))
% 0.47/0.83 (step t232 (cl (= (not (not (= (tptp.f3 tptp.f8 0.0) 0.0))) (= (tptp.f3 tptp.f8 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t233 (cl (= (not (forall ((A__questionmark_v_0_33 Real)) (not (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))))) (= (tptp.f3 tptp.f8 0.0) 0.0))) :rule trans :premises (t231 t232))
% 0.47/0.83 (step t234 (cl (= (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= A__questionmark_v_0_33 (tptp.f3 tptp.f8 A__questionmark_v_0_33)))) (= (tptp.f3 tptp.f8 0.0) 0.0))) :rule trans :premises (t221 t233))
% 0.47/0.83 (step t235 (cl (= (exists ((A__questionmark_v_0_33 Real)) (and (= A__questionmark_v_0_33 0.0) (= (tptp.f3 tptp.f8 A__questionmark_v_0_33) A__questionmark_v_0_33))) (= (tptp.f3 tptp.f8 0.0) 0.0))) :rule trans :premises (t220 t234))
% 0.47/0.83 (step t236 (cl (= (tptp.f3 tptp.f8 0.0) 0.0)) :rule resolution :premises (t219 t235 a92))
% 0.47/0.83 (step t237 (cl (not (= (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23))) (= (tptp.f3 tptp.f4 0.0) 0.0))) (not (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23)))) (= (tptp.f3 tptp.f4 0.0) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t238 :args ((A__questionmark_v_0_23 Real) (:= A__questionmark_v_0_23 A__questionmark_v_0_23)))
% 0.47/0.83 (step t238.t1 (cl (= A__questionmark_v_0_23 A__questionmark_v_0_23)) :rule refl)
% 0.47/0.83 (step t238.t2 (cl (= (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 0.0))) :rule refl)
% 0.47/0.83 (step t238.t3 (cl (= (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))) :rule all_simplify)
% 0.47/0.83 (step t238.t4 (cl (= (and (= A__questionmark_v_0_23 0.0) (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23)) (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23))))) :rule cong :premises (t238.t2 t238.t3))
% 0.47/0.83 (step t238 (cl (= (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23))) (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))))) :rule bind)
% 0.47/0.83 (step t239 (cl (= (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))) (not (forall ((A__questionmark_v_0_23 Real)) (not (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))))))) :rule all_simplify)
% 0.47/0.83 (step t240 (cl (= (forall ((A__questionmark_v_0_23 Real)) (not (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23))))) (forall ((A__questionmark_v_0_23 Real)) (or (not (= A__questionmark_v_0_23 0.0)) (not (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23))))))) :rule all_simplify)
% 0.47/0.83 (step t241 (cl (= (forall ((A__questionmark_v_0_23 Real)) (or (not (= A__questionmark_v_0_23 0.0)) (not (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23))))) (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f4 0.0)))))) :rule all_simplify)
% 0.47/0.83 (step t242 (cl (= (= 0.0 (tptp.f3 tptp.f4 0.0)) (= (tptp.f3 tptp.f4 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t243 (cl (= (not (= 0.0 (tptp.f3 tptp.f4 0.0))) (not (= (tptp.f3 tptp.f4 0.0) 0.0)))) :rule cong :premises (t242))
% 0.47/0.83 (step t244 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f4 0.0)))) (or false (not (= (tptp.f3 tptp.f4 0.0) 0.0))))) :rule cong :premises (t142 t243))
% 0.47/0.83 (step t245 (cl (= (or false (not (= (tptp.f3 tptp.f4 0.0) 0.0))) (not (= (tptp.f3 tptp.f4 0.0) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t246 (cl (= (or (not (= 0.0 0.0)) (not (= 0.0 (tptp.f3 tptp.f4 0.0)))) (not (= (tptp.f3 tptp.f4 0.0) 0.0)))) :rule trans :premises (t244 t245))
% 0.47/0.83 (step t247 (cl (= (forall ((A__questionmark_v_0_23 Real)) (or (not (= A__questionmark_v_0_23 0.0)) (not (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23))))) (not (= (tptp.f3 tptp.f4 0.0) 0.0)))) :rule trans :premises (t241 t246))
% 0.47/0.83 (step t248 (cl (= (forall ((A__questionmark_v_0_23 Real)) (not (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23))))) (not (= (tptp.f3 tptp.f4 0.0) 0.0)))) :rule trans :premises (t240 t247))
% 0.47/0.83 (step t249 (cl (= (not (forall ((A__questionmark_v_0_23 Real)) (not (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))))) (not (not (= (tptp.f3 tptp.f4 0.0) 0.0))))) :rule cong :premises (t248))
% 0.47/0.83 (step t250 (cl (= (not (not (= (tptp.f3 tptp.f4 0.0) 0.0))) (= (tptp.f3 tptp.f4 0.0) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t251 (cl (= (not (forall ((A__questionmark_v_0_23 Real)) (not (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))))) (= (tptp.f3 tptp.f4 0.0) 0.0))) :rule trans :premises (t249 t250))
% 0.47/0.83 (step t252 (cl (= (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= A__questionmark_v_0_23 (tptp.f3 tptp.f4 A__questionmark_v_0_23)))) (= (tptp.f3 tptp.f4 0.0) 0.0))) :rule trans :premises (t239 t251))
