TSTP Solution File: HWV026-1 by Prover9---1109a
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- Process Solution
%------------------------------------------------------------------------------
% File : Prover9---1109a
% Problem : HWV026-1 : TPTP v8.1.0. Released v2.5.0.
% Transfm : none
% Format : tptp:raw
% Command : tptp2X_and_run_prover9 %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 : Sat Jul 16 19:01:22 EDT 2022
% Result : Unsatisfiable 0.96s 1.24s
% Output : Refutation 0.96s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12 % Problem : HWV026-1 : TPTP v8.1.0. Released v2.5.0.
% 0.03/0.12 % Command : tptp2X_and_run_prover9 %d %s
% 0.12/0.33 % Computer : n026.cluster.edu
% 0.12/0.33 % Model : x86_64 x86_64
% 0.12/0.33 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.12/0.33 % Memory : 8042.1875MB
% 0.12/0.33 % OS : Linux 3.10.0-693.el7.x86_64
% 0.12/0.33 % CPULimit : 300
% 0.12/0.33 % WCLimit : 600
% 0.12/0.33 % DateTime : Fri Jun 17 08:54:23 EDT 2022
% 0.12/0.33 % CPUTime :
% 0.74/1.05 ============================== Prover9 ===============================
% 0.74/1.05 Prover9 (32) version 2009-11A, November 2009.
% 0.74/1.05 Process 6002 was started by sandbox2 on n026.cluster.edu,
% 0.74/1.05 Fri Jun 17 08:54:24 2022
% 0.74/1.05 The command was "/export/starexec/sandbox2/solver/bin/prover9 -t 300 -f /tmp/Prover9_5849_n026.cluster.edu".
% 0.74/1.05 ============================== end of head ===========================
% 0.74/1.05
% 0.74/1.05 ============================== INPUT =================================
% 0.74/1.05
% 0.74/1.05 % Reading from file /tmp/Prover9_5849_n026.cluster.edu
% 0.74/1.05
% 0.74/1.05 set(prolog_style_variables).
% 0.74/1.05 set(auto2).
% 0.74/1.05 % set(auto2) -> set(auto).
% 0.74/1.05 % set(auto) -> set(auto_inference).
% 0.74/1.05 % set(auto) -> set(auto_setup).
% 0.74/1.05 % set(auto_setup) -> set(predicate_elim).
% 0.74/1.05 % set(auto_setup) -> assign(eq_defs, unfold).
% 0.74/1.05 % set(auto) -> set(auto_limits).
% 0.74/1.05 % set(auto_limits) -> assign(max_weight, "100.000").
% 0.74/1.05 % set(auto_limits) -> assign(sos_limit, 20000).
% 0.74/1.05 % set(auto) -> set(auto_denials).
% 0.74/1.05 % set(auto) -> set(auto_process).
% 0.74/1.05 % set(auto2) -> assign(new_constants, 1).
% 0.74/1.05 % set(auto2) -> assign(fold_denial_max, 3).
% 0.74/1.05 % set(auto2) -> assign(max_weight, "200.000").
% 0.74/1.05 % set(auto2) -> assign(max_hours, 1).
% 0.74/1.05 % assign(max_hours, 1) -> assign(max_seconds, 3600).
% 0.74/1.05 % set(auto2) -> assign(max_seconds, 0).
% 0.74/1.05 % set(auto2) -> assign(max_minutes, 5).
% 0.74/1.05 % assign(max_minutes, 5) -> assign(max_seconds, 300).
% 0.74/1.05 % set(auto2) -> set(sort_initial_sos).
% 0.74/1.05 % set(auto2) -> assign(sos_limit, -1).
% 0.74/1.05 % set(auto2) -> assign(lrs_ticks, 3000).
% 0.74/1.05 % set(auto2) -> assign(max_megs, 400).
% 0.74/1.05 % set(auto2) -> assign(stats, some).
% 0.74/1.05 % set(auto2) -> clear(echo_input).
% 0.74/1.05 % set(auto2) -> set(quiet).
