TSTP Solution File: LCL651+1.001 by Z3---4.8.9.0
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- Process Solution
%------------------------------------------------------------------------------
% File : Z3---4.8.9.0
% Problem : LCL651+1.001 : TPTP v8.1.0. Released v4.0.0.
% Transfm : none
% Format : tptp
% Command : z3_tptp -proof -model -t:%d -file:%s
% Computer : n004.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 : Sun Sep 18 04:57:24 EDT 2022
% Result : CounterSatisfiable 1.50s 1.19s
% Output : Model 1.50s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.13/0.13 % Problem : LCL651+1.001 : TPTP v8.1.0. Released v4.0.0.
% 0.13/0.14 % Command : z3_tptp -proof -model -t:%d -file:%s
% 0.13/0.35 % Computer : n004.cluster.edu
% 0.13/0.35 % Model : x86_64 x86_64
% 0.13/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.35 % Memory : 8042.1875MB
% 0.13/0.35 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.35 % CPULimit : 300
% 0.13/0.35 % WCLimit : 300
% 0.13/0.35 % DateTime : Thu Sep 1 23:01:49 EDT 2022
% 0.13/0.35 % CPUTime :
% 0.13/0.36 Z3tptp [4.8.9.0] (c) 2006-20**. Microsoft Corp.
% 0.13/0.36 Usage: tptp [options] [-file:]file
% 0.13/0.36 -h, -? prints this message.
% 0.13/0.36 -smt2 print SMT-LIB2 benchmark.
% 0.13/0.36 -m, -model generate model.
% 0.13/0.36 -p, -proof generate proof.
% 0.13/0.36 -c, -core generate unsat core of named formulas.
% 0.13/0.36 -st, -statistics display statistics.
% 0.13/0.36 -t:timeout set timeout (in second).
% 0.13/0.36 -smt2status display status in smt2 format instead of SZS.
% 0.13/0.36 -check_status check the status produced by Z3 against annotation in benchmark.
% 0.13/0.36 -<param>:<value> configuration parameter and value.
% 0.13/0.36 -o:<output-file> file to place output in.
% 1.50/1.19 % SZS status CounterSatisfiable
% 1.50/1.19 % SZS output start Model
% 1.50/1.19 tff(p5_type, type, (
% 1.50/1.19 p5: $i > $o)).
% 1.50/1.19 tff(p6_type, type, (
% 1.50/1.19 p6: $i > $o)).
% 1.50/1.19 tff(p10_type, type, (
% 1.50/1.19 p10: $i > $o)).
% 1.50/1.19 tff(tptp_fun__i_val_6_type, type, (
% 1.50/1.19 tptp_fun__i_val_6: $i)).
% 1.50/1.19 tff(k!57_type, type, (
% 1.50/1.19 k!57: $i > $i)).
% 1.50/1.19 tff(p1_type, type, (
% 1.50/1.19 p1: $i > $o)).
% 1.50/1.19 tff(tptp_fun__i_val_22_type, type, (
% 1.50/1.19 tptp_fun__i_val_22: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_17_type, type, (
% 1.50/1.19 tptp_fun__i_val_17: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_20_type, type, (
% 1.50/1.19 tptp_fun__i_val_20: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_15_type, type, (
% 1.50/1.19 tptp_fun__i_val_15: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_13_type, type, (
% 1.50/1.19 tptp_fun__i_val_13: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_2_type, type, (
% 1.50/1.19 tptp_fun__i_val_2: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_14_type, type, (
% 1.50/1.19 tptp_fun__i_val_14: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_7_type, type, (
% 1.50/1.19 tptp_fun__i_val_7: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_11_type, type, (
% 1.50/1.19 tptp_fun__i_val_11: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_10_type, type, (
% 1.50/1.19 tptp_fun__i_val_10: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_5_type, type, (
% 1.50/1.19 tptp_fun__i_val_5: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_26_type, type, (
% 1.50/1.19 tptp_fun__i_val_26: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_9_type, type, (
% 1.50/1.19 tptp_fun__i_val_9: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_21_type, type, (
% 1.50/1.19 tptp_fun__i_val_21: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_16_type, type, (
% 1.50/1.19 tptp_fun__i_val_16: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_4_type, type, (
% 1.50/1.19 tptp_fun__i_val_4: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_3_type, type, (
% 1.50/1.19 tptp_fun__i_val_3: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_12_type, type, (
% 1.50/1.19 tptp_fun__i_val_12: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_0_type, type, (
% 1.50/1.19 tptp_fun__i_val_0: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_1_type, type, (
% 1.50/1.19 tptp_fun__i_val_1: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_25_type, type, (
% 1.50/1.19 tptp_fun__i_val_25: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_24_type, type, (
% 1.50/1.19 tptp_fun__i_val_24: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_19_type, type, (
% 1.50/1.19 tptp_fun__i_val_19: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_8_type, type, (
% 1.50/1.19 tptp_fun__i_val_8: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_23_type, type, (
% 1.50/1.19 tptp_fun__i_val_23: $i)).