% 0.47/0.83 (step t253 (cl (= (exists ((A__questionmark_v_0_23 Real)) (and (= A__questionmark_v_0_23 0.0) (= (tptp.f3 tptp.f4 A__questionmark_v_0_23) A__questionmark_v_0_23))) (= (tptp.f3 tptp.f4 0.0) 0.0))) :rule trans :premises (t238 t252))
% 0.47/0.83 (step t254 (cl (= (tptp.f3 tptp.f4 0.0) 0.0)) :rule resolution :premises (t237 t253 a79))
% 0.47/0.83 (step t255 (cl (not (= (= (tptp.f3 tptp.f4 (/ tptp.f7 2.0)) 1.0) (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0))) (not (= (tptp.f3 tptp.f4 (/ tptp.f7 2.0)) 1.0)) (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0)) :rule equiv_pos2)
% 0.47/0.83 (step t256 (cl (= tptp.f4 tptp.f4)) :rule refl)
% 0.47/0.83 (step t257 (cl (= (/ tptp.f7 2.0) (* tptp.f7 (/ 1 2)))) :rule all_simplify)
% 0.47/0.83 (step t258 (cl (= (* tptp.f7 (/ 1 2)) (* (/ 1 2) tptp.f7))) :rule all_simplify)
% 0.47/0.83 (step t259 (cl (= (/ tptp.f7 2.0) (* (/ 1 2) tptp.f7))) :rule trans :premises (t257 t258))
% 0.47/0.83 (step t260 (cl (= (tptp.f3 tptp.f4 (/ tptp.f7 2.0)) (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)))) :rule cong :premises (t256 t259))
% 0.47/0.83 (step t261 (cl (= (= (tptp.f3 tptp.f4 (/ tptp.f7 2.0)) 1.0) (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0))) :rule cong :premises (t260 t216))
% 0.47/0.83 (step t262 (cl (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0)) :rule resolution :premises (t255 t261 a62))
% 0.47/0.83 (step t263 (cl (not (= (= (tptp.f3 tptp.f4 (/ tptp.f7 6.0)) (/ 1.0 2.0)) (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2)))) (not (= (tptp.f3 tptp.f4 (/ tptp.f7 6.0)) (/ 1.0 2.0))) (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2))) :rule equiv_pos2)
% 0.47/0.83 (step t264 (cl (= (/ tptp.f7 6.0) (* tptp.f7 (/ 1 6)))) :rule all_simplify)
% 0.47/0.83 (step t265 (cl (= (* tptp.f7 (/ 1 6)) (* (/ 1 6) tptp.f7))) :rule all_simplify)
% 0.47/0.83 (step t266 (cl (= (/ tptp.f7 6.0) (* (/ 1 6) tptp.f7))) :rule trans :premises (t264 t265))
% 0.47/0.83 (step t267 (cl (= (tptp.f3 tptp.f4 (/ tptp.f7 6.0)) (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)))) :rule cong :premises (t256 t266))
% 0.47/0.83 (step t268 (cl (= (/ 1.0 2.0) (/ 1 2))) :rule all_simplify)
% 0.47/0.83 (step t269 (cl (= (= (tptp.f3 tptp.f4 (/ tptp.f7 6.0)) (/ 1.0 2.0)) (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2)))) :rule cong :premises (t267 t268))
% 0.47/0.83 (step t270 (cl (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2))) :rule resolution :premises (t263 t269 a61))
% 0.47/0.83 (step t271 (cl (not (= (= (tptp.f3 tptp.f4 (* 2.0 tptp.f7)) 0.0) (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0))) (not (= (tptp.f3 tptp.f4 (* 2.0 tptp.f7)) 0.0)) (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (step t272 (cl (= (tptp.f3 tptp.f4 (* 2.0 tptp.f7)) (tptp.f3 tptp.f4 (* 2 tptp.f7)))) :rule cong :premises (t256 t58))
% 0.47/0.83 (step t273 (cl (= 0.0 0.0)) :rule refl)
% 0.47/0.83 (step t274 (cl (= (= (tptp.f3 tptp.f4 (* 2.0 tptp.f7)) 0.0) (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0))) :rule cong :premises (t272 t273))
% 0.47/0.83 (step t275 (cl (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0)) :rule resolution :premises (t271 t274 a58))
% 0.47/0.83 (step t276 (cl (not (= (= (tptp.f3 tptp.f4 (* (/ 3.0 2.0) tptp.f7)) (- 1.0)) (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0)))) (not (= (tptp.f3 tptp.f4 (* (/ 3.0 2.0) tptp.f7)) (- 1.0))) (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0))) :rule equiv_pos2)
% 0.47/0.83 (step t277 (cl (= (/ 3.0 2.0) (/ 3 2))) :rule all_simplify)
% 0.47/0.83 (step t278 (cl (= tptp.f7 tptp.f7)) :rule refl)
% 0.47/0.83 (step t279 (cl (= (* (/ 3.0 2.0) tptp.f7) (* (/ 3 2) tptp.f7))) :rule cong :premises (t277 t278))
% 0.47/0.83 (step t280 (cl (= (tptp.f3 tptp.f4 (* (/ 3.0 2.0) tptp.f7)) (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)))) :rule cong :premises (t256 t279))
% 0.47/0.83 (step t281 (cl (= (- 1.0) (- 1.0))) :rule all_simplify)
% 0.47/0.83 (step t282 (cl (= (= (tptp.f3 tptp.f4 (* (/ 3.0 2.0) tptp.f7)) (- 1.0)) (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0)))) :rule cong :premises (t280 t281))
% 0.47/0.83 (step t283 (cl (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0))) :rule resolution :premises (t276 t282 a57))
% 0.47/0.83 (step t284 (cl (not (= (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)) (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)))) (not (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0))) (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0))) :rule equiv_pos2)
% 0.47/0.83 (step t285 (cl (= (tptp.f3 tptp.f6 tptp.f7) (tptp.f3 tptp.f6 tptp.f7))) :rule refl)
% 0.47/0.83 (step t286 (cl (= (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)) (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)))) :rule cong :premises (t285 t281))
% 0.47/0.83 (step t287 (cl (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0))) :rule resolution :premises (t284 t286 a51))