% 0.74/1.05 % set(auto2) -> clear(print_initial_clauses).
% 0.74/1.05 % set(auto2) -> clear(print_given).
% 0.74/1.05 assign(lrs_ticks,-1).
% 0.74/1.05 assign(sos_limit,10000).
% 0.74/1.05 assign(order,kbo).
% 0.74/1.05 set(lex_order_vars).
% 0.74/1.05 clear(print_given).
% 0.74/1.05
% 0.74/1.05 % formulas(sos). % not echoed (94 formulas)
% 0.74/1.05
% 0.74/1.05 ============================== end of input ==========================
% 0.74/1.05
% 0.74/1.05 % From the command line: assign(max_seconds, 300).
% 0.74/1.05
% 0.74/1.05 ============================== PROCESS NON-CLAUSAL FORMULAS ==========
% 0.74/1.05
% 0.74/1.05 % Formulas that are not ordinary clauses:
% 0.74/1.05
% 0.74/1.05 ============================== end of process non-clausal formulas ===
% 0.74/1.05
% 0.74/1.05 ============================== PROCESS INITIAL CLAUSES ===============
% 0.74/1.05
% 0.74/1.05 ============================== PREDICATE ELIMINATION =================
% 0.74/1.05 1 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -p_Wr_error(plus(A,n1)) # label(axiom_51) # label(axiom). [assumption].
% 0.74/1.05 2 p_Reset(A) | p_Wr(A) | p_Rd(A) | rd_level(plus(A,n1)) = rd_level(A) # label(axiom_81) # label(axiom). [assumption].
% 0.74/1.05 3 p_Reset(A) | p_Wr(A) | p_Rd(A) | int_level(plus(A,n1)) = int_level(A) # label(axiom_82) # label(axiom). [assumption].
% 0.74/1.05 4 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A) # label(axiom_49) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(4,c,1,c)].
% 0.74/1.05 5 p_Reset(A) | -p_Wr(A) | p_Rd(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A) # label(axiom_50) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(5,c,1,c)].
% 0.74/1.05 6 p_Reset(A) | p_Wr(A) | p_Rd(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A) # label(axiom_85) # label(axiom). [assumption].
% 0.74/1.05 7 p_Reset(A) | p_Wr(A) | p_Rd(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A) # label(axiom_86) # label(axiom). [assumption].
% 0.74/1.05 8 p_Reset(A) | -p_Wr(A) | p_Rd(A) | rd_level(plus(A,n1)) = rd_level(A) # label(axiom_33) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(8,c,1,c)].
% 0.74/1.05 9 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | -p_Wr_error(plus(A,n1)) # label(axiom_34) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -p_Wr_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(9,c,1,c)].
% 0.74/1.05 10 p_Reset(A) | -p_Wr(A) | p_Rd(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)) # label(axiom_42) # label(axiom). [assumption].
% 0.74/1.05 11 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) # label(axiom_47) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(11,c,1,c)].
% 0.74/1.05 12 p_Reset(A) | -p_Wr(A) | p_Rd(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) # label(axiom_48) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(12,c,1,c)].
% 0.74/1.05 13 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) # label(axiom_52) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(13,c,4,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(13,c,8,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(13,c,10,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(13,c,11,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(13,c,12,c)].
% 0.74/1.05 14 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) # label(axiom_58) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(14,c,5,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(14,c,8,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(14,c,10,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(14,c,11,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(14,c,12,c)].
% 0.74/1.05 15 p_Reset(A) | p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) # label(axiom_70) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(15,c,2,c)].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(15,c,3,c)].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)) | p_Reset(A) | p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(15,c,6,c)].
% 0.74/1.05 16 p_Reset(A) | p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) # label(axiom_76) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(16,c,2,c)].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(16,c,3,c)].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)) | p_Reset(A) | p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(16,c,7,c)].
% 0.74/1.05 17 p_Reset(A) | p_Wr(A) | p_Rd(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) # label(axiom_83) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(17,c,15,c)].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(17,c,16,c)].
