TSTP Solution File: SYN116-10 by ZenonModulo---0.4.2
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : ZenonModulo---0.4.2
% Problem : SYN116-10 : TPTP v8.1.0. Released v7.5.0.
% Transfm : none
% Format : tptp:raw
% Command : run_zenon_modulo %d %s
% Computer : n026.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 600s
% DateTime : Thu Jul 21 13:58:21 EDT 2022
% Result : Unknown 0.86s 1.05s
% Output : None
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : SYN116-10 : TPTP v8.1.0. Released v7.5.0.
% 0.03/0.13 % Command : run_zenon_modulo %d %s
% 0.13/0.34 % Computer : n026.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 600
% 0.13/0.34 % DateTime : Mon Jul 11 19:58:57 EDT 2022
% 0.13/0.34 % CPUTime :
% 0.86/1.05 Zenon error: exhausted search space without finding a proof
% 0.86/1.05 (* Current branch:
% 0.86/1.05 ((k5 (b)) != (ifeq (k0 (b)) (true) (ifeq (l0 (c)) (true) (ifeq (s0 (e)) (true) (q1 (b) (e) (e)) (true)) (true)) (true)))
% 0.86/1.05 ((ifeq (s1 (d)) (true) (ifeq (r1 (d)) (true) (s2 (d)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (q2 (a) (b) (a)) (true) (m3 (b) (b) (b)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (m0 (b) (a) (a)))
% 0.86/1.05 ((ifeq (l2 (e) (b)) (true) (ifeq (r1 (e)) (true) (ifeq (m1 (d) (a) (c)) (true) (ifeq (l1 (e) (c)) (true) (p2 (a) (c) (b)) (true)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (p1 (d) (b) (e)) (true) (p2 (d) (b) (b)) (true)))
% 0.86/1.05 ((k5 (b)) != (l0 (c)))
% 0.86/1.05 ((ifeq (k0 (b)) (true) (ifeq (l0 (c)) (true) (ifeq (s0 (e)) (true) (q1 (b) (e) (e)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (m1 (c) (d) (a)) (true) (ifeq (m0 (c) (b) (a)) (true) (q1 (d) (d) (c)) (true)) (true)))
% 0.86/1.05 ((m0 (b) (a) (a)) = (true))
% 0.86/1.05 ((ifeq (k2 (b) (c)) (true) (l3 (c) (c)) (true)) = (true))
% 0.86/1.05 ((q0 (e) (d)) = (true))
% 0.86/1.05 ((ifeq (r4 (a)) (true) (q5 (a) (a)) (true)) = (true))
% 0.86/1.05 ((ifeq (l0 (b)) (true) (m1 (b) (b) (b)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (s4 (e)) (true) (ifeq (n1 (b) (b) (b)) (true) (k5 (b)) (true)) (true)))
% 0.86/1.05 ((m0 (b) (b) (e)) = (true))
% 0.86/1.05 ((k5 (b)) != (q0 (a) (b)))
% 0.86/1.05 ((k5 (b)) != (n0 (c) (d)))
% 0.86/1.05 ((k5 (b)) != (m0 (b) (b) (e)))
% 0.86/1.05 ((ifeq (k2 (a) (d)) (true) (l3 (d) (d)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (n0 (e) (b)))
% 0.86/1.05 ((n0 (e) (e)) = (true))
% 0.86/1.05 ((ifeq (q2 (b) (c) (d)) (true) (ifeq (m2 (d)) (true) (ifeq (l1 (d) (b)) (true) (m3 (c) (b) (d)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (p0 (d) (b)) (true) (ifeq (m0 (e) (a) (a)) (true) (p1 (d) (d) (b)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (s1 (a)) (true) (ifeq (s0 (d)) (true) (s2 (d)) (true)) (true)))
% 0.86/1.05 ((q0 (d) (c)) = (true))
% 0.86/1.05 ((k5 (b)) != (n0 (b) (a)))
