%------------------------------------------------------------------------------ % File : ePrincess---1.0 % Problem : ALG197+1 : TPTP v8.1.0. Released v2.7.0. % Transfm : none % Format : tptp:raw % Command : ePrincess-casc -timeout=%d %s % Computer : n023.cluster.edu % Model : x86_64 x86_64 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz % Memory : 8042.1875MB % OS : Linux 3.10.0-693.el7.x86_64 % CPULimit : 300s % WCLimit : 600s % DateTime : Thu Jul 14 15:37:29 EDT 2022 % Result : Theorem 18.62s 4.95s % Output : Proof 132.42s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.03/0.12 % Problem : ALG197+1 : TPTP v8.1.0. Released v2.7.0. % 0.03/0.13 % Command : ePrincess-casc -timeout=%d %s % 0.12/0.34 % Computer : n023.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 : 600 % 0.12/0.34 % DateTime : Wed Jun 8 01:54:53 EDT 2022 % 0.12/0.34 % CPUTime : % 0.56/0.59 ____ _ % 0.56/0.59 ___ / __ \_____(_)___ ________ __________ % 0.56/0.59 / _ \/ /_/ / ___/ / __ \/ ___/ _ \/ ___/ ___/ % 0.56/0.59 / __/ ____/ / / / / / / /__/ __(__ |__ ) % 0.56/0.59 \___/_/ /_/ /_/_/ /_/\___/\___/____/____/ % 0.56/0.59 % 0.56/0.59 A Theorem Prover for First-Order Logic % 0.56/0.59 (ePrincess v.1.0) % 0.56/0.59 % 0.56/0.59 (c) Philipp Rümmer, 2009-2015 % 0.56/0.59 (c) Peter Backeman, 2014-2015 % 0.56/0.59 (contributions by Angelo Brillout, Peter Baumgartner) % 0.56/0.59 Free software under GNU Lesser General Public License (LGPL). % 0.56/0.59 Bug reports to peter@backeman.se % 0.56/0.59 % 0.56/0.59 For more information, visit http://user.uu.se/~petba168/breu/ % 0.56/0.59 % 0.56/0.60 Loading /export/starexec/sandbox/benchmark/theBenchmark.p ... % 0.72/0.65 Prover 0: Options: -triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -resolutionMethod=nonUnifying +ignoreQuantifiers -generateTriggers=all % 4.15/1.60 Prover 0: Preprocessing ... % 8.70/2.66 Prover 0: Constructing countermodel ... % 18.62/4.95 Prover 0: proved (4300ms) % 18.62/4.95 % 18.62/4.95 No countermodel exists, formula is valid % 18.62/4.95 % SZS status Theorem for theBenchmark % 18.62/4.95 % 18.62/4.95 Generating proof ... found it (size 12491) % 119.39/80.34 % 119.39/80.34 % SZS output start Proof for theBenchmark % 119.39/80.34 Assumed formulas after preprocessing and simplification: % 119.39/80.34 | (0) ? [v0] : ? [v1] : ? [v2] : ? [v3] : ? [v4] : ? [v5] : ? [v6] : ? [v7] : ? [v8] : ? [v9] : ? [v10] : ? [v11] : ? [v12] : ? [v13] : ? [v14] : ? [v15] : ? [v16] : ? [v17] : ? [v18] : ? [v19] : ? [v20] : ? [v21] : ? [v22] : ? [v23] : ? [v24] : ? [v25] : ? [v26] : ? [v27] : ? [v28] : ? [v29] : ? [v30] : ? [v31] : ? [v32] : ? [v33] : ? [v34] : ? [v35] : ? [v36] : ? [v37] : ? [v38] : ? [v39] : ? [v40] : ? [v41] : ? [v42] : ? [v43] : ? [v44] : ? [v45] : ? [v46] : ? [v47] : ? [v48] : ? [v49] : ? [v50] : ? [v51] : ? [v52] : ? [v53] : ? [v54] : ? [v55] : ? [v56] : ? [v57] : ? [v58] : ? [v59] : ? [v60] : ? [v61] : ? [v62] : ? [v63] : ? [v64] : ? [v65] : ? [v66] : ? [v67] : ? [v68] : ? [v69] : ? [v70] : ? [v71] : ? [v72] : ? [v73] : ? [v74] : ? [v75] : ? [v76] : ? [v77] : ? [v78] : ? [v79] : ? [v80] : ? [v81] : ? [v82] : ? [v83] : ? [v84] : ? [v85] : ? [v86] : ? [v87] : ? [v88] : ? [v89] : ? [v90] : ? [v91] : ? [v92] : ? [v93] : ? [v94] : ? [v95] : ? [v96] : ? [v97] : ? [v98] : ? [v99] : ? [v100] : ? [v101] : ? [v102] : ? [v103] : ? [v104] : ? [v105] : ? [v106] : ? [v107] : ? [v108] : ? [v109] : ? [v110] : ? [v111] : ? [v112] : ? [v113] : ? [v114] : ? [v115] : ? [v116] : ? [v117] : ? [v118] : ? [v119] : ? [v120] : ? [v121] : ? [v122] : ? [v123] : ? [v124] : ? [v125] : ? [v126] : ? [v127] : ? [v128] : ? [v129] : ? [v130] : ? [v131] : ? [v132] : ? [v133] : ? [v134] : ? [v135] : ? [v136] : ? [v137] : ? [v138] : ? [v139] : ? [v140] : ? [v141] : ? [v142] : ? [v143] : ? [v144] : ? [v145] : ? [v146] : ? [v147] : ? [v148] : ? [v149] : ? [v150] : ? [v151] : ? [v152] : ? [v153] : ? [v154] : ? [v155] : ? [v156] : ? [v157] : ? [v158] : ? [v159] : ? [v160] : ? [v161] : ? [v162] : ? [v163] : ? [v164] : ? [v165] : ? [v166] : ? [v167] : ? [v168] : ? [v169] : ? [v170] : ? [v171] : ? [v172] : ? [v173] : ? [v174] : ? [v175] : ? [v176] : ? [v177] : ? [v178] : ? [v179] : ? [v180] : ? [v181] : ? [v182] : ? [v183] : ? [v184] : ? [v185] : ? [v186] : ? [v187] : ? [v188] : ? [v189] : ? [v190] : ? [v191] : ? [v192] : ? [v193] : ? [v194] : ? [v195] : ? [v196] : ? [v197] : ? [v198] : ? [v199] : ? [v200] : ? [v201] : ? [v202] : ? [v203] : ? [v204] : ? [v205] : ? [v206] : ? [v207] : ? [v208] : ? [v209] : ? [v210] : ? [v211] : ? [v212] : ? [v213] : ? [v214] : ? [v215] : ? [v216] : ? [v217] : ? [v218] : ? [v219] : ? [v220] : ? [v221] : ? [v222] : ? [v223] : ? [v224] : ? [v225] : ? [v226] : ? [v227] : ? [v228] : ? [v229] : ? [v230] : ? [v231] : ? [v232] : ? [v233] : ? [v234] : ? [v235] : ? [v236] : ? [v237] : ? [v238] : ? [v239] : ? [v240] : ? [v241] : ? [v242] : ? [v243] : ? [v244] : ? [v245] : ? [v246] : ? [v247] : ? [v248] : ? [v249] : ? [v250] : ? [v251] : ? [v252] : ? [v253] : ? [v254] : ? [v255] : ? [v256] : ? [v257] : ? [v258] : ? [v259] : ? [v260] : ? [v261] : ? [v262] : ? [v263] : ? [v264] : ? [v265] : ? [v266] : ? [v267] : ? [v268] : ? [v269] : ? [v270] : ? [v271] : ? [v272] : ? [v273] : ? [v274] : ? [v275] : ? [v276] : ? [v277] : ? [v278] : ? [v279] : ? [v280] : ? [v281] : ? [v282] : ? [v283] : ? [v284] : ? [v285] : ? [v286] : ? [v287