% 0.47/0.83 (step t288 (cl (not (= (= (tptp.f3 tptp.f6 (/ tptp.f7 2.0)) 0.0) (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0))) (not (= (tptp.f3 tptp.f6 (/ tptp.f7 2.0)) 0.0)) (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (step t289 (cl (= tptp.f6 tptp.f6)) :rule refl)
% 0.47/0.83 (step t290 (cl (= (tptp.f3 tptp.f6 (/ tptp.f7 2.0)) (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)))) :rule cong :premises (t289 t259))
% 0.47/0.83 (step t291 (cl (= (= (tptp.f3 tptp.f6 (/ tptp.f7 2.0)) 0.0) (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0))) :rule cong :premises (t290 t273))
% 0.47/0.83 (step t292 (cl (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0)) :rule resolution :premises (t288 t291 a50))
% 0.47/0.83 (step t293 (cl (not (= (= (tptp.f3 tptp.f6 (/ tptp.f7 3.0)) (/ 1.0 2.0)) (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2)))) (not (= (tptp.f3 tptp.f6 (/ tptp.f7 3.0)) (/ 1.0 2.0))) (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2))) :rule equiv_pos2)
% 0.47/0.83 (step t294 (cl (= (/ tptp.f7 3.0) (* tptp.f7 (/ 1 3)))) :rule all_simplify)
% 0.47/0.83 (step t295 (cl (= (* tptp.f7 (/ 1 3)) (* (/ 1 3) tptp.f7))) :rule all_simplify)
% 0.47/0.83 (step t296 (cl (= (/ tptp.f7 3.0) (* (/ 1 3) tptp.f7))) :rule trans :premises (t294 t295))
% 0.47/0.83 (step t297 (cl (= (tptp.f3 tptp.f6 (/ tptp.f7 3.0)) (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)))) :rule cong :premises (t289 t296))
% 0.47/0.83 (step t298 (cl (= (= (tptp.f3 tptp.f6 (/ tptp.f7 3.0)) (/ 1.0 2.0)) (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2)))) :rule cong :premises (t297 t268))
% 0.47/0.83 (step t299 (cl (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2))) :rule resolution :premises (t293 t298 a49))
% 0.47/0.83 (step t300 (cl (not (= (= (tptp.f3 tptp.f6 (* 2.0 tptp.f7)) 1.0) (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0))) (not (= (tptp.f3 tptp.f6 (* 2.0 tptp.f7)) 1.0)) (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0)) :rule equiv_pos2)
% 0.47/0.83 (step t301 (cl (= (tptp.f3 tptp.f6 (* 2.0 tptp.f7)) (tptp.f3 tptp.f6 (* 2 tptp.f7)))) :rule cong :premises (t289 t58))
% 0.47/0.83 (step t302 (cl (= (= (tptp.f3 tptp.f6 (* 2.0 tptp.f7)) 1.0) (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0))) :rule cong :premises (t301 t216))
% 0.47/0.83 (step t303 (cl (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0)) :rule resolution :premises (t300 t302 a46))
% 0.47/0.83 (step t304 (cl (not (= (= (tptp.f3 tptp.f6 (* (/ 3.0 2.0) tptp.f7)) 0.0) (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0))) (not (= (tptp.f3 tptp.f6 (* (/ 3.0 2.0) tptp.f7)) 0.0)) (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0)) :rule equiv_pos2)
% 0.47/0.83 (step t305 (cl (= (tptp.f3 tptp.f6 (* (/ 3.0 2.0) tptp.f7)) (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)))) :rule cong :premises (t289 t279))
% 0.47/0.83 (step t306 (cl (= (= (tptp.f3 tptp.f6 (* (/ 3.0 2.0) tptp.f7)) 0.0) (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0))) :rule cong :premises (t305 t273))
% 0.47/0.83 (step t307 (cl (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0)) :rule resolution :premises (t304 t306 a45))
% 0.47/0.83 (step t308 (cl (and (= (tptp.f3 tptp.f6 tptp.f5) 1.0) (= (tptp.f3 tptp.f4 tptp.f5) 0.0) (= (tptp.f3 tptp.f26 0.0) 0.0) (= (tptp.f3 tptp.f26 1.0) 1.0) (= (tptp.f3 tptp.f24 0.0) 0.0) (= (tptp.f3 tptp.f11 0.0) 0.0) (= (tptp.f3 tptp.f8 tptp.f7) 0.0) (= (tptp.f3 tptp.f8 (* (/ 1 4) tptp.f7)) 1.0) (= (tptp.f3 tptp.f8 0.0) 0.0) (= (tptp.f3 tptp.f4 0.0) 0.0) (= (tptp.f3 tptp.f6 0.0) 1.0) (= (tptp.f3 tptp.f4 tptp.f7) 0.0) (= (tptp.f3 tptp.f4 (* (/ 1 2) tptp.f7)) 1.0) (= (tptp.f3 tptp.f4 (* (/ 1 6) tptp.f7)) (/ 1 2)) (= (tptp.f3 tptp.f4 (* 2 tptp.f7)) 0.0) (= (tptp.f3 tptp.f4 (* (/ 3 2) tptp.f7)) (- 1.0)) (= (tptp.f3 tptp.f6 tptp.f7) (- 1.0)) (= (tptp.f3 tptp.f6 (* (/ 1 2) tptp.f7)) 0.0) (= (tptp.f3 tptp.f6 (* (/ 1 3) tptp.f7)) (/ 1 2)) (= (tptp.f3 tptp.f6 (* 2 tptp.f7)) 1.0) (= (tptp.f3 tptp.f6 (* (/ 3 2) tptp.f7)) 0.0))) :rule resolution :premises (t128 t131 t134 t155 t176 t194 t212 a104 t218 t236 t254 a72 a64 t262 t270 t275 t283 t287 t292 t299 t303 t307))
% 0.47/0.83 (step t309 (cl (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) :rule and :premises (t308))
% 0.47/0.83 (step t310 (cl (= 0.0 0.0)) :rule refl)
% 0.47/0.83 (step t311 (cl (= (= (tptp.f3 tptp.f4 tptp.f5) 0.0) (= 0.0 0.0))) :rule cong :premises (t309 t310))
% 0.47/0.83 (step t312 (cl (= (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (not (= 0.0 0.0)))) :rule cong :premises (t311))
% 0.47/0.83 (step t313 (cl (= (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= 0.0 0.0))))) :rule cong :premises (t127 t312))