% 0.86/1.05 ((ifeq (l1 (e) (e)) (true) (k2 (e) (e)) (true)) = (true))
% 0.86/1.05 ((ifeq (n1 (e) (e) (e)) (true) (ifeq (p0 (d) (d)) (true) (ifeq (r0 (b)) (true) (n1 (d) (e) (e)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (l2 (a) (b)) (true) (m3 (b) (b) (b)) (true)))
% 0.86/1.05 ((q0 (d) (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (p3 (b) (e) (a)) (true) (ifeq (l3 (b) (a)) (true) (n4 (e) (e)) (true)) (true)))
% 0.86/1.05 ((n0 (c) (d)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (n4 (b) (e)) (true) (ifeq (r3 (d) (b) (c)) (true) (n5 (b) (e)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (n0 (a) (b)))
% 0.86/1.05 ((ifeq (p1 (a) (a) (a)) (true) (ifeq (r0 (b)) (true) (p1 (a) (b) (a)) (true)) (true)) = (true))
% 0.86/1.05 ((q0 (d) (d)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (n1 (e) (e) (e)) (true) (ifeq (p0 (d) (d)) (true) (ifeq (r0 (b)) (true) (n1 (d) (e) (e)) (true)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (q2 (b) (c) (d)) (true) (ifeq (m2 (d)) (true) (ifeq (l1 (d) (b)) (true) (m3 (c) (b) (d)) (true)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (k2 (c) (b)) (true) (p3 (b) (c) (b)) (true)))
% 0.86/1.05 ((ifeq (s1 (a)) (true) (ifeq (s0 (d)) (true) (s2 (d)) (true)) (true)) = (true))
% 0.86/1.05 ((r0 (e)) = (true))
% 0.86/1.05 ((s0 (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k3 (c) (c) (e)) (true) (ifeq (q1 (d) (d) (d)) (true) (n4 (d) (d)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (p4 (c) (d) (c)) (true) (n5 (d) (d)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (b)) (true) (m1 (b) (b) (b)) (true)))
% 0.86/1.05 ((k5 (b)) != (r0 (b)))
% 0.86/1.05 ((ifeq (q3 (e) (b)) (true) (ifeq (n3 (e)) (true) (ifeq (n0 (c) (d)) (true) (k4 (c)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((n0 (a) (b)) = (true))
% 0.86/1.05 ((n0 (d) (c)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (r2 (c)) (true) (ifeq (k0 (a)) (true) (k3 (c) (c) (c)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (m0 (c) (b) (a)))
% 0.86/1.05 ((k5 (b)) != (n0 (e) (e)))
% 0.86/1.05 ((ifeq (s0 (d)) (true) (ifeq (k1 (d)) (true) (p2 (d) (d) (d)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (l0 (b)) (true) (q1 (b) (b) (b)) (true)) = (true))
% 0.86/1.05 ((ifeq (l0 (a)) (true) (p1 (a) (a) (a)) (true)) = (true))
% 0.86/1.05 ((ifeq (q1 (e) (e) (e)) (true) (ifeq (l1 (c) (b)) (true) (p2 (c) (e) (e)) (true)) (true)) = (true))
% 0.86/1.05 ((p0 (c) (b)) = (true))
% 0.86/1.05 ((ifeq (l0 (c)) (true) (m1 (c) (c) (c)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k3 (c) (e) (b)) (true) (ifeq (l1 (b) (c)) (true) (q4 (b) (b)) (true)) (true)))
% 0.86/1.05 ((m0 (e) (d) (a)) = (true))
% 0.86/1.05 ((ifeq (p4 (c) (d) (c)) (true) (n5 (d) (d)) (true)) = (true))
% 0.86/1.05 ((ifeq (l0 (a)) (true) (ifeq (s0 (d)) (true) (m1 (a) (a) (a)) (true)) (true)) = (true))