% 0.74/1.05 18 p_Reset(A) | p_Wr(A) | p_Rd(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) # label(axiom_84) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(18,c,15,c)].
% 0.74/1.05 Derived: p_Reset(A) | p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(18,c,16,c)].
% 0.74/1.05 19 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) # label(axiom_63) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(19,c,4,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(19,c,5,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(19,c,8,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(19,c,10,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(19,c,11,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(19,c,12,c)].
% 0.74/1.05 20 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) # label(axiom_64) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(20,c,4,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(20,c,5,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(20,c,8,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(20,c,10,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(20,c,11,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(20,c,12,c)].
% 0.74/1.05 21 p_Reset(A) | -p_Wr(A) | p_Rd(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A) # label(axiom_43) # label(axiom). [assumption].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(21,c,1,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(21,c,13,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(21,c,14,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A) | p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A). [resolve(21,c,19,c)].
% 0.74/1.05 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A) | p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A). [resolve(21,c,20,c)].
% 0.74/1.06 22 p_Reset(A) | -p_Wr(A) | p_Rd(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A) # label(axiom_44) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(22,c,1,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(22,c,13,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(22,c,14,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A). [resolve(22,c,19,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A). [resolve(22,c,20,c)].
% 0.74/1.06 23 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) # label(axiom_53) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(23,c,5,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(23,c,8,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(23,c,10,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(23,c,11,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(23,c,12,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(23,c,21,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A). [resolve(23,c,22,c)].
% 0.74/1.06 24 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | rd_level(plus(A,n1)) = rd_level(A) # label(axiom_60) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | rd_level(plus(A,n1)) = rd_level(A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(24,c,4,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | rd_level(plus(A,n1)) = rd_level(A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(24,c,8,c)].
% 0.74/1.06 25 p_Reset(A) | p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | rd_level(plus(A,n1)) = rd_level(A) # label(axiom_77) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | rd_level(plus(A,n1)) = rd_level(A) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(25,c,2,c)].
% 0.74/1.06 26 p_Reset(A) | p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) # label(axiom_78) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(26,c,3,c)].
% 0.74/1.06 27 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) # label(axiom_61) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(27,c,4,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(27,c,10,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(27,c,11,c)].
% 0.74/1.06 28 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) # label(axiom_62) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(28,c,4,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(28,c,10,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(28,c,12,c)].
% 0.74/1.06 29 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 # label(axiom_68) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(29,c,4,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(29,c,5,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(29,c,8,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(29,c,10,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(29,c,11,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(29,c,12,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(29,c,21,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A). [resolve(29,c,22,c)].
% 0.74/1.06 30 p_Reset(A) | p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) # label(axiom_79) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(30,c,6,c)].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(30,c,17,c)].
% 0.74/1.06 31 p_Reset(A) | p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) # label(axiom_80) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(31,c,6,c)].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A) | p_Reset(A) | p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(31,c,18,c)].
% 0.74/1.06 32 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) # label(axiom_35) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(32,c,13,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(32,c,14,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A). [resolve(32,c,19,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A). [resolve(32,c,20,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A). [resolve(32,c,23,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0. [resolve(32,c,29,c)].
% 0.74/1.06 33 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1) # label(axiom_59) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(33,c,4,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(33,c,10,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(33,c,21,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A). [resolve(33,c,22,c)].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(33,c,32,c)].
% 0.74/1.06 34 p_Reset(A) | p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = minus(int_level(A),n1) # label(axiom_71) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = minus(int_level(A),n1) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(34,c,2,c)].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = minus(int_level(A),n1) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(34,c,3,c)].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = minus(int_level(A),n1) | p_Reset(A) | p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(34,c,7,c)].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = minus(int_level(A),n1) | p_Reset(A) | p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(34,c,17,c)].
% 0.74/1.06 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = minus(int_level(A),n1) | p_Reset(A) | p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(34,c,18,c)].
% 0.74/1.06 35 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) # label(axiom_36) # label(axiom). [assumption].