% 0.47/0.83 (step t314 (cl (= (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= 0.0 0.0)))))) :rule cong :premises (t126 t313))
% 0.47/0.83 (step t315 (cl (= (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t316 (cl (= (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t317 (cl (= (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= 0.0 0.0))) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false))) :rule cong :premises (t316 t142))
% 0.47/0.83 (step t318 (cl (= (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) false) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule all_simplify)
% 0.47/0.83 (step t319 (cl (= (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= 0.0 0.0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule trans :premises (t317 t318))
% 0.47/0.83 (step t320 (cl (= (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= 0.0 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t315 t319))
% 0.47/0.83 (step t321 (cl (= (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (=> (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule trans :premises (t314 t320))
% 0.47/0.83 (step t322 (cl (= (=> (< tptp.f7 tptp.f5) (=> (< tptp.f5 (* 2.0 tptp.f7)) (not (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule trans :premises (t66 t125 t321))
% 0.47/0.83 (step t323 (cl (=> (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t51 t322 a11))
% 0.47/0.83 (step t324 (cl (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule implies :premises (t323))
% 0.47/0.83 (step t325 (cl (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule or_neg)
% 0.47/0.83 (step t326 (cl (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule or_neg)
% 0.47/0.83 (step t327 (cl (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t324 t325 t326))
% 0.47/0.83 (step t328 (cl (or (not (not (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule contraction :premises (t327))
% 0.47/0.83 (step t329 (cl (or (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t38 t50 t328))
% 0.47/0.83 (step t330 (cl (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule or :premises (t329))
% 0.47/0.83 (step t331 (cl (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule reordering :premises (t330))
% 0.47/0.83 (step t332 (cl (not (= (< tptp.f5 (* 2.0 tptp.f7)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (not (< tptp.f5 (* 2.0 tptp.f7))) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule equiv_pos2)
% 0.47/0.83 (step t333 (cl (= (< tptp.f5 (* 2.0 tptp.f7)) (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)))) :rule trans :premises (t56 t62))
% 0.47/0.83 (step t334 (cl (= tptp.f5 tptp.f5)) :rule refl)
% 0.47/0.83 (step t335 (cl (= (- 2) (- 2))) :rule refl)
% 0.47/0.83 (step t336 (cl (not (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule equiv_pos2)
% 0.47/0.83 (step t337 (cl (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule resolution :premises (t336 t98 a138))
% 0.47/0.83 (step t338 (cl (= (* (- 2) tptp.f7) (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t335 t337))
% 0.47/0.83 (step t339 (cl (= (+ tptp.f5 (* (- 2) tptp.f7)) (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule cong :premises (t334 t338))
% 0.47/0.83 (step t340 (cl (= 0 0)) :rule refl)
% 0.47/0.83 (step t341 (cl (= (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0) (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0))) :rule cong :premises (t339 t340))
% 0.47/0.83 (step t342 (cl (= (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (>= (+ tptp.f5 (* (- 2) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)))) :rule cong :premises (t341))
% 0.47/0.83 (step t343 (cl (= (not (>= (+ tptp.f5 (* (- 2) tptp.f7)) 0)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule trans :premises (t342 t122))
% 0.47/0.83 (step t344 (cl (= (< tptp.f5 (* 2.0 tptp.f7)) (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule trans :premises (t333 t343))
% 0.47/0.83 (step t345 (cl (not (>= (+ tptp.f5 (* (- 32) (tptp.f3 tptp.f11 (/ 1 5))) (* 8 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t332 t344 a8))
% 0.47/0.83 (step t346 (cl (>= (+ (* (- 1) tptp.f5) (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule resolution :premises (t331 t345))
% 0.47/0.83 (step t347 (cl (not (= (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (or (>= (* (- 1) tptp.f5) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (not (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) (or (>= (* (- 1) tptp.f5) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule equiv_pos2)
% 0.47/0.83 (step t348 (cl (= (= (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0)) true) (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0)))) :rule equiv_simplify)
% 0.47/0.83 (step t349 (cl (not (= (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0)) true)) (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0))) :rule equiv1 :premises (t348))
