TSTP Solution File: SYN758-1 by Otter---3.3
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- Process Solution
%------------------------------------------------------------------------------
% File : Otter---3.3
% Problem : SYN758-1 : TPTP v8.1.0. Released v2.5.0.
% Transfm : none
% Format : tptp:raw
% Command : otter-tptp-script %s
% Computer : n009.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 Jul 27 13:25:15 EDT 2022
% Result : Timeout 299.85s 300.01s
% Output : None
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----No solution output by system
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.10/0.12 % Problem : SYN758-1 : TPTP v8.1.0. Released v2.5.0.
% 0.10/0.13 % Command : otter-tptp-script %s
% 0.12/0.34 % Computer : n009.cluster.edu
% 0.12/0.34 % Model : x86_64 x86_64
% 0.12/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.34 % Memory : 8042.1875MB
% 0.12/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.34 % CPULimit : 300
% 0.12/0.34 % WCLimit : 300
% 0.12/0.34 % DateTime : Wed Jul 27 10:56:21 EDT 2022
% 0.12/0.34 % CPUTime :
% 1.95/2.14 ----- Otter 3.3f, August 2004 -----
% 1.95/2.14 The process was started by sandbox on n009.cluster.edu,
% 1.95/2.14 Wed Jul 27 10:56:21 2022
% 1.95/2.14 The command was "./otter". The process ID is 30195.
% 1.95/2.14
% 1.95/2.14 set(prolog_style_variables).
% 1.95/2.14 set(auto).
% 1.95/2.14 dependent: set(auto1).
% 1.95/2.14 dependent: set(process_input).
% 1.95/2.14 dependent: clear(print_kept).
% 1.95/2.14 dependent: clear(print_new_demod).
% 1.95/2.14 dependent: clear(print_back_demod).
% 1.95/2.14 dependent: clear(print_back_sub).
% 1.95/2.14 dependent: set(control_memory).
% 1.95/2.14 dependent: assign(max_mem, 12000).
% 1.95/2.14 dependent: assign(pick_given_ratio, 4).
% 1.95/2.14 dependent: assign(stats_level, 1).
% 1.95/2.14 dependent: assign(max_seconds, 10800).
% 1.95/2.14 clear(print_given).
% 1.95/2.14
% 1.95/2.14 list(usable).
% 1.95/2.14 0 [] ssRr(U,skf1(U)).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssPv2(W)| -ssPv4(W)|ssPv3(V)|ssPv3(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssPv1(W)| -ssPv4(W)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)|ssPv3(V)|ssPv1(X)|ssPv2(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)|ssPv4(V)|ssPv2(X)|ssPv1(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)|ssPv2(V)|ssPv1(X)|ssPv1(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv3(W)|ssPv1(V)|ssPv2(X)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(W,X)|ssPv4(X)|ssPv1(W)|ssPv3(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(W,X)|ssPv4(X)|ssPv1(W)|ssPv3(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv4(X)| -ssPv3(W)|ssPv1(V)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv1(W)| -ssPv4(W)|ssPv4(V)|ssPv3(X).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv4(X)| -ssPv3(W)|ssPv2(V)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv1(X)| -ssPv1(W)|ssPv3(V)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv1(W)|ssPv1(X)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv1(X)| -ssPv4(W)|ssPv3(V)|ssPv3(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv4(W)|ssPv1(X)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv3(X)| -ssPv2(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv4(X)| -ssPv2(W)|ssPv3(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv2(X)| -ssPv2(W)| -ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)|ssPv1(Y)|ssPv2(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv2(X)| -ssRr(W,Y)|ssPv1(V)|ssPv3(Y)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(W,X)| -ssRr(W,Y)|ssPv4(X)|ssPv2(Y)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(W,X)| -ssRr(W,Y)| -ssPv3(W)|ssPv3(V)|ssPv4(X)|ssPv2(Y).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)|ssPv4(Y)|ssPv3(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)|ssPv1(Y)|ssPv3(W)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)|ssPv3(Y)|ssPv1(W)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv3(W)|ssPv4(Y)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv1(X)| -ssRr(W,Y)|ssPv2(Y)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv1(W)|ssPv1(Y)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(W,X)| -ssPv2(X)| -ssRr(W,Y)|ssPv1(Y)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv1(W)|ssPv3(Y)|ssPv4(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv3(W)| -ssPv4(W)|ssPv1(Y).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv1(W)| -ssPv3(W)|ssPv3(Y).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv1(W)| -ssPv3(W)|ssPv1(Y).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssPv1(W)| -ssPv4(W)|ssPv2(Y).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)|ssPv4(V)|ssPv1(Y)|ssPv3(Z)|ssPv1(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssPv1(Y)| -ssRr(W,X)| -ssPv1(W)| -ssPv3(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)|ssPv3(V)|ssPv2(Y)|ssPv3(Z)|ssPv1(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)|ssPv1(Y)|ssPv4(Z)|ssPv2(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)|ssPv2(Y)|ssPv3(Z)|ssPv1(W).
