%------------------------------------------------------------------------------ % File : FDP---0.9.16 % Problem : SCT029-1 : TPTP v5.0.0. Released v4.1.0. % Transfm : add_equality % Format : protein % Command : fdp-casc %s %d % Computer : art05.cs.miami.edu % Model : i686 i686 % CPU : Intel(R) Pentium(R) 4 CPU 2.80GHz @ 2793MHz % Memory : 2018MB % OS : Linux 2.6.26.8-57.fc8 % CPULimit : 300s % DateTime : Mon Jan 10 04:54:11 EST 2011 % Result : Satisfiable 3.43s % Output : Assurance 3.43s % Verified : % SZS Type : None (Parsing solution fails) % Syntax : Number of formulae : 0 % Comments : %------------------------------------------------------------------------------ %----NO SOLUTION OUTPUT BY SYSTEM %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % o===================================o % | EQuality TRAnsFOrmation | % | bthomas@informatik.uni-koblenz.de | % o===================================o % $Revision: 1.14 $ % reading /tmp/SCT029-1+eq_rstfp.tme % result written to : /tmp/SCT029-1+eq_rstfp-eqt.tme % FDPLL - A First-Order Davis-Putnam Theorem Prover % Version 0.9.16 (26/06/2002) % Proving /tmp/SCT029-1+eq_rstfp-eqt ... % Done. % Input File...............: /tmp/SCT029-1+eq_rstfp-eqt.tme % System...................: Linux art05.cs.miami.edu 2.6.26.8-57.fc8 #1 SMP Thu Dec 18 19:19:45 EST 2008 i686 i686 i386 GNU/Linux % Automatic mode...........: on % Time limit...............: 300 seconds % Current restart interval.: 157 seconds % Restart with =-axioms....: 225 seconds % Initial interpretation...: [+(_18602)] % Clause set type..........: Non-Horn, with equality % Equality transformation..: on % Non-constant functions...: yes % Term depth settings......: 3/2 (Init/Increment) % unit_extend..............: on % splitting type...........: exact % Final tree statistics: % Tree for clause set......: with equality transformation applied % # Restarts...............: 0 % Term depth limit.........: 3 % # Splits.................: 27 % # Commits................: 11 % # Unit extension steps...: 28 % # Unit back subsumptions.: 0 % # Branches closed........: 0 % # Level cuts.............: 0 % Time.....................: 3.01 seconds. % Result...................: SATISFIABLE with model: % +(c_fequal(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_18677, _2414_18678), v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_18677, _2414_18678), T_a_2474_18682)) % +(tpos(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_18693, _2414_18694), v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_18693, _2414_18694))) % +(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_x_2630_18709), _2414_18710, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_x_2630_18709), _2414_18710))) % +(c_fequal(hAPP(_2412_18728, _2414_18729), hAPP(_2412_18728, _2414_18729), T_a_2474_18733)) % +(tpos(hAPP(_2412_18744, _2414_18745), hAPP(_2412_18744, _2414_18745))) % +(hAPP(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_i_2466_18760), V_i_2466_18760, hAPP(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_i_2466_18760), V_i_2466_18760))) % +(c_fequal(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_18778), v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_18778), T_a_2474_18782)) % +(tpos(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_18793), v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_18793))) % +(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_18805, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_18805))) % +(c_fequal(v_F, v_F, T_a_2474_18817)) % +(tpos(v_F, v_F)) % -(c_Arrow__Order__Mirabelle_Odictator(v_F, V_x_2437_18832)) % +(c_Arrow__Order__Mirabelle_Ounanimity(v_F)) % +(c_Arrow__Order__Mirabelle_OIIA(v_F)) % +(tpos(V_x_2414_18852, V_x_2414_18852)) % +(v_F(v_F)) % +(tc_bool(tc_bool)) % +(tc_Arrow__Order__Mirabelle_Oalt(tc_Arrow__Order__Mirabelle_Oalt)) % +(tc_Arrow__Order__Mirabelle_Oindi(tc_Arrow__Order__Mirabelle_Oindi)) % +(c_Arrow__Order__Mirabelle_OProf(c_Arrow__Order__Mirabelle_OProf)) % +(v_sko__Arrow__Order__Mirabelle__Xunanimity__def__2(_2418_18890, v_sko__Arrow__Order__Mirabelle__Xunanimity__def__2(_2418_18890))) % +(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2423_18901, _2425_18902, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2423_18901, _2425_18902))) % +(v_sko__Arrow__Order__Mirabelle__XIIA__def__3(_2418_18913, v_sko__Arrow__Order__Mirabelle__XIIA__def__3(_2418_18913))) % +(v_sko__Arrow__Order__Mirabelle__XIIA__def__2(_2418_18923, v_sko__Arrow__Order__Mirabelle__XIIA__def__2(_2418_18923))) % +(tc_prod(_2423_18934, _2425_18935, tc_prod(_2423_18934, _2425_18935))) % +(tc_fun(_2423_18947, _2425_18948, tc_fun(_2423_18947, _2425_18948))) % +(hAPP(_2423_18960, _2425_18961, hAPP(_2423_18960, _2425_18961))) % +(c_fequal(V_x_2414_18973, V_x_2414_18973, T_a_2415_18974)) % +(_18978) % -(v_F(_2490_19002)) % -(tpos(v_F, FX_2399_19027)) % -(c_fequal(V_X_2465_19053, v_F, T_a_2474_19054)) % -(c_fequal(v_F, V_Y_2485_19080, T_a_2494_19081)) % -(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_i_2466_19107, v_F)) % -(tpos(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_19135), v_F)) % -(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_19161, X_2408_19162)) % -(tpos(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_19190), FX_2407_19191)) % -(c_fequal(V_X_2465_19217, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_19221), T_a_2474_19222)) % -(c_fequal(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, _2414_19251), V_Y_2485_19252, T_a_2494_19253)) % -(hAPP(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_i_2466_19282), V_i_2466_19282, _2595_19283)) % -(hAPP(V_x_2630_19309, V_i_2634_19310, _2727_19311)) % -(tpos(hAPP(_2412_19339, _2414_19340), FX_2407_19341)) % -(c_fequal(V_X_2465_19367, hAPP(_2412_19371, _2414_19372), T_a_2474_19373)) % -(c_fequal(hAPP(_2412_19402, _2414_19403), V_Y_2485_19404, T_a_2494_19405)) % -(c_Arrow__Order__Mirabelle_Odictator(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_x_2630_19433), V_i_2634_19434)) % -(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_x_2630_19463), V_i_2466_19464, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_x_2630_19463))) % -(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(v_F, V_x_2630_19496), _2414_19497, X_2408_19498)) % -(c_Arrow__Order__Mirabelle_Odictator(V_F_2629_19523, V_i_2634_19524)) % -(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(V_F_2465_19550, V_i_2466_19551, V_F_2465_19550)) % -(tpos(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_19579, _2414_19580), _2412_19579)) % -(c_fequal(V_X_2465_19606, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(V_X_2465_19606, _2414_19610), T_a_2474_19611)) % -(c_fequal(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(V_Y_2485_19640, _2414_19641), V_Y_2485_19640, T_a_2494_19642)) % -(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_19668, _2414_19669, X_2408_19670)) % -(tpos(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_19698, _2414_19699), FX_2407_19700)) % -(c_fequal(V_X_2465_19726, v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_19730, _2414_19731), T_a_2474_19732)) % -(c_fequal(v_sko__Arrow__Order__Mirabelle__Xdictator__def__1(_2412_19761, _2414_19762), V_Y_2485_19763, T_a_2494_19764)) % %------------------------------------------------------------------------------