% 0.47/0.83 (step t350 (cl (= (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0)) (= (>= (* (- 1) tptp.f5) 0) (not (not (>= (* (- 1) tptp.f5) 0)))))) :rule all_simplify)
% 0.47/0.83 (step t351 (cl (= (>= (* (- 1) tptp.f5) 0) (>= (* (- 1) tptp.f5) 0))) :rule refl)
% 0.47/0.83 (step t352 (cl (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0))) :rule all_simplify)
% 0.47/0.83 (step t353 (cl (= (= (>= (* (- 1) tptp.f5) 0) (not (not (>= (* (- 1) tptp.f5) 0)))) (= (>= (* (- 1) tptp.f5) 0) (>= (* (- 1) tptp.f5) 0)))) :rule cong :premises (t351 t352))
% 0.47/0.83 (step t354 (cl (= (= (>= (* (- 1) tptp.f5) 0) (>= (* (- 1) tptp.f5) 0)) true)) :rule all_simplify)
% 0.47/0.83 (step t355 (cl (= (= (>= (* (- 1) tptp.f5) 0) (not (not (>= (* (- 1) tptp.f5) 0)))) true)) :rule trans :premises (t353 t354))
% 0.47/0.83 (step t356 (cl (= (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0)) true)) :rule trans :premises (t350 t355))
% 0.47/0.83 (step t357 (cl (= (not (not (>= (* (- 1) tptp.f5) 0))) (>= (* (- 1) tptp.f5) 0))) :rule resolution :premises (t349 t356))
% 0.47/0.83 (step t358 (cl (= (= (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true) (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule equiv_simplify)
% 0.47/0.83 (step t359 (cl (not (= (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true)) (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule equiv1 :premises (t358))
% 0.47/0.83 (step t360 (cl (= (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))))) :rule all_simplify)
% 0.47/0.83 (step t361 (cl (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule refl)
% 0.47/0.83 (step t362 (cl (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule all_simplify)
% 0.47/0.83 (step t363 (cl (= (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t361 t362))
% 0.47/0.83 (step t364 (cl (= (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true)) :rule all_simplify)
% 0.47/0.83 (step t365 (cl (= (= (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) true)) :rule trans :premises (t363 t364))
% 0.47/0.83 (step t366 (cl (= (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true)) :rule trans :premises (t360 t365))
% 0.47/0.83 (step t367 (cl (= (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t359 t366))
% 0.47/0.83 (step t368 (cl (= (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (or (>= (* (- 1) tptp.f5) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t357 t367))
% 0.47/0.83 (step t369 (cl (not (= (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)))))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))))) (not (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1))))))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule equiv_pos2)
% 0.47/0.83 (anchor :step t370 :args ((A__questionmark_v_0_1 Real) (:= A__questionmark_v_0_1 A__questionmark_v_0_1)))
% 0.47/0.83 (step t370.t1 (cl (= A__questionmark_v_0_1 A__questionmark_v_0_1)) :rule refl)
% 0.47/0.83 (step t370.t2 (cl (= (= A__questionmark_v_0_1 0.0) (= A__questionmark_v_0_1 0.0))) :rule refl)
% 0.47/0.83 (step t370.t3 (cl (= (< A__questionmark_v_0_1 tptp.f5) (not (>= A__questionmark_v_0_1 tptp.f5)))) :rule all_simplify)
% 0.47/0.83 (step t370.t4 (cl (= (>= A__questionmark_v_0_1 tptp.f5) (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0))) :rule all_simplify)
% 0.47/0.83 (step t370.t5 (cl (= (not (>= A__questionmark_v_0_1 tptp.f5)) (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)))) :rule cong :premises (t370.t4))
% 0.47/0.83 (step t370.t6 (cl (= (< A__questionmark_v_0_1 tptp.f5) (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)))) :rule trans :premises (t370.t3 t370.t5))
% 0.47/0.83 (step t370.t7 (cl (= (< tptp.f5 tptp.f7) (not (>= tptp.f5 tptp.f7)))) :rule all_simplify)
% 0.47/0.83 (step t370.t8 (cl (= (>= tptp.f5 tptp.f7) (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0))) :rule all_simplify)
% 0.47/0.83 (step t370.t9 (cl (= (not (>= tptp.f5 tptp.f7)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)))) :rule cong :premises (t370.t8))
% 0.47/0.83 (step t370.t10 (cl (= (< tptp.f5 tptp.f7) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)))) :rule trans :premises (t370.t7 t370.t9))
% 0.47/0.83 (step t370.t11 (cl (= (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1) (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5)))) :rule all_simplify)
% 0.47/0.83 (step t370.t12 (cl (= (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))) :rule cong :premises (t370.t11))
% 0.47/0.83 (step t370.t13 (cl (= (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1))) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5)))))) :rule cong :premises (t370.t10 t370.t12))