% 1.50/1.19 tff(tptp_fun__i_val_18_type, type, (
% 1.50/1.19 tptp_fun__i_val_18: $i)).
% 1.50/1.19 tff(r1_type, type, (
% 1.50/1.19 r1: ( $i * $i ) > $o)).
% 1.50/1.19 tff(p4_type, type, (
% 1.50/1.19 p4: $i > $o)).
% 1.50/1.19 tff(p2_type, type, (
% 1.50/1.19 p2: $i > $o)).
% 1.50/1.19 tff(p3_type, type, (
% 1.50/1.19 p3: $i > $o)).
% 1.50/1.19 tff(formula1, axiom,
% 1.50/1.19 ![X0: $i] : (p5(X0) <=> $false)).
% 1.50/1.19 tff(formula2, axiom,
% 1.50/1.19 ![X0: $i] : (p6(X0) <=> $false)).
% 1.50/1.19 tff(formula3, axiom,
% 1.50/1.19 ![X0: $i] : (p10(X0) <=> $true)).
% 1.50/1.19 tff(formula4, axiom,
% 1.50/1.19 ![X0: $i] : (p1(X0) <=> (k!57(X0) = $i!val!6))).
% 1.50/1.19 tff(formula5, axiom,
% 1.50/1.19 ![X0: $i, X1: $i] : (r1(X0, X1) <=> (((k!57(X1) = $i!val!1) & (k!57(X0) = $i!val!7)) | ((k!57(X1) = $i!val!7) & (k!57(X0) = $i!val!8)) | ((k!57(X1) = $i!val!12) & (k!57(X0) = $i!val!15)) | ((k!57(X1) = $i!val!13) & (k!57(X0) = $i!val!16)) | ((k!57(X1) = $i!val!1) & (k!57(X0) = $i!val!0)) | ((k!57(X1) = $i!val!8) & (k!57(X0) = $i!val!9)) | ((k!57(X1) = $i!val!14) & (k!57(X0) = $i!val!17)) | ((k!57(X1) = $i!val!9) & (k!57(X0) = $i!val!10)) | ((k!57(X1) = $i!val!3) & (k!57(X0) = $i!val!18)) | ((k!57(X1) = $i!val!18) & (k!57(X0) = $i!val!23)) | ((k!57(X1) = $i!val!8) & (k!57(X0) = $i!val!19)) | ((k!57(X1) = $i!val!19) & (k!57(X0) = $i!val!24)) | ((k!57(X1) = $i!val!4) & (k!57(X0) = $i!val!25)) | ((k!57(X1) = $i!val!1) & (k!57(X0) = $i!val!2)) | ((k!57(X1) = $i!val!2) & (k!57(X0) = $i!val!3)) | ((k!57(X1) = $i!val!4) & (k!57(X0) = $i!val!5)) | ((k!57(X1) = $i!val!0) & (k!57(X0) = $i!val!12)) | ((k!57(X1) = $i!val!3) & (k!57(X0) = $i!val!4)) | ((k!57(X1) = $i!val!16) & (k!57(X0) = $i!val!21)) | ((k!57(X1) = $i!val!9) & (k!57(X0) = $i!val!26)) | ((k!57(X1) = $i!val!5) & (k!57(X0) = $i!val!6)) | ((k!57(X1) = $i!val!10) & (k!57(X0) = $i!val!11)) | ((k!57(X1) = $i!val!7) & (k!57(X0) = $i!val!14)) | ((k!57(X1) = $i!val!2) & (k!57(X0) = $i!val!13)) | ((k!57(X1) = $i!val!15) & (k!57(X0) = $i!val!20)) | ((k!57(X1) = $i!val!17) & (k!57(X0) = $i!val!22))))).
% 1.50/1.19 tff(formula6, axiom,
% 1.50/1.19 ![X0: $i] : (p4(X0) <=> ((k!57(X0) = $i!val!11) | (k!57(X0) = $i!val!21) | (k!57(X0) = $i!val!23)))).
% 1.50/1.19 tff(formula7, axiom,
% 1.50/1.19 ![X0: $i] : (p2(X0) <=> ((k!57(X0) = $i!val!24) | (k!57(X0) = $i!val!20) | (k!57(X0) = $i!val!11) | (k!57(X0) = $i!val!23)))).