% 1.95/2.14 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)|ssPv4(Y)|ssPv3(Z)|ssPv3(W).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv2(Z)|ssPv1(Y)|ssPv2(W).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv4(Z)| -ssPv2(W)|ssPv4(Y).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv4(Z)| -ssPv4(W)|ssPv3(Y).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv1(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv3(Z)| -ssPv1(W)|ssPv4(Y).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv3(Z)| -ssPv1(W)|ssPv3(Y).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv2(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv3(Z)| -ssPv3(W)|ssPv4(Y).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssPv2(Y)| -ssRr(W,X)| -ssRr(W,Z)| -ssPv3(Z)| -ssPv4(W).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(Z,X1)| -ssRr(W,Z)| -ssPv1(W)|ssPv3(V)|ssPv2(Y)|ssPv1(X1).
% 2.42/2.64 0 [] -ssRr(U,V)| -ssPv3(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssRr(W,X)| -ssRr(Z,X1)| -ssRr(W,Z)|ssPv3(Y)|ssPv1(X1)|ssPv2(W).
% 2.42/2.65 0 [] -ssRr(U,V)| -ssPv4(V)| -ssRr(W,U)| -ssRr(X,Y)| -ssPv2(Y)| -ssRr(W,X)| -ssRr(Z,X1)| -ssPv1(X1)| -ssRr(W,Z)| -ssPv2(W).
% 2.42/2.65 end_of_list.
% 2.42/2.65
% 2.42/2.65 SCAN INPUT: prop=0, horn=0, equality=0, symmetry=0, max_lits=10.
% 2.42/2.65
% 2.42/2.65 This is a non-Horn set without equality. The strategy will
% 2.42/2.65 be ordered hyper_res, unit deletion, and factoring, with
% 2.42/2.65 satellites in sos and with nuclei in usable.
% 2.42/2.65
% 2.42/2.65 dependent: set(hyper_res).
% 2.42/2.65 dependent: set(factor).
% 2.42/2.65 dependent: set(unit_deletion).
% 2.42/2.65
% 2.42/2.65 ------------> process usable:
% 2.42/2.65 ** KEPT (pick-wt=14): 1 [] -ssRr(A,B)| -ssRr(C,A)| -ssPv2(C)| -ssPv4(C)|ssPv3(B)|ssPv3(C).
% 2.42/2.65 ** KEPT (pick-wt=14): 2 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssPv1(C)| -ssPv4(C)|ssPv2(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 3 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)|ssPv3(B)|ssPv1(D)|ssPv2(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 4 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)|ssPv4(B)|ssPv2(D)|ssPv1(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 5 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)|ssPv2(B)|ssPv1(D)|ssPv1(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 6 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv3(C)|ssPv1(B)|ssPv2(D)|ssPv2(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 7 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(C,D)|ssPv4(D)|ssPv1(C)|ssPv3(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 8 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(C,D)|ssPv4(D)|ssPv1(C)|ssPv3(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 9 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv4(D)| -ssPv3(C)|ssPv1(B)|ssPv2(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 10 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv1(C)| -ssPv4(C)|ssPv4(B)|ssPv3(D).