% 0.74/1.06 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(35,c,13,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(35,c,14,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -p_Mem(wr_level(A),B,plus(A,n1)) | p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),C,plus(A,n1)) | p_Data_in(C,A). [resolve(35,c,19,c)].
% 0.74/1.07 36 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) # label(axiom_37) # label(axiom). [assumption].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(36,c,13,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(36,c,14,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | p_Mem(wr_level(A),B,plus(A,n1)) | -p_Data_in(B,A) | p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),C,plus(A,n1)) | -p_Data_in(C,A). [resolve(36,c,20,c)].
% 0.74/1.07 37 p_Reset(A) | -p_Wr(A) | p_Rd(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) # label(axiom_45) # label(axiom). [assumption].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(37,c,1,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(37,c,13,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(37,c,14,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),D,plus(A,n1)) | p_Data_in(D,A). [resolve(37,c,19,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),D,plus(A,n1)) | -p_Data_in(D,A). [resolve(37,c,20,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0. [resolve(37,c,29,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(37,c,33,c)].
% 0.74/1.07 38 p_Reset(A) | -p_Wr(A) | p_Rd(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) # label(axiom_46) # label(axiom). [assumption].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Wr_error(plus(A,n1)). [resolve(38,c,1,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(38,c,13,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(38,c,14,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Mem(wr_level(A),D,plus(A,n1)) | p_Data_in(D,A). [resolve(38,c,19,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | p_Mem(wr_level(A),D,plus(A,n1)) | -p_Data_in(D,A). [resolve(38,c,20,c)].
% 0.74/1.07 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0. [resolve(38,c,29,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(38,c,33,c)].
% 0.74/1.08 39 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) # label(axiom_54) # label(axiom). [assumption].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(39,c,5,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(39,c,8,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(39,c,10,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(39,c,11,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(39,c,12,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(39,c,21,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(39,c,32,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(C,D,plus(A,n1)) | p_Mem(C,D,A). [resolve(39,c,37,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(C,D,plus(A,n1)) | -p_Mem(C,D,A). [resolve(39,c,38,c)].
% 0.74/1.08 40 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) # label(axiom_55) # label(axiom). [assumption].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(40,c,5,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(40,c,8,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(40,c,10,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(40,c,11,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(40,c,12,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(40,c,21,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(40,c,32,c)].
% 0.74/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(C,D,plus(A,n1)) | p_Mem(C,D,A). [resolve(40,c,37,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(C,D,plus(A,n1)) | -p_Mem(C,D,A). [resolve(40,c,38,c)].
% 0.80/1.08 41 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) # label(axiom_65) # label(axiom). [assumption].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(41,c,4,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(41,c,5,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(41,c,8,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(41,c,10,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(D,plus(A,n1)) | p_Data_out(D,A). [resolve(41,c,11,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(D,plus(A,n1)) | -p_Data_out(D,A). [resolve(41,c,12,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(41,c,21,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A). [resolve(41,c,22,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(41,c,32,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(D,E,plus(A,n1)) | p_Mem(D,E,A). [resolve(41,c,37,c)].
% 0.80/1.08 42 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) # label(axiom_66) # label(axiom). [assumption].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(42,c,4,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(42,c,5,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(42,c,8,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(42,c,10,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -p_Data_out(D,plus(A,n1)) | p_Data_out(D,A). [resolve(42,c,11,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | p_Data_out(D,plus(A,n1)) | -p_Data_out(D,A). [resolve(42,c,12,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(42,c,21,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A). [resolve(42,c,22,c)].
% 0.80/1.08 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(42,c,32,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(D,E,plus(A,n1)) | p_Mem(D,E,A). [resolve(42,c,37,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(D,E,plus(A,n1)) | -p_Mem(D,E,A). [resolve(42,c,38,c)].
% 0.80/1.09 43 p_Reset(A) | p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) # label(axiom_72) # label(axiom). [assumption].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(43,c,2,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(43,c,3,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(43,c,7,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(43,c,17,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(43,c,18,c)].