% 1.50/1.19 tff(formula8, axiom,
% 1.50/1.19 k!57($i!val!9) = $i!val!9).
% 1.50/1.19 tff(formula9, axiom,
% 1.50/1.19 k!57($i!val!2) = $i!val!2).
% 1.50/1.19 tff(formula10, axiom,
% 1.50/1.19 k!57($i!val!7) = $i!val!7).
% 1.50/1.19 tff(formula11, axiom,
% 1.50/1.19 k!57($i!val!17) = $i!val!17).
% 1.50/1.19 tff(formula12, axiom,
% 1.50/1.19 k!57($i!val!4) = $i!val!4).
% 1.50/1.19 tff(formula13, axiom,
% 1.50/1.19 k!57($i!val!22) = $i!val!22).
% 1.50/1.19 tff(formula14, axiom,
% 1.50/1.19 k!57($i!val!15) = $i!val!15).
% 1.50/1.19 tff(formula15, axiom,
% 1.50/1.19 k!57($i!val!26) = $i!val!26).
% 1.50/1.19 tff(formula16, axiom,
% 1.50/1.19 k!57($i!val!23) = $i!val!23).
% 1.50/1.19 tff(formula17, axiom,
% 1.50/1.19 k!57($i!val!1) = $i!val!1).
% 1.50/1.19 tff(formula18, axiom,
% 1.50/1.19 k!57($i!val!10) = $i!val!10).
% 1.50/1.19 tff(formula19, axiom,
% 1.50/1.19 k!57($i!val!12) = $i!val!12).
% 1.50/1.19 tff(formula20, axiom,
% 1.50/1.19 k!57($i!val!0) = $i!val!0).
% 1.50/1.19 tff(formula21, axiom,
% 1.50/1.19 k!57($i!val!20) = $i!val!20).
% 1.50/1.19 tff(formula22, axiom,
% 1.50/1.19 k!57($i!val!21) = $i!val!21).
% 1.50/1.19 tff(formula23, axiom,
% 1.50/1.19 k!57($i!val!18) = $i!val!18).
% 1.50/1.19 tff(formula24, axiom,
% 1.50/1.19 k!57($i!val!24) = $i!val!24).
% 1.50/1.19 tff(formula25, axiom,
% 1.50/1.19 k!57($i!val!14) = $i!val!14).
% 1.50/1.19 tff(formula26, axiom,
% 1.50/1.19 k!57($i!val!13) = $i!val!13).
% 1.50/1.19 tff(formula27, axiom,
% 1.50/1.19 k!57($i!val!8) = $i!val!8).
% 1.50/1.19 tff(formula28, axiom,
% 1.50/1.19 k!57($i!val!19) = $i!val!19).
% 1.50/1.19 tff(formula29, axiom,
% 1.50/1.19 k!57($i!val!3) = $i!val!3).
% 1.50/1.19 tff(formula30, axiom,
% 1.50/1.19 k!57($i!val!16) = $i!val!16).
% 1.50/1.19 tff(formula31, axiom,
% 1.50/1.19 k!57($i!val!25) = $i!val!25).
% 1.50/1.19 tff(formula32, axiom,
% 1.50/1.19 k!57($i!val!6) = $i!val!6).
% 1.50/1.19 tff(formula33, axiom,
% 1.50/1.19 k!57($i!val!11) = $i!val!11).
% 1.50/1.19 tff(formula34, axiom,
% 1.50/1.19 ![X0: $i] : ((~((($i!val!9 = X0)) | (($i!val!2 = X0)) | (($i!val!7 = X0)) | (($i!val!17 = X0)) | (($i!val!4 = X0)) | (($i!val!22 = X0)) | (($i!val!15 = X0)) | (($i!val!26 = X0)) | (($i!val!23 = X0)) | (($i!val!1 = X0)) | (($i!val!10 = X0)) | (($i!val!12 = X0)) | (($i!val!0 = X0)) | (($i!val!20 = X0)) | (($i!val!21 = X0)) | (($i!val!18 = X0)) | (($i!val!24 = X0)) | (($i!val!14 = X0)) | (($i!val!13 = X0)) | (($i!val!8 = X0)) | (($i!val!19 = X0)) | (($i!val!3 = X0)) | (($i!val!16 = X0)) | (($i!val!25 = X0)) | (($i!val!6 = X0)) | (($i!val!11 = X0)))) => (k!57(X0) = $i!val!5))).
% 1.50/1.19 tff(formula35, axiom,
% 1.50/1.19 ![X0: $i] : (p3(X0) <=> ((k!57(X0) = $i!val!16) | (k!57(X0) = $i!val!6)))).
% 1.50/1.19 % SZS output end Model
%------------------------------------------------------------------------------