% 2.42/2.65 ** KEPT (pick-wt=17): 11 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv4(D)| -ssPv3(C)|ssPv2(B)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 12 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv1(D)| -ssPv1(C)|ssPv3(B)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 13 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv1(C)|ssPv1(D)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 14 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv1(D)| -ssPv4(C)|ssPv3(B)|ssPv3(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 15 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv4(C)|ssPv1(D)|ssPv2(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 16 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv3(D)| -ssPv2(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 17 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv4(D)| -ssPv2(C)|ssPv3(C).
% 2.42/2.65 ** KEPT (pick-wt=17): 18 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv2(D)| -ssPv2(C)| -ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=20): 19 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)|ssPv1(E)|ssPv2(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=20): 20 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv2(D)| -ssRr(C,E)|ssPv1(B)|ssPv3(E)|ssPv2(C).
% 2.42/2.65 ** KEPT (pick-wt=20): 21 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(C,D)| -ssRr(C,E)|ssPv4(D)|ssPv2(E)|ssPv2(C).
% 2.42/2.65 ** KEPT (pick-wt=20): 22 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(C,D)| -ssRr(C,E)| -ssPv3(C)|ssPv3(B)|ssPv4(D)|ssPv2(E).
% 2.42/2.65 ** KEPT (pick-wt=20): 23 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)|ssPv4(E)|ssPv3(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=20): 24 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)|ssPv1(E)|ssPv3(C)|ssPv4(C).
% 2.42/2.65 ** KEPT (pick-wt=20): 25 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)|ssPv3(E)|ssPv1(C)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 26 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv3(C)|ssPv4(E)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 27 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv1(D)| -ssRr(C,E)|ssPv2(E)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 28 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv1(C)|ssPv1(E)|ssPv4(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 29 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(C,D)| -ssPv2(D)| -ssRr(C,E)|ssPv1(E)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 30 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv1(C)|ssPv3(E)|ssPv4(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 31 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv3(C)| -ssPv4(C)|ssPv1(E).
% 2.57/2.80 ** KEPT (pick-wt=20): 32 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv1(C)| -ssPv3(C)|ssPv3(E).
% 2.57/2.80 ** KEPT (pick-wt=20): 33 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv1(C)| -ssPv3(C)|ssPv1(E).
% 2.57/2.80 ** KEPT (pick-wt=20): 34 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssPv1(C)| -ssPv4(C)|ssPv2(E).
% 2.57/2.80 ** KEPT (pick-wt=23): 35 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)|ssPv4(B)|ssPv1(E)|ssPv3(F)|ssPv1(C).
% 2.57/2.80 ** KEPT (pick-wt=20): 36 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssPv1(E)| -ssRr(C,D)| -ssPv1(C)| -ssPv3(C).
% 2.57/2.80 ** KEPT (pick-wt=23): 37 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)|ssPv3(B)|ssPv2(E)|ssPv3(F)|ssPv1(C).
% 2.57/2.80 ** KEPT (pick-wt=23): 38 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)|ssPv1(E)|ssPv4(F)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=23): 39 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)|ssPv2(E)|ssPv3(F)|ssPv1(C).
% 2.57/2.80 ** KEPT (pick-wt=23): 40 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)|ssPv4(E)|ssPv3(F)|ssPv3(C).
% 2.57/2.80 ** KEPT (pick-wt=23): 41 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv2(F)|ssPv1(E)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=23): 42 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv4(F)| -ssPv2(C)|ssPv4(E).