% 0.86/1.05 ((n0 (d) (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k0 (e)) (true) (true) (true)))
% 0.86/1.05 ((k0 (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k2 (a) (d)) (true) (l3 (d) (d)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (b)) (true) (q1 (b) (b) (b)) (true)))
% 0.86/1.05 ((ifeq (q1 (c) (a) (d)) (true) (ifeq (n1 (e) (a) (e)) (true) (ifeq (m1 (b) (a) (e)) (true) (ifeq (k1 (c)) (true) (n2 (a)) (true)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (l0 (a)) (true) (ifeq (r0 (a)) (true) (n1 (a) (a) (a)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k3 (a) (c) (a)) (true) (ifeq (s2 (d)) (true) (ifeq (r0 (b)) (true) (l3 (d) (c)) (true)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (m0 (e) (b) (c)))
% 0.86/1.05 ((ifeq (m0 (b) (c) (e)) (true) (p1 (c) (e) (b)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (r2 (a)) (true) (ifeq (l2 (e) (b)) (true) (ifeq (p1 (a) (d) (b)) (true) (k3 (d) (d) (d)) (true)) (true)) (true)))
% 0.86/1.05 ((m0 (a) (e) (e)) = (true))
% 0.86/1.05 ((m0 (c) (b) (a)) = (true))
% 0.86/1.05 ((k5 (b)) != (m0 (a) (e) (e)))
% 0.86/1.05 ((k5 (b)) != (n0 (d) (e)))
% 0.86/1.05 ((k0 (e)) = (true))
% 0.86/1.05 ((ifeq (p0 (b) (a)) (true) (p1 (a) (a) (a)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (q3 (e) (b)) (true) (ifeq (n3 (e)) (true) (ifeq (n0 (c) (d)) (true) (k4 (c)) (true)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (q2 (d) (c) (a)) (true) (ifeq (s1 (c)) (true) (ifeq (q0 (e) (c)) (true) (q2 (d) (a) (a)) (true)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (l2 (e) (b)) (true) (ifeq (r1 (e)) (true) (ifeq (m1 (d) (a) (c)) (true) (ifeq (l1 (e) (c)) (true) (p2 (a) (c) (b)) (true)) (true)) (true)) (true)))
% 0.86/1.05 ((ifeq (r2 (c)) (true) (ifeq (k0 (a)) (true) (k3 (c) (c) (c)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (r1 (d)) (true) (ifeq (l1 (e) (c)) (true) (p2 (e) (c) (c)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (k0 (e)))
% 0.86/1.05 ((ifeq (s4 (e)) (true) (ifeq (n1 (b) (b) (b)) (true) (k5 (b)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (k3 (a) (c) (a)) (true) (ifeq (s2 (d)) (true) (ifeq (r0 (b)) (true) (l3 (d) (c)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (s0 (d)) (true) (true) (true)))
% 0.86/1.05 ((k5 (b)) != (n0 (d) (b)))
% 0.86/1.05 ((ifeq (m1 (c) (d) (a)) (true) (ifeq (m0 (c) (b) (a)) (true) (q1 (d) (d) (c)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (r1 (d)) (true) (ifeq (l1 (e) (c)) (true) (p2 (e) (c) (c)) (true)) (true)))
% 0.86/1.05 ((ifeq (k3 (c) (e) (b)) (true) (ifeq (l1 (b) (c)) (true) (q4 (b) (b)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (k0 (b)) (true) (ifeq (l1 (e) (c)) (true) (n2 (c)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (s0 (d)))
% 0.86/1.05 ((ifeq (q0 (d) (d)) (true) (n1 (d) (d) (d)) (true)) = (true))