% 0.47/0.83 (step t370.t14 (cl (= (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)))) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))) :rule cong :premises (t370.t6 t370.t13))
% 0.47/0.83 (step t370.t15 (cl (= (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1))))) (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5)))))))) :rule cong :premises (t370.t2 t370.t14))
% 0.47/0.83 (step t370 (cl (= (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)))))) (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))))) :rule bind)
% 0.47/0.83 (step t371 (cl (= (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))) (not (forall ((A__questionmark_v_0_1 Real)) (not (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))))))) :rule all_simplify)
% 0.47/0.83 (step t372 (cl (= (forall ((A__questionmark_v_0_1 Real)) (not (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5)))))))) (forall ((A__questionmark_v_0_1 Real)) (or (not (= A__questionmark_v_0_1 0.0)) (and (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))) :rule all_simplify)
% 0.47/0.83 (step t373 (cl (= (forall ((A__questionmark_v_0_1 Real)) (or (not (= A__questionmark_v_0_1 0.0)) (and (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))) (or (not (= 0.0 0.0)) (and (not (>= (+ (* (- 1) tptp.f5) 0.0) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= 0.0 (tptp.f3 tptp.f4 tptp.f5)))))) :rule all_simplify)
% 0.47/0.83 (step t374 (cl (= (+ (* (- 1) tptp.f5) 0.0) (* (- 1) tptp.f5))) :rule all_simplify)
% 0.47/0.83 (step t375 (cl (= (>= (+ (* (- 1) tptp.f5) 0.0) 0) (>= (* (- 1) tptp.f5) 0))) :rule cong :premises (t374 t114))
% 0.47/0.83 (step t376 (cl (= (not (>= (+ (* (- 1) tptp.f5) 0.0) 0)) (not (>= (* (- 1) tptp.f5) 0)))) :rule cong :premises (t375))
% 0.47/0.83 (step t377 (cl (= (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)))) :rule refl)
% 0.47/0.83 (step t378 (cl (= (= 0.0 (tptp.f3 tptp.f4 tptp.f5)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) :rule all_simplify)
% 0.47/0.83 (step t379 (cl (= (and (not (>= (+ (* (- 1) tptp.f5) 0.0) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= 0.0 (tptp.f3 tptp.f4 tptp.f5))) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule cong :premises (t376 t377 t378))
% 0.47/0.83 (step t380 (cl (= (or (not (= 0.0 0.0)) (and (not (>= (+ (* (- 1) tptp.f5) 0.0) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= 0.0 (tptp.f3 tptp.f4 tptp.f5)))) (or false (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t142 t379))
% 0.47/0.83 (step t381 (cl (= (or false (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule all_simplify)
% 0.47/0.83 (step t382 (cl (= (or (not (= 0.0 0.0)) (and (not (>= (+ (* (- 1) tptp.f5) 0.0) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= 0.0 (tptp.f3 tptp.f4 tptp.f5)))) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule trans :premises (t380 t381))
% 0.47/0.83 (step t383 (cl (= (forall ((A__questionmark_v_0_1 Real)) (or (not (= A__questionmark_v_0_1 0.0)) (and (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule trans :premises (t373 t382))
% 0.47/0.83 (step t384 (cl (= (forall ((A__questionmark_v_0_1 Real)) (not (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5)))))))) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule trans :premises (t372 t383))
% 0.47/0.83 (step t385 (cl (= (not (forall ((A__questionmark_v_0_1 Real)) (not (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t384))
% 0.47/0.83 (step t386 (cl (= (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (not (>= (+ (* (- 1) tptp.f5) A__questionmark_v_0_1) 0)) (=> (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (= A__questionmark_v_0_1 (tptp.f3 tptp.f4 tptp.f5))))))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule trans :premises (t371 t385))
% 0.47/0.83 (step t387 (cl (= (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)))))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule trans :premises (t370 t386))
% 0.47/0.83 (step t388 (cl (= (not (>= (* (- 1) tptp.f5) 0)) (not (>= (* (- 1) tptp.f5) 0)))) :rule refl)
% 0.47/0.83 (step t389 (cl (= tptp.f5 tptp.f5)) :rule refl)
% 0.47/0.83 (step t390 (cl (= (- 1) (- 1))) :rule refl)
% 0.47/0.83 (step t391 (cl (not (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule equiv_pos2)
% 0.47/0.83 (step t392 (cl (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule resolution :premises (t391 t98 a138))
% 0.47/0.83 (step t393 (cl (= (* (- 1) tptp.f7) (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t390 t392))
% 0.47/0.83 (step t394 (cl (= (+ tptp.f5 (* (- 1) tptp.f7)) (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule cong :premises (t389 t393))
% 0.47/0.83 (step t395 (cl (= 0 0)) :rule refl)
% 0.47/0.83 (step t396 (cl (= (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0) (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0))) :rule cong :premises (t394 t395))