% 0.80/1.09 44 p_Reset(A) | p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) # label(axiom_73) # label(axiom). [assumption].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(44,c,2,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(44,c,3,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(44,c,7,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | -p_Data_out(C,plus(A,n1)) | p_Data_out(C,A). [resolve(44,c,17,c)].
% 0.80/1.09 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A) | p_Reset(A) | p_Wr(A) | p_Data_out(C,plus(A,n1)) | -p_Data_out(C,A). [resolve(44,c,18,c)].
% 0.80/1.09 45 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) # label(axiom_67) # label(axiom). [assumption].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -p_Rd_error(plus(A,n1)) | p_Rd_error(A). [resolve(45,c,4,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(45,c,5,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(45,c,8,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(45,c,10,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(45,c,11,c)].
% 0.80/1.09 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(45,c,12,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(45,c,21,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = int_level(A). [resolve(45,c,22,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(45,c,32,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A). [resolve(45,c,37,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A). [resolve(45,c,38,c)].
% 0.80/1.10 46 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 # label(axiom_41) # label(axiom). [assumption].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(46,c,13,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(46,c,14,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A). [resolve(46,c,23,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = n0. [resolve(46,c,29,c)].
% 0.80/1.10 47 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 # label(axiom_57) # label(axiom). [assumption].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(47,c,5,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(47,c,8,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(47,c,10,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(47,c,11,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(47,c,12,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(47,c,21,c)].
% 0.80/1.10 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(47,c,32,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A). [resolve(47,c,37,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A). [resolve(47,c,38,c)].
% 0.80/1.11 48 p_Reset(A) | p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 # label(axiom_75) # label(axiom). [assumption].
% 0.80/1.11 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(48,c,2,c)].
% 0.80/1.11 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(48,c,3,c)].
% 0.80/1.11 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(48,c,7,c)].
% 0.80/1.11 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(48,c,17,c)].
% 0.80/1.11 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = n0 | p_Reset(A) | p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(48,c,18,c)].
% 0.80/1.11 49 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) # label(axiom_38) # label(axiom). [assumption].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(49,c,13,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(49,c,14,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A). [resolve(49,c,23,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(D,plus(A,n1)) | p_Mem(rd_level(A),D,A). [resolve(49,c,39,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(D,plus(A,n1)) | -p_Mem(rd_level(A),D,A). [resolve(49,c,40,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | D = wr_level(A) | -p_Mem(D,E,plus(A,n1)) | p_Mem(D,E,A). [resolve(49,c,41,c)].
% 0.80/1.11 50 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) # label(axiom_39) # label(axiom). [assumption].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(50,c,13,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(50,c,14,c)].
% 0.80/1.11 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A). [resolve(50,c,23,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(D,plus(A,n1)) | p_Mem(rd_level(A),D,A). [resolve(50,c,39,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(D,plus(A,n1)) | -p_Mem(rd_level(A),D,A). [resolve(50,c,40,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | B = wr_level(A) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A) | p_Reset(A) | -p_Wr(A) | D = wr_level(A) | p_Mem(D,E,plus(A,n1)) | -p_Mem(D,E,A). [resolve(50,c,42,c)].
% 0.80/1.12 51 p_Reset(A) | -p_Wr(A) | p_Rd(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) # label(axiom_40) # label(axiom). [assumption].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Rd_error(plus(A,n1)). [resolve(51,c,13,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(int_level(A),n0) | p_Rd_error(plus(A,n1)). [resolve(51,c,14,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | int_level(plus(A,n1)) = int_level(A). [resolve(51,c,23,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -p_Data_out(B,plus(A,n1)) | p_Mem(rd_level(A),B,A). [resolve(51,c,39,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | p_Data_out(B,plus(A,n1)) | -p_Mem(rd_level(A),B,A). [resolve(51,c,40,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(minus(fifo_length,n1),wr_level(A)) | wr_level(plus(A,n1)) = plus(wr_level(A),n1). [resolve(51,c,45,c)].