% 0.86/1.05 ((ifeq (s2 (e)) (true) (ifeq (k2 (c) (e)) (true) (k3 (c) (c) (c)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (r2 (a)) (true) (k3 (a) (a) (a)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (a)) (true) (true) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (a)) (true) (p1 (a) (a) (a)) (true)))
% 0.86/1.05 ((ifeq (p3 (b) (e) (a)) (true) (ifeq (l3 (b) (a)) (true) (n4 (e) (e)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (n0 (d) (c)))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (a)) (true) (ifeq (s0 (d)) (true) (m1 (a) (a) (a)) (true)) (true)))
% 0.86/1.05 ((q0 (b) (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (l1 (a) (b)) (true) (m1 (b) (b) (b)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (r0 (e)) (true) (m1 (e) (e) (e)) (true)))
% 0.86/1.05 ((ifeq (n4 (b) (e)) (true) (ifeq (r3 (d) (b) (c)) (true) (n5 (b) (e)) (true)) (true)) = (true))
% 0.86/1.05 ((q0 (a) (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (q1 (e) (e) (e)) (true) (ifeq (l1 (c) (b)) (true) (p2 (c) (e) (e)) (true)) (true)))
% 0.86/1.05 ((ifeq (k1 (b)) (true) (m2 (b)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (m1 (d) (e) (e)) (true) (ifeq (k0 (b)) (true) (ifeq (q0 (b) (e)) (true) (n1 (d) (d) (b)) (true)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (q0 (d) (c)))
% 0.86/1.05 ((n0 (e) (b)) = (true))
% 0.86/1.05 ((ifeq (r2 (c)) (true) (k3 (c) (c) (c)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (k0 (b)))
% 0.86/1.05 ((k5 (b)) != (s0 (b)))
% 0.86/1.05 ((ifeq (q2 (d) (c) (a)) (true) (ifeq (s1 (c)) (true) (ifeq (q0 (e) (c)) (true) (q2 (d) (a) (a)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((n0 (d) (e)) = (true))
% 0.86/1.05 ((k5 (b)) != (q0 (d) (b)))
% 0.86/1.05 ((k5 (b)) != (ifeq (k0 (b)) (true) (ifeq (l1 (e) (c)) (true) (n2 (c)) (true)) (true)))
% 0.86/1.05 ((m0 (d) (e) (c)) = (true))
% 0.86/1.05 ((l0 (a)) = (true))
% 0.86/1.05 ((ifeq (p0 (a) (c)) (true) (p1 (c) (c) (c)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (c)) (true) (m1 (c) (c) (c)) (true)))
% 0.86/1.05 ((ifeq (l0 (c)) (true) (n1 (c) (c) (c)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k1 (b)) (true) (m2 (b)) (true)))
% 0.86/1.05 ((p0 (b) (c)) = (true))
% 0.86/1.05 ((k5 (b)) != (l0 (a)))
% 0.86/1.05 ((k5 (b)) != (ifeq (r4 (a)) (true) (q5 (a) (a)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (k0 (e)) (true) (ifeq (r0 (e)) (true) (p1 (e) (e) (e)) (true)) (true)))
% 0.86/1.05 ((ifeq (r0 (b)) (true) (q1 (b) (b) (b)) (true)) = (true))
% 0.86/1.05 ((n0 (b) (a)) = (true))
% 0.86/1.05 ((ifeq (p1 (e) (e) (a)) (true) (p2 (a) (a) (a)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (q0 (b) (e)))
% 0.86/1.05 ((ifeq (p1 (d) (b) (e)) (true) (p2 (d) (b) (b)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (k2 (b) (c)) (true) (l3 (c) (c)) (true)))
% 0.86/1.05 ((k5 (b)) != (r0 (e)))
% 0.86/1.05 ((q0 (b) (e)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (r2 (c)) (true) (k3 (c) (c) (c)) (true)))