% 0.47/0.83 (step t397 (cl (= (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (not (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)))) :rule cong :premises (t396))
% 0.47/0.83 (step t398 (cl (= (= (tptp.f3 tptp.f4 tptp.f5) 0.0) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) :rule refl)
% 0.47/0.83 (step t399 (cl (= (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule cong :premises (t388 t397 t398))
% 0.47/0.83 (step t400 (cl (= (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t399))
% 0.47/0.83 (step t401 (cl (= (not (>= (* (- 1) tptp.f5) 0)) (not (>= (* (- 1) tptp.f5) 0)))) :rule refl)
% 0.47/0.83 (step t402 (cl (= (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (+ (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule all_simplify)
% 0.47/0.83 (step t403 (cl (= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (+ tptp.f5 (+ (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t57 t402))
% 0.47/0.83 (step t404 (cl (= (+ tptp.f5 (+ (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239))))) (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule all_simplify)
% 0.47/0.83 (step t405 (cl (= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))))) :rule trans :premises (t403 t404))
% 0.47/0.83 (step t406 (cl (= (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule cong :premises (t405 t114))
% 0.47/0.83 (step t407 (cl (= (not (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule cong :premises (t406))
% 0.47/0.83 (step t408 (cl (= (= (tptp.f3 tptp.f4 tptp.f5) 0.0) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) :rule refl)
% 0.47/0.83 (step t409 (cl (= (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)))) :rule cong :premises (t401 t407 t408))
% 0.47/0.83 (step t410 (cl (= (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule cong :premises (t409))
% 0.47/0.83 (step t411 (cl (= (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 1) tptp.f7)) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))))) :rule trans :premises (t400 t410))
% 0.47/0.83 (step t412 (cl (= (not (>= (* (- 1) tptp.f5) 0)) (not (>= (* (- 1) tptp.f5) 0)))) :rule refl)
% 0.47/0.83 (step t413 (cl (= (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t414 (cl (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) :rule and :premises (t308))
% 0.47/0.83 (step t415 (cl (= 0.0 0.0)) :rule refl)
% 0.47/0.83 (step t416 (cl (= (= (tptp.f3 tptp.f4 tptp.f5) 0.0) (= 0.0 0.0))) :rule cong :premises (t414 t415))
% 0.47/0.83 (step t417 (cl (= (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0)) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= 0.0 0.0)))) :rule cong :premises (t412 t413 t416))
% 0.47/0.83 (step t418 (cl (= (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= 0.0 0.0))))) :rule cong :premises (t417))
% 0.47/0.83 (step t419 (cl (= (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule refl)
% 0.47/0.83 (step t420 (cl (= (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= 0.0 0.0)) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true))) :rule cong :premises (t401 t419 t140))
% 0.47/0.83 (step t421 (cl (= (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) true) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule all_simplify)
% 0.47/0.83 (step t422 (cl (= (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= 0.0 0.0)) (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule trans :premises (t420 t421))
% 0.47/0.83 (step t423 (cl (= (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= 0.0 0.0))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))))) :rule cong :premises (t422))
% 0.47/0.83 (step t424 (cl (= (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) (= (tptp.f3 tptp.f4 tptp.f5) 0.0))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))))) :rule trans :premises (t418 t423))
% 0.47/0.83 (step t425 (cl (= (exists ((A__questionmark_v_0_1 Real)) (and (= A__questionmark_v_0_1 0.0) (=> (< A__questionmark_v_0_1 tptp.f5) (=> (< tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f4 tptp.f5) A__questionmark_v_0_1)))))) (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))))) :rule trans :premises (t387 t411 t424))
% 0.47/0.83 (step t426 (cl (not (and (not (>= (* (- 1) tptp.f5) 0)) (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule resolution :premises (t369 t425 a2))
% 0.47/0.83 (step t427 (cl (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) :rule not_and :premises (t426))
% 0.47/0.83 (step t428 (cl (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (not (not (not (>= (* (- 1) tptp.f5) 0))))) :rule or_neg)
% 0.47/0.83 (step t429 (cl (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (not (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule or_neg)