% 0.80/1.12 52 p_Reset(A) | -p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) # label(axiom_56) # label(axiom). [assumption].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(52,c,5,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(52,c,8,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Wr_error(plus(A,n1)). [resolve(52,c,10,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(52,c,11,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(52,c,12,c)].
% 0.80/1.12 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | wr_level(plus(A,n1)) = wr_level(A). [resolve(52,c,21,c)].
% 0.96/1.24 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | -gt(fifo_length,int_level(A)) | int_level(plus(A,n1)) = plus(int_level(A),n1). [resolve(52,c,32,c)].
% 0.96/1.24 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | -p_Mem(B,C,plus(A,n1)) | p_Mem(B,C,A). [resolve(52,c,37,c)].
% 0.96/1.24 Derived: p_Reset(A) | -p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | -p_Wr(A) | gt(fifo_length,int_level(A)) | p_Mem(B,C,plus(A,n1)) | -p_Mem(B,C,A). [resolve(52,c,38,c)].
% 0.96/1.24 53 p_Reset(A) | p_Wr(A) | -p_Rd(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) # label(axiom_74) # label(axiom). [assumption].
% 0.96/1.24 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | p_Wr(A) | rd_level(plus(A,n1)) = rd_level(A). [resolve(53,c,2,c)].
% 0.96/1.24 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | p_Wr(A) | int_level(plus(A,n1)) = int_level(A). [resolve(53,c,3,c)].
% 0.96/1.24 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | p_Wr(A) | p_Rd_error(plus(A,n1)) | -p_Rd_error(A). [resolve(53,c,7,c)].
% 0.96/1.24 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | p_Wr(A) | -p_Data_out(B,plus(A,n1)) | p_Data_out(B,A). [resolve(53,c,17,c)].
% 0.96/1.24 Derived: p_Reset(A) | p_Wr(A) | -gt(int_level(A),n0) | -gt(minus(fifo_length,n1),rd_level(A)) | rd_level(plus(A,n1)) = plus(rd_level(A),n1) | p_Reset(A) | p_Wr(A) | p_Data_out(B,plus(A,n1)) | -p_Data_out(B,A). [resolve(53,c,18,c)].
% 0.96/1.24 54 minus(A,B) != C | plus(C,B) = A | def_10(B,A) # label(axiom_4) # label(axiom). [assumption].
% 0.96/1.24 55 -def_10(A,B) | -gt(B,A) # label(axiom_6) # label(axiom). [assumption].
% 0.96/1.24 56 -def_10(A,B) | B != A # label(axiom_7) # label(axiom). [assumption].
% 0.96/1.24 Derived: minus(A,B) != C | plus(C,B) = A | -gt(A,B). [resolve(54,c,55,a)].
% 0.96/1.24 Derived: minus(A,B) != C | plus(C,B) = A | A != B. [resolve(54,c,56,a)].
% 0.96/1.24 57 minus(A,B) = C | plus(C,B) != A | def_10(B,A) # label(axiom_5) # label(axiom). [assumption].
% 0.96/1.24 Derived: minus(A,B) = C | plus(C,B) != A | -gt(A,B). [resolve(57,c,55,a)].
% 0.96/1.24 Derived: minus(A,B) = C | plus(C,B) != A | A != B. [resolve(57,c,56,a)].
% 0.96/1.24 58 int_level(A) = fifo_length | -p_Full(A) # label(axiom_23) # label(axiom). [assumption].
% 0.96/1.24 59 int_level(A) != fifo_length | p_Full(A) # label(axiom_22) # label(axiom). [assumption].
% 0.96/1.24 60 int_level(A) = n0 | -p_Empty(A) # label(axiom_25) # label(axiom). [assumption].
% 0.96/1.24 61 int_level(A) != n0 | p_Empty(A) # label(axiom_24) # label(axiom). [assumption].
% 0.96/1.24
% 0.96/1.24 ============================== end predicate elimination =============
% 0.96/1.24
% 0.96/1.24 Auto_denials: (non-Horn, no changes).