% 2.57/2.80 ** KEPT (pick-wt=23): 43 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv4(F)| -ssPv4(C)|ssPv3(E).
% 2.57/2.80 ** KEPT (pick-wt=23): 44 [] -ssRr(A,B)| -ssPv1(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv3(F)| -ssPv1(C)|ssPv4(E).
% 2.57/2.80 ** KEPT (pick-wt=23): 45 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv3(F)| -ssPv1(C)|ssPv3(E).
% 2.57/2.80 ** KEPT (pick-wt=23): 46 [] -ssRr(A,B)| -ssPv2(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv3(F)| -ssPv3(C)|ssPv4(E).
% 2.57/2.80 ** KEPT (pick-wt=23): 47 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssPv2(E)| -ssRr(C,D)| -ssRr(C,F)| -ssPv3(F)| -ssPv4(C).
% 2.57/2.80 ** KEPT (pick-wt=26): 48 [] -ssRr(A,B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(F,G)| -ssRr(C,F)| -ssPv1(C)|ssPv3(B)|ssPv2(E)|ssPv1(G).
% 2.57/2.80 ** KEPT (pick-wt=26): 49 [] -ssRr(A,B)| -ssPv3(B)| -ssRr(C,A)| -ssRr(D,E)| -ssRr(C,D)| -ssRr(F,G)| -ssRr(C,F)|ssPv3(E)|ssPv1(G)|ssPv2(C).
% 2.57/2.80 ** KEPT (pick-wt=26): 50 [] -ssRr(A,B)| -ssPv4(B)| -ssRr(C,A)| -ssRr(D,E)| -ssPv2(E)| -ssRr(C,D)| -ssRr(F,G)| -ssPv1(G)| -ssRr(C,F)| -ssPv2(C).
% 2.57/2.80 64 back subsumes 63.
% 2.57/2.80 79 back subsumes 78.
% 2.57/2.80 94 back subsumes 51.
% 2.57/2.80 108 back subsumes 98.
% 2.57/2.80 111 back subsumes 99.
% 2.57/2.80 112 back subsumes 110.
% 2.57/2.80 113 back subsumes 100.
% 2.57/2.80 122 back subsumes 121.
% 2.57/2.80 124 back subsumes 122.
% 2.57/2.80 136 back subsumes 74.
% 2.57/2.80 141 back subsumes 87.
% 2.57/2.80 145 back subsumes 143.
% 2.57/2.80 149 back subsumes 82.
% 2.57/2.80 179 back subsumes 129.
% 2.57/2.80 183 back subsumes 181.
% 2.57/2.80 186 back subsumes 183.
% 2.57/2.80 189 back subsumes 172.
% 2.57/2.80 189 back subsumes 171.
% 2.57/2.80 189 back subsumes 168.
% 2.57/2.80 189 back subsumes 167.
% 2.57/2.80 189 back subsumes 165.
% 2.57/2.80 189 back subsumes 160.
% 2.57/2.80 189 back subsumes 148.
% 2.57/2.80 189 back subsumes 81.
% 2.57/2.80 193 back subsumes 135.
% 2.57/2.80 196 back subsumes 133.
% 2.57/2.80 196 back subsumes 102.
% 2.57/2.80 216 back subsumes 68.
% 2.57/2.80 222 back subsumes 219.
% 2.57/2.80 225 back subsumes 224.
% 2.57/2.80 227 back subsumes 153.
% 2.57/2.80 238 back subsumes 89.
% 2.57/2.80 245 back subsumes 242.
% 2.57/2.80 248 back subsumes 247.
% 2.57/2.80 250 back subsumes 150.
% 2.57/2.80 273 back subsumes 270.
% 2.57/2.80 276 back subsumes 275.
% 2.57/2.80 318 back subsumes 315.
% 2.57/2.80 322 back subsAlarm clock
% 299.85/300.01 Otter interrupted
% 299.85/300.01 PROOF NOT FOUND
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