% 0.47/0.83 (step t430 (cl (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)))) (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule resolution :premises (t427 t428 t429))
% 0.47/0.83 (step t431 (cl (or (not (not (>= (* (- 1) tptp.f5) 0))) (not (not (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))))) :rule contraction :premises (t430))
% 0.47/0.83 (step t432 (cl (or (>= (* (- 1) tptp.f5) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0))) :rule resolution :premises (t347 t368 t431))
% 0.47/0.83 (step t433 (cl (>= (* (- 1) tptp.f5) 0) (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule or :premises (t432))
% 0.47/0.83 (step t434 (cl (not (= (< 0.0 tptp.f5) (not (>= (* (- 1) tptp.f5) 0)))) (not (< 0.0 tptp.f5)) (not (>= (* (- 1) tptp.f5) 0))) :rule equiv_pos2)
% 0.47/0.83 (step t435 (cl (= (< 0.0 tptp.f5) (not (>= 0.0 tptp.f5)))) :rule all_simplify)
% 0.47/0.83 (step t436 (cl (= (>= 0.0 tptp.f5) (>= (* (- 1) tptp.f5) 0))) :rule all_simplify)
% 0.47/0.83 (step t437 (cl (= (not (>= 0.0 tptp.f5)) (not (>= (* (- 1) tptp.f5) 0)))) :rule cong :premises (t436))
% 0.47/0.83 (step t438 (cl (= (< 0.0 tptp.f5) (not (>= (* (- 1) tptp.f5) 0)))) :rule trans :premises (t435 t437))
% 0.47/0.83 (step t439 (cl (not (>= (* (- 1) tptp.f5) 0))) :rule resolution :premises (t434 t438 a7))
% 0.47/0.83 (step t440 (cl (>= (+ tptp.f5 (* (- 16) (tptp.f3 tptp.f11 (/ 1 5))) (* 4 (tptp.f3 tptp.f11 (/ 1 239)))) 0)) :rule resolution :premises (t433 t439))
% 0.47/0.83 (step t441 (cl (not (= (=> (= tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) (not (=> (= tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)))) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule equiv_pos2)
% 0.47/0.83 (step t442 (cl (= tptp.f5 tptp.f5)) :rule refl)
% 0.47/0.83 (step t443 (cl (not (= (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0)))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) (not (exists ((A__questionmark_v_0_72 Real)) (and (= A__questionmark_v_0_72 4.0) (= (/ tptp.f7 A__questionmark_v_0_72) (- (* A__questionmark_v_0_72 (tptp.f3 tptp.f11 (/ 1.0 5.0))) (tptp.f3 tptp.f11 (/ 1.0 239.0))))))) (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule equiv_pos2)
% 0.47/0.83 (step t444 (cl (= tptp.f7 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))) :rule resolution :premises (t443 t98 a138))
% 0.47/0.83 (step t445 (cl (= (= tptp.f5 tptp.f7) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule cong :premises (t442 t444))
% 0.47/0.83 (step t446 (cl (= (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)))) :rule refl)
% 0.47/0.83 (step t447 (cl (= (=> (= tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))) (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))))) :rule cong :premises (t445 t446))
% 0.47/0.83 (step t448 (cl (= (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule refl)
% 0.47/0.83 (step t449 (cl (= (tptp.f3 tptp.f6 tptp.f5) 1.0)) :rule and :premises (t308))
% 0.47/0.83 (step t450 (cl (= 1.0 1.0)) :rule refl)
% 0.47/0.83 (step t451 (cl (= (= (tptp.f3 tptp.f6 tptp.f5) 1.0) (= 1.0 1.0))) :rule cong :premises (t449 t450))
% 0.47/0.83 (step t452 (cl (= (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0)) (not (= 1.0 1.0)))) :rule cong :premises (t451))
% 0.47/0.83 (step t453 (cl (= (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))) (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (= 1.0 1.0))))) :rule cong :premises (t448 t452))
% 0.47/0.83 (step t454 (cl (= (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (= 1.0 1.0))) (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) false))) :rule cong :premises (t5 t163))
% 0.47/0.83 (step t455 (cl (= (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) false) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule all_simplify)
% 0.47/0.83 (step t456 (cl (= (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (= 1.0 1.0))) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule trans :premises (t454 t455))
% 0.47/0.83 (step t457 (cl (= (=> (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule trans :premises (t453 t456))
% 0.47/0.83 (step t458 (cl (= (=> (= tptp.f5 tptp.f7) (not (= (tptp.f3 tptp.f6 tptp.f5) 1.0))) (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239)))))))) :rule trans :premises (t447 t457))
% 0.47/0.83 (step t459 (cl (not (= tptp.f5 (+ (* 16 (tptp.f3 tptp.f11 (/ 1 5))) (* (- 4) (tptp.f3 tptp.f11 (/ 1 239))))))) :rule resolution :premises (t441 t458 a9))
% 0.47/0.83 (step t460 (cl) :rule resolution :premises (t37 t346 t440 t459))
% 0.47/0.83
% 0.47/0.83 % SZS output end Proof for /export/starexec/sandbox2/tmp/tmp.RuVIQ1E7uy/cvc5---1.0.5_609.smt2
% 0.47/0.84 % cvc5---1.0.5 exiting
% 0.47/0.84 % cvc5---1.0.5 exiting
%------------------------------------------------------------------------------