% 0.86/1.05 ((l0 (c)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (r2 (a)) (true) (k3 (a) (a) (a)) (true)))
% 0.86/1.05 ((ifeq (p0 (d) (b)) (true) (ifeq (m0 (e) (a) (a)) (true) (p1 (d) (d) (b)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (k0 (e)) (true) (ifeq (s0 (d)) (true) (q1 (d) (d) (d)) (true)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (l1 (e) (e)) (true) (k2 (e) (e)) (true)))
% 0.86/1.05 ((k5 (b)) != (n1 (d) (d) (d)))
% 0.86/1.05 ((m0 (e) (d) (e)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (q1 (c) (a) (d)) (true) (ifeq (n1 (e) (a) (e)) (true) (ifeq (m1 (b) (a) (e)) (true) (ifeq (k1 (c)) (true) (n2 (a)) (true)) (true)) (true)) (true)))
% 0.86/1.05 ((ifeq (m1 (d) (e) (e)) (true) (ifeq (k0 (b)) (true) (ifeq (q0 (b) (e)) (true) (n1 (d) (d) (b)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (l2 (a) (b)) (true) (m3 (b) (b) (b)) (true)) = (true))
% 0.86/1.05 ((ifeq (s0 (e)) (true) (m1 (e) (e) (e)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (m0 (b) (c) (e)) (true) (p1 (c) (e) (b)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (p1 (a) (a) (a)) (true) (ifeq (r0 (b)) (true) (p1 (a) (b) (a)) (true)) (true)))
% 0.86/1.05 ((ifeq (q0 (c) (d)) (true) (ifeq (l1 (a) (b)) (true) (m1 (b) (b) (b)) (true)) (true)) = (true))
% 0.86/1.05 ((ifeq (r0 (e)) (true) (m1 (e) (e) (e)) (true)) = (true))
% 0.86/1.05 ((k5 (b)) != (q0 (b) (b)))
% 0.86/1.05 ((k5 (b)) != (ifeq (p1 (e) (e) (a)) (true) (p2 (a) (a) (a)) (true)))
% 0.86/1.05 ((ifeq (k3 (c) (c) (e)) (true) (ifeq (q1 (d) (d) (d)) (true) (n4 (d) (d)) (true)) (true)) = (true))
% 0.86/1.05 ((r0 (b)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (l0 (c)) (true) (n1 (c) (c) (c)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (s1 (d)) (true) (ifeq (r1 (d)) (true) (s2 (d)) (true)) (true)))
% 0.86/1.05 ((k5 (b)) != (ifeq (s2 (e)) (true) (ifeq (k2 (c) (e)) (true) (k3 (c) (c) (c)) (true)) (true)))
% 0.86/1.05 ((ifeq (k0 (e)) (true) (ifeq (r0 (e)) (true) (p1 (e) (e) (e)) (true)) (true)) = (true))
% 0.86/1.05 ((s0 (d)) = (true))
% 0.86/1.05 ((k5 (b)) != (m0 (d) (e) (c)))
% 0.86/1.05 ((ifeq (r2 (a)) (true) (ifeq (l2 (e) (b)) (true) (ifeq (p1 (a) (d) (b)) (true) (k3 (d) (d) (d)) (true)) (true)) (true)) = (true))
% 0.86/1.05 ((m0 (e) (b) (c)) = (true))
% 0.86/1.05 ((p0 (b) (d)) = (true))
% 0.86/1.05 ((k5 (b)) != (ifeq (q2 (a) (b) (a)) (true) (m3 (b) (b) (b)) (true)))
% 0.86/1.05 ((k5 (b)) != (p0 (c) (b)))
% 0.86/1.05 ((ifeq (k2 (c) (b)) (true) (p3 (b) (c) (b)) (true)) = (true))
% 0.86/1.05 *)
% 0.86/1.05 (* NO-PROOF *)
% 0.86/1.05 % SZS status GaveUp
% 0.86/1.05 nodes searched: 3193
% 0.86/1.05 max branch formulas: 171
% 0.86/1.05 proof nodes created: 80
% 0.86/1.05 formulas created: 13465
% 0.86/1.05
%------------------------------------------------------------------------------