% 0.96/1.24
% 0.96/1.24 Term ordering decisions:
% 0.96/1.24 Function symbol KB weights: n1=1. n0=1. fifo_length=1. t_139=1. plus=1. minus=1. int_level=1. wr_level=1. rd_level=1. level=1. y_27=1.
% 0.96/1.24
% 0.96/1.24 ============================== end of process initial clauses ========
% 0.96/1.24
% 0.96/1.24 ============================== CLAUSES FOR SEARCH ====================
% 0.96/1.24
% 0.96/1.24 ============================== end of clauses for search =============
% 0.96/1.24
% 0.96/1.24 ============================== SEARCH ================================
% 0.96/1.24
% 0.96/1.24 % Starting search at 0.19 seconds.
% 0.96/1.24
% 0.96/1.24 ============================== PROOF =================================
% 0.96/1.24 % SZS status Unsatisfiable
% 0.96/1.24 % SZS output start Refutation
% 0.96/1.24
% 0.96/1.24 % Proof 1 at 0.21 (+ 0.01) seconds.
% 0.96/1.24 % Length of proof is 9.
% 0.96/1.24 % Level of proof is 3.
% 0.96/1.24 % Maximum clause weight is 10.000.
% 0.96/1.24 % Given clauses 222.
% 0.96/1.24
% 0.96/1.24 68 p_Wr_error(t_139) | p_Wr_error(plus(t_139,n1)) # label(quest_4) # label(negated_conjecture). [assumption].
% 0.96/1.24 73 -p_Wr(t_139) # label(quest_1) # label(negated_conjecture). [assumption].
% 0.96/1.24 74 -p_Reset(t_139) # label(quest_2) # label(negated_conjecture). [assumption].
% 0.96/1.24 79 -p_Wr_error(t_139) | -p_Wr_error(plus(t_139,n1)) # label(quest_3) # label(negated_conjecture). [assumption].
% 0.96/1.24 90 p_Reset(A) | p_Wr(A) | -p_Wr_error(plus(A,n1)) | p_Wr_error(A) # label(axiom_89) # label(axiom). [assumption].
% 0.96/1.24 91 p_Reset(A) | p_Wr(A) | p_Wr_error(plus(A,n1)) | -p_Wr_error(A) # label(axiom_90) # label(axiom). [assumption].
% 0.96/1.24 604 p_Wr_error(t_139). [resolve(90,c,68,b),merge(d),unit_del(a,74),unit_del(b,73)].
% 0.96/1.24 607 -p_Wr_error(plus(t_139,n1)). [back_unit_del(79),unit_del(a,604)].
% 0.96/1.24 862 $F. [resolve(604,a,91,d),unit_del(a,74),unit_del(b,73),unit_del(c,607)].
% 0.96/1.24
% 0.96/1.24 % SZS output end Refutation
% 0.96/1.24 ============================== end of proof ==========================
% 0.96/1.24
% 0.96/1.24 ============================== STATISTICS ============================
% 0.96/1.24
% 0.96/1.24 Given=222. Generated=721. Kept=574. proofs=1.
% 0.96/1.24 Usable=211. Sos=257. Demods=5. Limbo=0, Disabled=427. Hints=0.
% 0.96/1.24 Megabytes=1.05.
% 0.96/1.24 User_CPU=0.21, System_CPU=0.01, Wall_clock=0.
% 0.96/1.24
% 0.96/1.24 ============================== end of statistics =====================
% 0.96/1.24
% 0.96/1.24 ============================== end of search =========================
% 0.96/1.24
% 0.96/1.24 THEOREM PROVED
% 0.96/1.24 % SZS status Unsatisfiable
% 0.96/1.24
% 0.96/1.24 Exiting with 1 proof.
% 0.96/1.24
% 0.96/1.24 Process 6002 exit (max_proofs) Fri Jun 17 08:54:24 2022
% 0.96/1.24 Prover9 interrupted
%------------------------------------------------------------------------------