] : ? [v288] : ? [v289] : ? [v290] : ? [v291] : ? [v292] : ? [v293] : ? [v294] : ? [v295] : ? [v296] : ? [v297] : ? [v298] : ? [v299] : ? [v300] : ? [v301] : ? [v302] : ? [v303] : ? [v304] : ? [v305] : ? [v306] : ? [v307] : ? [v308] : ? [v309] : ? [v310] : ? [v311] : ? [v312] : ? [v313] : ? [v314] : ? [v315] : ? [v316] : ? [v317] : ? [v318] : ? [v319] : ? [v320] : ? [v321] : ? [v322] : ? [v323] : ? [v324] : ? [v325] : ? [v326] : ? [v327] : ? [v328] : ? [v329] : ? [v330] : ? [v331] : ? [v332] : ? [v333] : ? [v334] : ? [v335] : ? [v336] : ? [v337] : ? [v338] : ? [v339] : ? [v340] : ? [v341] : ? [v342] : ? [v343] : ? [v344] : ? [v345] : ? [v346] : ? [v347] : ? [v348] : ? [v349] : ? [v350] : ? [v351] : ? [v352] : ? [v353] : ? [v354] : ? [v355] : ? [v356] : ? [v357] : ? [v358] : ? [v359] : ? [v360] : ? [v361] : ? [v362] : ? [v363] : ? [v364] : ? [v365] : ? [v366] : ? [v367] : ? [v368] : ? [v369] : ? [v370] : ? [v371] : ? [v372] : ? [v373] : ? [v374] : ? [v375] : ? [v376] : ? [v377] : ? [v378] : ? [v379] : ? [v380] : ? [v381] : ? [v382] : ? [v383] : ? [v384] : ? [v385] : ? [v386] : ? [v387] : ? [v388] : ? [v389] : ? [v390] : ? [v391] : ? [v392] : ? [v393] : ? [v394] : ? [v395] : ? [v396] : ? [v397] : ? [v398] : ? [v399] : ? [v400] : ? [v401] : ? [v402] : ? [v403] : ? [v404] : ? [v405] : ? [v406] : ? [v407] : ? [v408] : ? [v409] : ? [v410] : ? [v411] : ? [v412] : ? [v413] : ? [v414] : ? [v415] : ? [v416] : ? [v417] : ? [v418] : ? [v419] : ? [v420] : ? [v421] : ? [v422] : ? [v423] : ? [v424] : ? [v425] : ? [v426] : ? [v427] : ? [v428] : ? [v429] : ? [v430] : ? [v431] : ? [v432] : ? [v433] : ? [v434] : ? [v435] : ? [v436] : ? [v437] : ? [v438] : ? [v439] : ? [v440] : ? [v441] : ? [v442] : ? [v443] : ? [v444] : ? [v445] : ? [v446] : ? [v447] : ? [v448] : ? [v449] : ? [v450] : ? [v451] : ? [v452] : ? [v453] : ? [v454] : ? [v455] : ? [v456] : ? [v457] : ? [v458] : ? [v459] : ? [v460] : ? [v461] : ? [v462] : ? [v463] : ? [v464] : ? [v465] : ? [v466] : ? [v467] : ? [v468] : ? [v469] : ? [v470] : ? [v471] : ? [v472] : ? [v473] : ? [v474] : ? [v475] : ? [v476] : ? [v477] : ? [v478] : ? [v479] : ? [v480] : ? [v481] : ? [v482] : ? [v483] : ? [v484] : ? [v485] : ? [v486] : ? [v487] : ? [v488] : ? [v489] : ? [v490] : ? [v491] : ? [v492] : ? [v493] : ? [v494] : ? [v495] : ? [v496] : ? [v497] : ? [v498] : ? [v499] : ? [v500] : ? [v501] : ? [v502] : ? [v503] : ? [v504] : ? [v505] : ? [v506] : ? [v507] : ? [v508] : ? [v509] : ? [v510] : ? [v511] : ? [v512] : ? [v513] : ? [v514] : ? [v515] : ? [v516] : ? [v517] : ? [v518] : ? [v519] : ? [v520] : ? [v521] : ? [v522] : ? [v523] : ? [v524] : ? [v525] : ? [v526] : ? [v527] : ? [v528] : ? [v529] : ? [v530] : ? [v531] : ? [v532] : ? [v533] : ? [v534] : ? [v535] : ? [v536] : ? [v537] : ? [v538] : ? [v539] : ? [v540] : ? [v541] : ? [v542] : ? [v543] : ? [v544] : ? [v545] : ? [v546] : ? [v547] : ? [v548] : ? [v549] : ? [v550] : ? [v551] : ? [v552] : ? [v553] : ? [v554] : ? [v555] : ? [v556] : ? [v557] : ? [v558] : ? [v559] : ? [v560] : ? [v561] : ? [v562] : ? [v563] : ? [v564] : ? [v565] : ? [v566] : ? [v567] : ? [v568] : ? [v569] : ? [v570] : ? [v571] : ? [v572] : ? [v573] : ? [v574] : ? [v575] : ? [v576] : ? [v577] : ? [v578] : ? [v579] : ? [v580] : ? [v581] : ? [v582] : ? [v583] : ? [v584] : ? [v585] : ? [v586] : ? [v587] : ? [v588] : ? [v589] : ? [v590] : ? [v591] : ? [v592] : ? [v593] : ? [v594] : ? [v595] : ? [v596] : ? [v597] : ? [v598] : ? [v599] : ? [v600] : ? [v601] : ? [v602] : ? [v603] : ? [v604] : ? [v605] : ? [v606] : ? [v607] : ? [v608] : ? [v609] : ? [v610] : ? [v611] : ? [v612] : ? [v613] : ? [v614] : ? [v615] : ? [v616] : ? [v617] : ? [v618] : ? [v619] : ? [v620] : ? [v621] : ? [v622] : ? [v623] : ? [v624] : ? [v625] : ? [v626] : ? [v627] : ? [v628] : ? [v629] : ? [v630] : ? [v631] : ? [v632] : ? [v633] : ? [v634] : ? [v635] : ? [v636] : ? [v637] : ? [v638] : ? [v639] : ? [v640] : ? [v641] : ? [v642] : ? [v643] : ? [v644] : ? [v645] : ? [v646] : ? [v647] : ? [v648] : ? [v649] : ? [v650] : ? [v651] : ? [v652] : ? [v653] : ? [v654] : ? [v655] : ? [v656] : ? [v657] : ? [v658] : ? [v659] : ? [v660] : ? [v661] : ? [v662] : ? [v663] : ? [v664] : ? [v665] : ? [v666] : ? [v667] : ? [v668] : ? [v669] : ? [v670] : ? [v671] : ? [v672] : ? [v673] : ? [v674] : ? [v675] : ? [v676] : ? [v677] : ? [v678] : ? [v679] : ? [v680] : ? [v681] : ? [v682] : ? [v683] : ? [v684] : ? [v685] : ? [v686] : ? [v687] : ? [v688] : ? [v689] : ? [v690] : ? [v691] : ? [v692] : ? [v693] : ? [v694] : ? [v695] : ? [v696] : ? [v697] : ? [v698] : ? [v699] : ? [v700] : ? [v701] : ? [v702] : ? [v703] : ? [v704] : ? [v705] : ? [v706] : ? [v707] : ? [v708] : ? [v709] : ? [v710] : ? [v711] : ? [v712] : ? [v713] : ? [v714] : ? [v715] : ? [v716] : ? [v717] : ? [v718] : ? [v719] : ? [v720] : ? [v721] : ? [v722] : ? [v723] : ? [v724] : ? [v725] : ? [v726] : ? [v727] : ? [v728] : ? [v729] : ? [v730] : ? [v731] : ? [v732] : ? [v733] : ? [v734] : ? [v735] : ? [v736] : ? [v737] : ? [v738] : ? [v739] : ? [v740] : ? [v741] : ? [v742] : ? [v743] : ? [v744] : ? [v745] : ? [v746] : ? [v747] : ? [v748] : ? [v749] : ? [v750] : ? [v751] : ? [v752] : ? [v753] : ? [v754] : ? [v755] : ? [v756] : ? [v757] : ? [v758] : ? [v759] : ? [v760] : ? [v761] : ? [v762] : ? [v763] : ? [v764] : ? [v765] : ? [v766] : ? [v767] : ? [v768] : ? [v769] : ? [v770] : ? [v771] : ? [v772] : ? [v773] : ? [v774] : ( ~ (v125 = v124) & ~ (v125 = v123) & ~ (v125 = v121) & ~ (v125 = v114) & ~ (v125 = v107) & ~ (v125 = v101) & ~ (v125 = v95) & ~ (v125 = v88) & ~ (v125 = e25) & ~ (v125 = e24) & ~ (v125 = e23) & ~ (v125 = e20) & ~ (v124 = v123) & ~ (v124 = v119) & ~ (v124 = v112) & ~ (v124 = v105) & ~ (v124 = v99) & ~ (v124 = v93) & ~ (v124 = v86) & ~ (v124 = e25) & ~ (v124 = e24) & ~ (v124 = e23) & ~ (v124 = e20) & ~ (v123 = v117) & ~ (v123 = v110) & ~ (v123 = v103) & ~ (v123 = v97) & ~ (v123 = v91) & ~ (v123 = v84) & ~ (v123 = e25) & ~ (v123 = e24) & ~ (v123 = e23) & ~ (v123 = e20) & ~ (v122 = v121) & ~ (v122 = v120) & ~ (v122 = v119) & ~ (v122 = v118) & ~ (v122 = v117) & ~ (v122 = v116) & ~ (v122 = v109) & ~ (v122 = v102) & ~ (v122 = v96) & ~ (v122 = v90) & ~ (v122 = e25) & ~ (v122 = e21) & ~ (v121 = v120) & ~ (v121 = v119) & ~ (v121 = v118) & ~ (v121 = v117) & ~ (v121 = v114) & ~ (v121 = v107) & ~ (v121 = v101) & ~ (v121 = v95) & ~ (v121 = v88) & ~ (v121 = e21) & ~ (v120 = v119) & ~ (v120 = v118) & ~ (v120 = v117) & ~ (v120 = v113) & ~ (v120 = v106) & ~ (v120 = v100) & ~ (v120 = v94) & ~ (v120 = v87) & ~ (v120 = e24) & ~ (v120 = e21) & ~ (v119 = v118) & ~ (v119 = v117) & ~ (v119 = v112) & ~ (v119 = v105) & ~ (v119 = v99) & ~ (v119 = v93) & ~ (v119 = v86) & ~ (v119 = e21) & ~ (v118 = v117) & ~ (v118 = v111) & ~ (v118 = v104) & ~ (v118 = v98) & ~ (v118 = v92) & ~ (v118 = v85) & ~ (v118 = e23) & ~ (v118 = e21) & ~ (v117 = v110) & ~ (v117 = v103) & ~ (v117 = v97) & ~ (v117 = v91) & ~ (v117 = v84) & ~ (v117 = e21) & ~ (v116 = v115) & ~ (v116 = v114) & ~ (v116 = v113) & ~ (v116 = v112) & ~ (v116 = v111) & ~ (v116 = v110) & ~ (v116 = v109) & ~ (v116 = v102) & ~ (v116 = v96) & ~ (v116 = v90) & ~ (v116 = e25) & ~ (v115 = v114) & ~ (v115 = v113) & ~ (v115 = v112) & ~ (v115 = v111) & ~ (v115 = v110) & ~ (v115 = v108) & ~ (v115 = v89) & ~ (v115 = e25) & ~ (v115 = e22) & ~ (v115 = e21) & ~ (v115 = e20) & ~ (v114 = v113) & ~ (v114 = v112) & ~ (v114 = v111) & ~ (v114 = v110) & ~ (v114 = v107) & ~ (v114 = v101) & ~ (v114 = v95) & ~ (v114 = v88) & ~ (v113 = v112) & ~ (v113 = v111) & ~ (v113 = v110) & ~ (v113 = v106) & ~ (v113 = v100) & ~ (v113 = v94) & ~ (v113 = v87) & ~ (v113 = e24) & ~ (v112 = v111) & ~ (v112 = v110) & ~ (v112 = v105) & ~ (v112 = v99) & ~ (v112 = v93) & ~ (v112 = v86) & ~ (v111 = v110) & ~ (v111 = v104) & ~ (v111 = v98) & ~ (v111 = v92) & ~ (v111 = v85) & ~ (v111 = e23) & ~ (v110 = v103) & ~ (v110 = v97) & ~ (v110 = v91) & ~ (v110 = v84) & ~ (v109 = v108) & ~ (v109 = v107) & ~ (v109 = v106) & ~ (v109 = v105) & ~ (v109 = v104) & ~ (v109 = v103) & ~ (v109 = v102) & ~ (v109 = v96) & ~ (v109 = v90) & ~ (v109 = e25) & ~ (v108 = v107) & ~ (v108 = v106) & ~ (v108 = v105) & ~ (v108 = v104) & ~ (v108 = v103) & ~ (v108 = v89) & ~ (v108 = e25) & ~ (v108 = e22) & ~ (v108 = e21) & ~ (v108 = e20) & ~ (v107 = v106) & ~ (v107 = v105) & ~ (v107 = v104) & ~ (v107 = v103) & ~ (v107 = v101) & ~ (v107 = v95) & ~ (v107 = v88) & ~ (v106 = v105) & ~ (v106 = v104) & ~ (v106 = v103) & ~ (v106 = v100) & ~ (v106 = v94) & ~ (v106 = v87) & ~ (v106 = e24) & ~ (v105 = v104) & ~ (v105 = v103) & ~ (v105 = v99) & ~ (v105 = v93) & ~ (v105 = v86) & ~ (v104 = v103) & ~ (v104 = v98) & ~ (v104 = v92) & ~ (v104 = v85) & ~ (v104 = e23) & ~ (v103 = v97) & ~ (v103 = v91) & ~ (v103 = v84) & ~ (v102 = v101) & ~ (v102 = v100) & ~ (v102 = v99) & ~ (v102 = v98) & ~ (v102 = v97) & ~ (v102 = v96) & ~ (v102 = v90) & ~ (v102 = e25) & ~ (v101 = v100) & ~ (v101 = v99) & ~ (v101 = v98) & ~ (v101 = v97) & ~ (v101 = v95) & ~ (v101 = v88) & ~ (v101 = e25) & ~ (v100 = v99) & ~ (v100 = v98) & ~ (v100 = v97) & ~ (v100 = v94) & ~ (v100 = v87) & ~ (v100 = e25) & ~ (v100 = e24) & ~ (v99 = v98) & ~ (v99 = v97) & ~ (v99 = v93) & ~ (v99 = v86) & ~ (v99 = e25) & ~ (v98 = v97) & ~ (v98 = v92) & ~ (v98 = v85) & ~ (v98 = e25) & ~ (v98 = e23) & ~ (v97 = v91) & ~ (v97 = v84) & ~ (v97 = e25) & ~ (v96 = v95) & ~ (v96 = v94) & ~ (v96 = v93) & ~ (v96 = v92) & ~ (v96 = v91) & ~ (v96 = v90) & ~ (v96 = e25) & ~ (v96 = e22) & ~ (v95 = v94) & ~ (v95 = v93) & ~ (v95 = v92) & ~ (v95 = v91) & ~ (v95 = v88) & ~ (v95 = e22) & ~ (v94 = v93) & ~ (v94 = v92) & ~ (v94 = v91) & ~ (v94 = v87) & ~ (v94 = e24) & ~ (v94 = e22) & ~ (v93 = v92) & ~ (v93 = v91) & ~ (v93 = v86) & ~ (v93 = e22) & ~ (v92 = v91) & ~ (v92 = v85) & ~ (v92 = e23) & ~ (v92 = e22) & ~ (v91 = v84) & ~ (v91 = e22) & ~ (v90 = v89) & ~ (v90 = v88) & ~ (v90 = v87) & ~ (v90 = v86) & ~ (v90 = v85) & ~ (v90 = v84) & ~ (v90 = e25) & ~ (v89 = v88) & ~ (v89 = v87) & ~ (v89 = v86) & ~ (v89 = v85) & ~ (v89 = v84) & ~ (v89 = e25) & ~ (v89 = e22) & ~ (v89 = e21) & ~ (v89 = e20) & ~ (v88 = v87) & ~ (v88 = v86) & ~ (v88 = v85) & ~ (v88 = v84) & ~ (v87 = v86) & ~ (v87 = v85) & ~ (v87 = v84) & ~ (v87 = e24) & ~ (v86 = v85) & ~ (v86 = v84) & ~ (v85 = v84) & ~ (v85 = e23) & ~ (v41 = v40) & ~ (v41 = v39) & ~ (v41 = v37) & ~ (v41 = v30) & ~ (v41 = v23) & ~ (v41 = v17) & ~ (v41 = v11) & ~ (v41 = v4) & ~ (v41 = e15) & ~ (v41 = e14) & ~ (v41 = e13) & ~ (v41 = e10) & ~ (v40 = v39) & ~ (v40 = v35) & ~ (v40 = v28) & ~ (v40 = v21) & ~ (v40 = v15) & ~ (v40 = v9) & ~ (v40 = v2) & ~ (v40 = e15) & ~ (v40 = e14) & ~ (v40 = e13) & ~ (v40 = e10) & ~ (v39 = v33) & ~ (v39 = v26) & ~ (v39 = v19) & ~ (v39 = v13) & ~ (v39 = v7) & ~ (v39 = v0) & ~ (v39 = e15) & ~ (v39 = e14) & ~ (v39 = e13) & ~ (v39 = e10) & ~ (v38 = v37) & ~ (v38 = v36) & ~ (v38 = v35) & ~ (v38 = v34) & ~ (v38 = v33) & ~ (v38 = v32) & ~ (v38 = v25) & ~ (v38 = v18) & ~ (v38 = v12) & ~ (v38 = v6) & ~ (v38 = e15) & ~ (v38 = e11) & ~ (v37 = v36) & ~ (v37 = v35) & ~ (v37 = v34) & ~ (v37 = v33) & ~ (v37 = v30) & ~ (v37 = v23) & ~ (v37 = v17) & ~ (v37 = v11) & ~ (v37 = v4) & ~ (v37 = e11) & ~ (v36 = v35) & ~ (v36 = v34) & ~ (v36 = v33) & ~ (v36 = v29) & ~ (v36 = v22) & ~ (v36 = v16) & ~ (v36 = v10) & ~ (v36 = v3) & ~ (v36 = e14) & ~ (v36 = e11) & ~ (v35 = v34) & ~ (v35 = v33) & ~ (v35 = v28) & ~ (v35 = v21) & ~ (v35 = v15) & ~ (v35 = v9) & ~ (v35 = v2) & ~ (v35 = e11) & ~ (v34 = v33) & ~ (v34 = v27) & ~ (v34 = v20) & ~ (v34 = v14) & ~ (v34 = v8) & ~ (v34 = v1) & ~ (v34 = e13) & ~ (v34 = e11) & ~ (v33 = v26) & ~ (v33 = v19) & ~ (v33 = v13) & ~ (v33 = v7) & ~ (v33 = v0) & ~ (v33 = e11) & ~ (v32 = v31) & ~ (v32 = v30) & ~ (v32 = v29) & ~ (v32 = v28) & ~ (v32 = v27) & ~ (v32 = v26) & ~ (v32 = v25) & ~ (v32 = v18) & ~ (v32 = v12) & ~ (v32 = v6) & ~ (v32 = e15) & ~ (v31 = v30) & ~ (v31 = v29) & ~ (v31 = v28) & ~ (v31 = v27) & ~ (v31 = v26) & ~ (v31 = v24) & ~ (v31 = v5) & ~ (v31 = e15) & ~ (v31 = e12) & ~ (v31 = e11) & ~ (v31 = e10) & ~ (v30 = v29) & ~ (v30 = v28) & ~ (v30 = v27) & ~ (v30 = v26) & ~ (v30 = v23) & ~ (v30 = v17) & ~ (v30 = v11) & ~ (v30 = v4) & ~ (v29 = v28) & ~ (v29 = v27) & ~ (v29 = v26) & ~ (v29 = v22) & ~ (v29 = v16) & ~ (v29 = v10) & ~ (v29 = v3) & ~ (v29 = e14) & ~ (v28 = v27) & ~ (v28 = v26) & ~ (v28 = v21) & ~ (v28 = v15) & ~ (v28 = v9) & ~ (v28 = v2) & ~ (v27 = v26) & ~ (v27 = v20) & ~ (v27 = v14) & ~ (v27 = v8) & ~ (v27 = v1) & ~ (v27 = e13) & ~ (v26 = v19) & ~ (v26 = v13) & ~ (v26 = v7) & ~ (v26 = v0) & ~ (v25 = v24) & ~ (v25 = v23) & ~ (v25 = v22) & ~ (v25 = v21) & ~ (v25 = v20) & ~ (v25 = v19) & ~ (v25 = v18) & ~ (v25 = v12) & ~ (v25 = v6) & ~ (v25 = e15) & ~ (v24 = v23) & ~ (v24 = v22) & ~ (v24 = v21) & ~ (v24 = v20) & ~ (v24 = v19) & ~ (v24 = v5) & ~ (v24 = e15) & ~ (v24 = e12) & ~ (v24 = e11) & ~ (v24 = e10) & ~ (v23 = v22) & ~ (v23 = v21) & ~ (v23 = v20) & ~ (v23 = v19) & ~ (v23 = v17) & ~ (v23 = v11) & ~ (v23 = v4) & ~ (v22 = v21) & ~ (v22 = v20) & ~ (v22 = v19) & ~ (v22 = v16) & ~ (v22 = v10) & ~ (v22 = v3) & ~ (v22 = e14) & ~ (v21 = v20) & ~ (v21 = v19) & ~ (v21 = v15) & ~ (v21 = v9) & ~ (v21 = v2) & ~ (v20 = v19) & ~ (v20 = v14) & ~ (v20 = v8) & ~ (v20 = v1) & ~ (v20 = e13) & ~ (v19 = v13) & ~ (v19 = v7) & ~ (v19 = v0) & ~ (v18 = v17) & ~ (v18 = v16) & ~ (v18 = v15) & ~ (v18 = v14) & ~ (v18 = v13) & ~ (v18 = v12) & ~ (v18 = v6) & ~ (v18 = e15) & ~ (v17 = v16) & ~ (v17 = v15) & ~ (v17 = v14) & ~ (v17 = v13) & ~ (v17 = v11) & ~ (v17 = v4) & ~ (v17 = e15) & ~ (v16 = v15) & ~ (v16 = v14) & ~ (v16 = v13) & ~ (v16 = v10) & ~ (v16 = v3) & ~ (v16 = e15) & ~ (v16 = e14) & ~ (v15 = v14) & ~ (v15 = v13) & ~ (v15 = v9) & ~ (v15 = v2) & ~ (v15 = e15) & ~ (v14 = v13) & ~ (v14 = v8) & ~ (v14 = v1) & ~ (v14 = e15) & ~ (v14 = e13) & ~ (v13 = v7) & ~ (v13 = v0) & ~ (v13 = e15) & ~ (v12 = v11) & ~ (v12 = v10) & ~ (v12 = v9) & ~ (v12 = v8) & ~ (v12 = v7) & ~ (v12 = v6) & ~ (v12 = e15) & ~ (v12 = e12) & ~ (v11 = v10) & ~ (v11 = v9) & ~ (v11 = v8) & ~ (v11 = v7) & ~ (v11 = v4) & ~ (v11 = e12) & ~ (v10 = v9) & ~ (v10 = v8) & ~ (v10 = v7) & ~ (v10 = v3) & ~ (v10 = e14) & ~ (v10 = e12) & ~ (v9 = v8) & ~ (v9 = v7) & ~ (v9 = v2) & ~ (v9 = e12) & ~ (v8 = v7) & ~ (v8 = v1) & ~ (v8 = e13) & ~ (v8 = e12) & ~ (v7 = v0) & ~ (v7 = e12) & ~ (v6 = v5) & ~ (v6 = v4) & ~ (v6 = v3) & ~ (v6 = v2) & ~ (v6 = v1) & ~ (v6 = v0) & ~ (v6 = e15) & ~ (v5 = v4) & ~ (v5 = v3) & ~ (v5 = v2) & ~ (v5 = v1) & ~ (v5 = v0) & ~ (v5 = e15) & ~ (v5 = e12) & ~ (v5 = e11) & ~ (v5 = e10) & ~ (v4 = v3) & ~ (v4 = v2) & ~ (v4 = v1) & ~ (v4 = v0) & ~ (v3 = v2) & ~ (v3 = v1) & ~ (v3 = v0) & ~ (v3 = e14) & ~ (v2 = v1) & ~ (v2 = v0) & ~ (v1 = v0) & ~ (v1 = e13) & ~ (e26 = e25) & ~ (e26 = e24) & ~ (e26 = e23) & ~ (e26 = e22) & ~ (e26 = e21) & ~ (e26 = e20) & ~ (e26 = e16) & ~ (e26 = e15) & ~ (e26 = e14) & ~ (e26 = e13) & ~ (e26 = e12) & ~ (e26 = e11) & ~ (e26 = e10) & ~ (e25 = e24) & ~ (e25 = e23) & ~ (e25 = e22) & ~ (e25 = e21) & ~ (e25 = e20) & ~ (e25 = e16) & ~ (e25 = e15) & ~ (e25 = e14) & ~ (e25 = e13) & ~ (e25 = e12) & ~ (e25 = e11) & ~ (e25 = e10) & ~ (e24 = e23) & ~ (e24 = e22) & ~ (e24 = e21) & ~ (e24 = e20) & ~ (e24 = e16) & ~ (e24 = e15) & ~ (e24 = e14) & ~ (e24 = e13) & ~ (e24 = e12) & ~ (e24 = e11) & ~ (e24 = e10) & ~ (e23 = e22) & ~ (e23 = e21) & ~ (e23 = e20) & ~ (e23 = e16) & ~ (e23 = e15) & ~ (e23 = e14) & ~ (e23 = e13) & ~ (e23 = e12) & ~ (e23 = e11) & ~ (e23 = e10) & ~ (e22 = e21) & ~ (e22 = e20) & ~ (e22 = e16) & ~ (e22 = e15) & ~ (e22 = e14) & ~ (e22 = e13) & ~ (e22 = e12) & ~ (e22 = e11) & ~ (e22 = e10) & ~ (e21 = e20) & ~ (e21 = e16) & ~ (e21 = e15) & ~ (e21 = e14) & ~ (e21 = e13) & ~ (e21 = e12) & ~ (e21 = e11) & ~ (e21 = e10) & ~ (e20 = e16) & ~ (e20 = e15) & ~ (e20 = e14) & ~ (e20 = e13) & ~ (e20 = e12) & ~ (e20 = e11) & ~ (e20 = e10) & ~ (e16 = e15) & ~ (e16 = e14) & ~ (e16 = e13) & ~ (e16 = e12) & ~ (e16 = e11) & ~ (e16 = e10) & ~ (e15 = e14) & ~ (e15 = e13) & ~ (e15 = e12) & ~ (e15 = e11) & ~ (e15 = e10) & ~ (e14 = e13) & ~ (e14 = e12) & ~ (e14 = e11) & ~ (e14 = e10) & ~ (e13 = e12) & ~ (e13 = e11) & ~ (e13 = e10) & ~ (e12 = e11) & ~ (e12 = e10) & ~ (e11 = e10) & op1(v83, e15) = e16 & op1(v82, e14) = e16 & op1(v81, e13) = e16 & op1(v80, e12) = e16 & op1(v79, e11) = e16 & op1(v78, e10) = e16 & op1(v77, e14) = e15 & op1(v76, e13) = e15 & op1(v75, e10) = e15 & op1(v74, e16) = e14 & op1(v73, e15) = e14 & op1(v72, e14) = e14 & op1(v71, e13) = e14 & op1(v70, e12) = e14 & op1(v69, e11) = e14 & op1(v68, e10) = e14 & op1(v67, e15) = e13 & op1(v66, e14) = e13 & op1(v65, e13) = e13 & op1(v64, e12) = e13 & op1(v63, e11) = e13 & op1(v62, e10) = e13 & op1(v61, e16) = e12 & op1(v60, e15) = e12 & op1(v59, e14) = e12 & op1(v58, e13) = e12 & op1(v57, e12) = e12 & op1(v56, e11) = e12 & op1(v55, e10) = e12 & op1(v54, e15) = e11 & op1(v53, e14) = e11 & op1(v52, e13) = e11 & op1(v51, e12) = e11 & op1(v50, e11) = e11 & op1(v49, e10) = e11 & op1(v48, e16) = e10 & op1(v47, e15) = e10 & op1(v46, e14) = e10 & op1(v45, e13) = e10 & op1(v44, e12) = e10 & op1(v43, e11) = e10 & op1(v42, e10) = e10 & op1(v41, e16) = v74 & op1(v40, e16) = v61 & op1(v39, e16) = v48 & op1(v38, e16) = e16 & op1(v38, e15) = v83 & op1(v37, e15) = v73 & op1(v36, e15) = v67 & op1(v35, e15) = v60 & op1(v35, e12) = e15 & op1(v34, e15) = v54 & op1(v33, e15) = v47 & op1(v32, e16) = e13 & op1(v32, e14) = v82 & op1(v31, e14) = v77 & op1(v30, e14) = v72 & op1(v29, e14) = v66 & op1(v28, e14) = v59 & op1(v27, e14) = v53 & op1(v26, e14) = v46 & op1(v25, e16) = e11 & op1(v25, e13) = v81 & op1(v24, e13) = v76 & op1(v23, e13) = v71 & op1(v22, e13) = v65 & op1(v21, e13) = v58 & op1(v20, e13) = v52 & op1(v19, e13) = v45 & op1(v18, e12) = v80 & op1(v17, e12) = v70 & op1(v16, e12) = v64 & op1(v15, e12) = v57 & op1(v14, e12) = v51 & op1(v14, e11) = e15 & op1(v13, e12) = v44 & op1(v12, e11) = v79 & op1(v11, e11) = v69 & op1(v10, e11) = v63 & op1(v9, e11) = v56 & op1(v8, e11) = v50 & op1(v7, e11) = v43 & op1(v6, e16) = e15 & op1(v6, e10) = v78 & op1(v5, e10) = v75 & op1(v4, e10) = v68 & op1(v3, e10) = v62 & op1(v2, e10) = v55 & op1(v1, e10) = v49 & op1(v0, e10) = v42 & op1(e16, e16) = e15 & op1(e16, e15) = e10 & op1(e16, e14) = v41 & op1(e16, e13) = e14 & op1(e16, e12) = v40 & op1(e16, e11) = e13 & op1(e16, e10) = v39 & op1(e15, e16) = v38 & op1(e15, e15) = e11 & op1(e15, e14) = v37 & op1(e15, e13) = v36 & op1(e15, e12) = v35 & op1(e15, e11) = v34 & op1(e15, e10) = v33 & op1(e14, e16) = v32 & op1(e14, e15) = v31 & op1(e14, e14) = v30 & op1(e14, e13) = v29 & op1(e14, e12) = v28 & op1(e14, e11) = v27 & op1(e14, e10) = v26 & op1(e13, e16) = v25 & op1(e13, e15) = v24 & op1(e13, e14) = v23 & op1(e13, e13) = v22 & op1(e13, e12) = v21 & op1(e13, e11) = v20 & op1(e13, e10) = v19 & op1(e12, e16) = v18 & op1(e12, e15) = e15 & op1(e12, e14) = v17 & op1(e12, e13) = v16 & op1(e12, e12) = v15 & op1(e12, e11) = v14 & op1(e12, e10) = v13 & op1(e11, e16) = v12 & op1(e11, e15) = e12 & op1(e11, e14) = v11 & op1(e11, e13) = v10 & op1(e11, e12) = v9 & op1(e11, e11) = v8 & op1(e11, e10) = v7 & op1(e10, e16) = v6 & op1(e10, e15) = v5 & op1(e10, e14) = v4 & op1(e10, e13) = v3 & op1(e10, e12) = v2 & op1(e10, e11) = v1 & op1(e10, e10) = v0 & h1(v41) = v283 & h1(v40) = v280 & h1(v39) = v277 & h1(v38) = v275 & h1(v37) = v272 & h1(v36) = v270 & h1(v35) = v268 & h1(v34) = v266 & h1(v33) = v264 & h1(v32) = v262 & h1(v31) = v260 & h1(v30) = v258 & h1(v29) = v256 & h1(v28) = v254 & h1(v27) = v252 & h1(v26) = v250 & h1(v25) = v248 & h1(v24) = v246 & h1(v23) = v244 & h1(v22) = v242 & h1(v21) = v240 & h1(v20) = v238 & h1(v19) = v236 & h1(v18) = v234 & h1(v17) = v231 & h1(v16) = v229 & h1(v15) = v227 & h1(v14) = v225 & h1(v13) = v223 & h1(v12) = v221 & h1(v11) = v218 & h1(v10) = v216 & h1(v9) = v214 & h1(v8) = v212 & h1(v7) = v210 & h1(v6) = v208 & h1(v5) = v206 & h1(v4) = v204 & h1(v3) = v202 & h1(v2) = v200 & h1(v1) = v198 & h1(v0) = v196 & h1(e16) = e20 & h1(e15) = v84 & h1(e14) = v172 & h1(e13) = v171 & h1(e12) = v170 & h1(e11) = v169 & h1(e10) = v168 & h2(v41) = v373 & h2(v40) = v370 & h2(v39) = v367 & h2(v38) = v365 & h2(v37) = v362 & h2(v36) = v360 & h2(v35) = v358 & h2(v34) = v356 & h2(v33) = v354 & h2(v32) = v352 & h2(v31) = v350 & h2(v30) = v348 & h2(v29) = v346 & h2(v28) = v344 & h2(v27) = v342 & h2(v26) = v340 & h2(v25) = v338 & h2(v24) = v336 & h2(v23) = v334 & h2(v22) = v332 & h2(v21) = v330 & h2(v20) = v328 & h2(v19) = v326 & h2(v18) = v324 & h2(v17) = v321 & h2(v16) = v319 & h2(v15) = v317 & h2(v14) = v315 & h2(v13) = v313 & h2(v12) = v311 & h2(v11) = v308 & h2(v10) = v306 & h2(v9) = v304 & h2(v8) = v302 & h2(v7) = v300 & h2(v6) = v298 & h2(v5) = v296 & h2(v4) = v294 & h2(v3) = v292 & h2(v2) = v290 & h2(v1) = v288 & h2(v0) = v286 & h2(e16) = e21 & h2(e15) = v92 & h2(e14) = v177 & h2(e13) = v176 & h2(e12) = v175 & h2(e11) = v174 & h2(e10) = v173 & h3(v41) = v463 & h3(v40) = v460 & h3(v39) = v457 & h3(v38) = v455 & h3(v37) = v452 & h3(v36) = v450 & h3(v35) = v448 & h3(v34) = v446 & h3(v33) = v444 & h3(v32) = v442 & h3(v31) = v440 & h3(v30) = v438 & h3(v29) = v436 & h3(v28) = v434 & h3(v27) = v432 & h3(v26) = v430 & h3(v25) = v428 & h3(v24) = v426 & h3(v23) = v424 & h3(v22) = v422 & h3(v21) = v420 & h3(v20) = v418 & h3(v19) = v416 & h3(v18) = v414 & h3(v17) = v411 & h3(v16) = v409 & h3(v15) = v407 & h3(v14) = v405 & h3(v13) = v403 & h3(v12) = v401 & h3(v11) = v398 & h3(v10) = v396 & h3(v9) = v394 & h3(v8) = v392 & h3(v7) = v390 & h3(v6) = v388 & h3(v5) = v386 & h3(v4) = v384 & h3(v3) = v382 & h3(v2) = v380 & h3(v1) = v378 & h3(v0) = v376 & h3(e16) = e22 & h3(e15) = v99 & h3(e14) = v182 & h3(e13) = v181 & h3(e12) = v180 & h3(e11) = v179 & h3(e10) = v178 & h4(v41) = v553 & h4(v40) = v550 & h4(v39) = v547 & h4(v38) = v545 & h4(v37) = v542 & h4(v36) = v540 & h4(v35) = v538 & h4(v34) = v536 & h4(v33) = v534 & h4(v32) = v532 & h4(v31) = v530 & h4(v30) = v528 & h4(v29) = v526 & h4(v28) = v524 & h4(v27) = v522 & h4(v26) = v520 & h4(v25) = v518 & h4(v24) = v516 & h4(v23) = v514 & h4(v22) = v512 & h4(v21) = v510 & h4(v20) = v508 & h4(v19) = v506 & h4(v18) = v504 & h4(v17) = v501 & h4(v16) = v499 & h4(v15) = v497 & h4(v14) = v495 & h4(v13) = v493 & h4(v12) = v491 & h4(v11) = v488 & h4(v10) = v486 & h4(v9) = v484 & h4(v8) = v482 & h4(v7) = v480 & h4(v6) = v478 & h4(v5) = v476 & h4(v4) = v474 & h4(v3) = v472 & h4(v2) = v470 & h4(v1) = v468 & h4(v0) = v466 & h4(e16) = e23 & h4(e15) = v106 & h4(e14) = v187 & h4(e13) = v186 & h4(e12) = v185 & h4(e11) = v184 & h4(e10) = v183 & h5(v41) = v643 & h5(v40) = v640 & h5(v39) = v637 & h5(v38) = v635 & h5(v37) = v632 & h5(v36) = v630 & h5(v35) = v628 & h5(v34) = v626 & h5(v33) = v624 & h5(v32) = v622 & h5(v31) = v620 & h5(v30) = v618 & h5(v29) = v616 & h5(v28) = v614 & h5(v27) = v612 & h5(v26) = v610 & h5(v25) = v608 & h5(v24) = v606 & h5(v23) = v604 & h5(v22) = v602 & h5(v21) = v600 & h5(v20) = v598 & h5(v19) = v596 & h5(v18) = v594 & h5(v17) = v591 & h5(v16) = v589 & h5(v15) = v587 & h5(v14) = v585 & h5(v13) = v583 & h5(v12) = v581 & h5(v11) = v578 & h5(v10) = v576 & h5(v9) = v574 & h5(v8) = v572 & h5(v7) = v570 & h5(v6) = v568 & h5(v5) = v566 & h5(v4) = v564 & h5(v3) = v562 & h5(v2) = v560 & h5(v1) = v558 & h5(v0) = v556 & h5(e16) = e24 & h5(e15) = v114 & h5(e14) = v192 & h5(e13) = v191 & h5(e12) = v190 & h5(e11) = v189 & h5(e10) = v188 & h6(v41) = v731 & h6(v40) = v728 & h6(v39) = v725 & h6(v38) = v724 & h6(v37) = v722 & h6(v36) = v720 & h6(v35) = v718 & h6(v34) = v716 & h6(v33) = v714 & h6(v32) = v712 & h6(v31) = v710 & h6(v30) = v708 & h6(v29) = v706 & h6(v28) = v704 & h6(v27) = v702 & h6(v26) = v700 & h6(v25) = v698 & h6(v24) = v696 & h6(v23) = v694 & h6(v22) = v692 & h6(v21) = v690 & h6(v20) = v688 & h6(v19) = v686 & h6(v18) = v684 & h6(v17) = v681 & h6(v16) = v679 & h6(v15) = v677 & h6(v14) = v675 & h6(v13) = v673 & h6(v12) = v671 & h6(v11) = v668 & h6(v10) = v666 & h6(v9) = v664 & h6(v8) = v662 & h6(v7) = v660 & h6(v6) = v658 & h6(v5) = v656 & h6(v4) = v654 & h6(v3) = v652 & h6(v2) = v650 & h6(v1) = v648 & h6(v0) = v646 & h6(e16) = e25 & h6(e15) = e21 & h6(e14) = v195 & h6(e13) = v194 & h6(e12) = v193 & h6(e11) = v92 & h6(e10) = v118 & h7(v41) = v774 & h7(v40) = v773 & h7(v39) = v772 & h7(v38) = v771 & h7(v37) = v770 & h7(v36) = v769 & h7(v35) = v768 & h7(v34) = v767 & h7(v33) = v766 & h7(v32) = v765 & h7(v31) = v764 & h7(v30) = v763 & h7(v29) = v762 & h7(v28) = v761 & h7(v27) = v760 & h7(v26) = v759 & h7(v25) = v758 & h7(v24) = v757 & h7(v23) = v756 & h7(v22) = v755 & h7(v21) = v754 & h7(v20) = v753 & h7(v19) = v752 & h7(v18) = v751 & h7(v17) = v750 & h7(v16) = v749 & h7(v15) = v748 & h7(v14) = v747 & h7(v13) = v746 & h7(v12) = v745 & h7(v11) = v744 & h7(v10) = v743 & h7(v9) = v742 & h7(v8) = v741 & h7(v7) = v740 & h7(v6) = v739 & h7(v5) = v738 & h7(v4) = v737 & h7(v3) = v736 & h7(v2) = v735 & h7(v1) = v734 & h7(v0) = v733 & h7(e16) = e26 & h7(e15) = e25 & h7(e14) = e24 & h7(e13) = e23 & h7(e12) = e22 & h7(e11) = e21 & h7(e10) = e20 & op2(v195, v195) = v709 & op2(v195, v194) = v707 & op2(v195, v193) = v705 & op2(v195, v118) = v701 & op2(v195, v92) = v703 & op2(v195, e25) = v713 & op2(v195, e21) = v711 & op2(v194, v195) = v695 & op2(v194, v194) = v693 & op2(v194, v193) = v691 & op2(v194, v118) = v687 & op2(v194, v92) = v689 & op2(v194, e25) = v699 & op2(v194, e21) = v697 & op2(v193, v195) = v682 & op2(v193, v194) = v680 & op2(v193, v193) = v678 & op2(v193, v118) = v674 & op2(v193, v92) = v676 & op2(v193, e25) = v685 & op2(v193, e21) = v683 & op2(v192, v192) = v619 & op2(v192, v191) = v617 & op2(v192, v190) = v615 & op2(v192, v189) = v613 & op2(v192, v188) = v611 & op2(v192, v114) = v621 & op2(v192, e24) = v623 & op2(v191, v192) = v605 & op2(v191, v191) = v603 & op2(v191, v190) = v601 & op2(v191, v189) = v599 & op2(v191, v188) = v597 & op2(v191, v114) = v607 & op2(v191, e24) = v609 & op2(v190, v192) = v592 & op2(v190, v191) = v590 & op2(v190, v190) = v588 & op2(v190, v189) = v586 & op2(v190, v188) = v584 & op2(v190, v114) = v593 & op2(v190, e24) = v595 & op2(v189, v192) = v579 & op2(v189, v191) = v577 & op2(v189, v190) = v575 & op2(v189, v189) = v573 & op2(v189, v188) = v571 & op2(v189, v114) = v580 & op2(v189, v114) = v190 & op2(v189, e24) = v582 & op2(v188, v192) = v565 & op2(v188, v191) = v563 & op2(v188, v190) = v561 & op2(v188, v189) = v559 & op2(v188, v188) = v557 & op2(v188, v114) = v567 & op2(v188, e24) = v569 & op2(v187, v187) = v529 & op2(v187, v186) = v527 & op2(v187, v185) = v525 & op2(v187, v184) = v523 & op2(v187, v183) = v521 & op2(v187, v106) = v531 & op2(v187, e23) = v533 & op2(v186, v187) = v515 & op2(v186, v186) = v513 & op2(v186, v185) = v511 & op2(v186, v184) = v509 & op2(v186, v183) = v507 & op2(v186, v106) = v517 & op2(v186, e23) = v519 & op2(v185, v187) = v502 & op2(v185, v186) = v500 & op2(v185, v185) = v498 & op2(v185, v184) = v496 & op2(v185, v183) = v494 & op2(v185, v106) = v503 & op2(v185, e23) = v505 & op2(v184, v187) = v489 & op2(v184, v186) = v487 & op2(v184, v185) = v485 & op2(v184, v184) = v483 & op2(v184, v183) = v481 & op2(v184, v106) = v490 & op2(v184, v106) = v185 & op2(v184, e23) = v492 & op2(v183, v187) = v475 & op2(v183, v186) = v473 & op2(v183, v185) = v471 & op2(v183, v184) = v469 & op2(v183, v183) = v467 & op2(v183, v106) = v477 & op2(v183, e23) = v479 & op2(v182, v182) = v439 & op2(v182, v181) = v437 & op2(v182, v180) = v435 & op2(v182, v179) = v433 & op2(v182, v178) = v431 & op2(v182, v99) = v441 & op2(v182, e22) = v443 & op2(v181, v182) = v425 & op2(v181, v181) = v423 & op2(v181, v180) = v421 & op2(v181, v179) = v419 & op2(v181, v178) = v417 & op2(v181, v99) = v427 & op2(v181, e22) = v429 & op2(v180, v182) = v412 & op2(v180, v181) = v410 & op2(v180, v180) = v408 & op2(v180, v179) = v406 & op2(v180, v178) = v404 & op2(v180, v99) = v413 & op2(v180, e22) = v415 & op2(v179, v182) = v399 & op2(v179, v181) = v397 & op2(v179, v180) = v395 & op2(v179, v179) = v393 & op2(v179, v178) = v391 & op2(v179, v99) = v400 & op2(v179, v99) = v180 & op2(v179, e22) = v402 & op2(v178, v182) = v385 & op2(v178, v181) = v383 & op2(v178, v180) = v381 & op2(v178, v179) = v379 & op2(v178, v178) = v377 & op2(v178, v99) = v387 & op2(v178, e22) = v389 & op2(v177, v177) = v349 & op2(v177, v176) = v347 & op2(v177, v175) = v345 & op2(v177, v174) = v343 & op2(v177, v173) = v341 & op2(v177, v92) = v351 & op2(v177, e21) = v353 & op2(v176, v177) = v335 & op2(v176, v176) = v333 & op2(v176, v175) = v331 & op2(v176, v174) = v329 & op2(v176, v173) = v327 & op2(v176, v92) = v337 & op2(v176, e21) = v339 & op2(v175, v177) = v322 & op2(v175, v176) = v320 & op2(v175, v175) = v318 & op2(v175, v174) = v316 & op2(v175, v173) = v314 & op2(v175, v92) = v323 & op2(v175, e21) = v325 & op2(v174, v177) = v309 & op2(v174, v176) = v307 & op2(v174, v175) = v305 & op2(v174, v174) = v303 & op2(v174, v173) = v301 & op2(v174, v92) = v310 & op2(v174, v92) = v175 & op2(v174, e21) = v312 & op2(v173, v177) = v295 & op2(v173, v176) = v293 & op2(v173, v175) = v291 & op2(v173, v174) = v289 & op2(v173, v173) = v287 & op2(v173, v92) = v297 & op2(v173, e21) = v299 & op2(v172, v172) = v259 & op2(v172, v171) = v257 & op2(v172, v170) = v255 & op2(v172, v169) = v253 & op2(v172, v168) = v251 & op2(v172, v84) = v261 & op2(v172, e20) = v263 & op2(v171, v172) = v245 & op2(v171, v171) = v243 & op2(v171, v170) = v241 & op2(v171, v169) = v239 & op2(v171, v168) = v237 & op2(v171, v84) = v247 & op2(v171, e20) = v249 & op2(v170, v172) = v232 & op2(v170, v171) = v230 & op2(v170, v170) = v228 & op2(v170, v169) = v226 & op2(v170, v168) = v224 & op2(v170, v84) = v233 & op2(v170, e20) = v235 & op2(v169, v172) = v219 & op2(v169, v171) = v217 & op2(v169, v170) = v215 & op2(v169, v169) = v213 & op2(v169, v168) = v211 & op2(v169, v84) = v220 & op2(v169, v84) = v170 & op2(v169, e20) = v222 & op2(v168, v172) = v205 & op2(v168, v171) = v203 & op2(v168, v170) = v201 & op2(v168, v169) = v199 & op2(v168, v168) = v197 & op2(v168, v84) = v207 & op2(v168, e20) = v209 & op2(v167, e25) = e26 & op2(v166, e24) = e26 & op2(v165, e23) = e26 & op2(v164, e22) = e26 & op2(v163, e21) = e26 & op2(v162, e20) = e26 & op2(v161, e24) = e25 & op2(v160, e23) = e25 & op2(v159, e20) = e25 & op2(v158, e26) = e24 & op2(v157, e25) = e24 & op2(v156, e24) = e24 & op2(v155, e23) = e24 & op2(v154, e22) = e24 & op2(v153, e21) = e24 & op2(v152, e20) = e24 & op2(v151, e25) = e23 & op2(v150, e24) = e23 & op2(v149, e23) = e23 & op2(v148, e22) = e23 & op2(v147, e21) = e23 & op2(v146, e20) = e23 & op2(v145, e26) = e22 & op2(v144, e25) = e22 & op2(v143, e24) = e22 & op2(v142, e23) = e22 & op2(v141, e22) = e22 & op2(v140, e21) = e22 & op2(v139, e20) = e22 & op2(v138, e25) = e21 & op2(v137, e24) = e21 & op2(v136, e23) = e21 & op2(v135, e22) = e21 & op2(v134, e21) = e21 & op2(v133, e20) = e21 & op2(v132, e26) = e20 & op2(v131, e25) = e20 & op2(v130, e24) = e20 & op2(v129, e23) = e20 & op2(v128, e22) = e20 & op2(v127, e21) = e20 & op2(v126, e20) = e20 & op2(v125, e26) = v158 & op2(v124, e26) = v145 & op2(v123, e26) = v132 & op2(v122, e26) = e26 & op2(v122, e25) = v167 & op2(v121, e25) = v157 & op2(v120, e25) = v151 & op2(v119, e25) = v144 & op2(v119, e22) = e25 & op2(v118, v195) = v655 & op2(v118, v194) = v653 & op2(v118, v193) = v651 & op2(v118, v118) = v647 & op2(v118, v92) = v649 & op2(v118, e25) = v659 & op2(v118, e25) = v138 & op2(v118, e21) = v657 & op2(v117, e25) = v131 & op2(v116, e26) = e23 & op2(v116, e24) = v166 & op2(v115, e24) = v161 & op2(v114, v192) = v633 & op2(v114, v191) = v631 & op2(v114, v190) = v629 & op2(v114, v189) = v627 & op2(v114, v188) = v625 & op2(v114, v114) = v634 & op2(v114, v114) = v189 & op2(v114, e24) = v636 & op2(v114, e24) = v156 & op2(v113, e24) = v150 & op2(v112, e24) = v143 & op2(v111, e24) = v137 & op2(v110, e24) = v130 & op2(v109, e26) = e21 & op2(v109, e23) = v165 & op2(v108, e23) = v160 & op2(v107, e23) = v155 & op2(v106, v187) = v543 & op2(v106, v186) = v541 & op2(v106, v185) = v539 & op2(v106, v184) = v537 & op2(v106, v183) = v535 & op2(v106, v106) = v544 & op2(v106, v106) = v184 & op2(v106, e23) = v546 & op2(v106, e23) = v149 & op2(v105, e23) = v142 & op2(v104, e23) = v136 & op2(v103, e23) = v129 & op2(v102, e22) = v164 & op2(v101, e22) = v154 & op2(v100, e22) = v148 & op2(v99, v182) = v453 & op2(v99, v181) = v451 & op2(v99, v180) = v449 & op2(v99, v179) = v447 & op2(v99, v178) = v445 & op2(v99, v99) = v454 & op2(v99, v99) = v179 & op2(v99, e22) = v456 & op2(v99, e22) = v141 & op2(v98, e22) = v135 & op2(v98, e21) = e25 & op2(v97, e22) = v128 & op2(v96, e21) = v163 & op2(v95, e21) = v153 & op2(v94, e21) = v147 & op2(v93, e21) = v140 & op2(v92, v195) = v669 & op2(v92, v194) = v667 & op2(v92, v193) = v665 & op2(v92, v177) = v363 & op2(v92, v176) = v361 & op2(v92, v175) = v359 & op2(v92, v174) = v357 & op2(v92, v173) = v355 & op2(v92, v118) = v661 & op2(v92, v92) = v663 & op2(v92, v92) = v364 & op2(v92, v92) = v174 & op2(v92, e25) = v672 & op2(v92, e21) = v670 & op2(v92, e21) = v366 & op2(v92, e21) = v193 & op2(v92, e21) = v134 & op2(v91, e21) = v127 & op2(v90, e26) = e25 & op2(v90, e20) = v162 & op2(v89, e20) = v159 & op2(v88, e20) = v152 & op2(v87, e20) = v146 & op2(v86, e20) = v139 & op2(v85, e20) = v133 & op2(v84, v172) = v273 & op2(v84, v171) = v271 & op2(v84, v170) = v269 & op2(v84, v169) = v267 & op2(v84, v168) = v265 & op2(v84, v84) = v274 & op2(v84, v84) = v169 & op2(v84, e20) = v276 & op2(v84, e20) = v126 & op2(e26, e26) = e25 & op2(e26, e25) = e20 & op2(e26, e24) = v125 & op2(e26, e23) = e24 & op2(e26, e22) = v124 & op2(e26, e21) = e23 & op2(e26, e20) = v123 & op2(e25, v195) = v732 & op2(e25, v194) = v730 & op2(e25, v194) = v195 & op2(e25, v193) = v729 & op2(e25, v118) = v726 & op2(e25, v92) = v727 & op2(e25, v92) = v194 & op2(e25, e26) = v122 & op2(e25, e25) = e21 & op2(e25, e24) = v121 & op2(e25, e23) = v120 & op2(e25, e22) = v119 & op2(e25, e21) = v118 & op2(e25, e20) = v117 & op2(e24, v192) = v644 & op2(e24, v191) = v642 & op2(e24, v191) = v192 & op2(e24, v190) = v641 & op2(e24, v189) = v639 & op2(e24, v189) = v191 & op2(e24, v188) = v638 & op2(e24, v114) = v645 & op2(e24, v114) = v188 & op2(e24, e26) = v116 & op2(e24, e25) = v115 & op2(e24, e24) = v114 & op2(e24, e23) = v113 & op2(e24, e22) = v112 & op2(e24, e21) = v111 & op2(e24, e20) = v110 & op2(e23, v187) = v554 & op2(e23, v186) = v552 & op2(e23, v186) = v187 & op2(e23, v185) = v551 & op2(e23, v184) = v549 & op2(e23, v184) = v186 & op2(e23, v183) = v548 & op2(e23, v106) = v555 & op2(e23, v106) = v183 & op2(e23, e26) = v109 & op2(e23, e25) = v108 & op2(e23, e24) = v107 & op2(e23, e23) = v106 & op2(e23, e22) = v105 & op2(e23, e21) = v104 & op2(e23, e20) = v103 & op2(e22, v182) = v464 & op2(e22, v181) = v462 & op2(e22, v181) = v182 & op2(e22, v180) = v461 & op2(e22, v179) = v459 & op2(e22, v179) = v181 & op2(e22, v178) = v458 & op2(e22, v99) = v465 & op2(e22, v99) = v178 & op2(e22, e26) = v102 & op2(e22, e25) = e25 & op2(e22, e24) = v101 & op2(e22, e23) = v100 & op2(e22, e22) = v99 & op2(e22, e21) = v98 & op2(e22, e20) = v97 & op2(e21, v195) = v723 & op2(e21, v194) = v721 & op2(e21, v193) = v719 & op2(e21, v177) = v374 & op2(e21, v176) = v372 & op2(e21, v176) = v177 & op2(e21, v175) = v371 & op2(e21, v174) = v369 & op2(e21, v174) = v176 & op2(e21, v173) = v368 & op2(e21, v118) = v715 & op2(e21, v92) = v717 & op2(e21, v92) = v375 & op2(e21, v92) = v173 & op2(e21, e26) = v96 & op2(e21, e25) = e22 & op2(e21, e24) = v95 & op2(e21, e23) = v94 & op2(e21, e22) = v93 & op2(e21, e21) = v92 & op2(e21, e20) = v91 & op2(e20, v172) = v284 & op2(e20, v171) = v282 & op2(e20, v171) = v172 & op2(e20, v170) = v281 & op2(e20, v169) = v279 & op2(e20, v169) = v171 & op2(e20, v168) = v278 & op2(e20, v84) = v285 & op2(e20, v84) = v168 & op2(e20, e26) = v90 & op2(e20, e25) = v89 & op2(e20, e24) = v88 & op2(e20, e23) = v87 & op2(e20, e22) = v86 & op2(e20, e21) = v85 & op2(e20, e20) = v84 & ! [v775] : ! [v776] : ! [v777] : ! [v778] : (v776 = v775 | ~ (op1(v778, v777) = v776) | ~ (op1(v778, v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : ! [v778] : (v776 = v775 | ~ (op2(v778, v777) = v776) | ~ (op2(v778, v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h1(v777) = v776) | ~ (h1(v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h2(v777) = v776) | ~ (h2(v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h3(v777) = v776) | ~ (h3(v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h4(v777) = v776) | ~ (h4(v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h5(v777) = v776) | ~ (h5(v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h6(v777) = v776) | ~ (h6(v777) = v775)) & ! [v775] : ! [v776] : ! [v777] : (v776 = v775 | ~ (h7(v777) = v776) | ~ (h7(v777) = v775)) & ( ~ (v774 = v125) | ~ (v773 = v124) | ~ (v772 = v123) | ~ (v771 = v122) | ~ (v770 = v121) | ~ (v769 = v120) | ~ (v768 = v119) | ~ (v767 = v118) | ~ (v766 = v117) | ~ (v765 = v116) | ~ (v764 = v115) | ~ (v763 = v114) | ~ (v762 = v113) | ~ (v761 = v112) | ~ (v760 = v111) | ~ (v759 = v110) | ~ (v758 = v109) | ~ (v757 = v108) | ~ (v756 = v107) | ~ (v755 = v106) | ~ (v754 = v105) | ~ (v753 = v104) | ~ (v752 = v103) | ~ (v751 = v102) | ~ (v750 = v101) | ~ (v749 = v100) | ~ (v748 = v99) | ~ (v747 = v98) | ~ (v746 = v97) | ~ (v745 = v96) | ~ (v744 = v95) | ~ (v743 = v94) | ~ (v742 = v93) | ~ (v741 = v92) | ~ (v740 = v91) | ~ (v739 = v90) | ~ (v738 = v89) | ~ (v737 = v88) | ~ (v736 = v87) | ~ (v735 = v86) | ~ (v734 = v85) | ~ (v733 = v84)) & ( ~ (v732 = v731) | ~ (v730 = v195) | ~ (v729 = v728) | ~ (v727 = v194) | ~ (v726 = v725) | ~ (v724 = e22) | ~ (v723 = v722) | ~ (v721 = v720) | ~ (v719 = v718) | ~ (v717 = v716) | ~ (v715 = v714) | ~ (v713 = v712) | ~ (v711 = v710) | ~ (v709 = v708) | ~ (v707 = v706) | ~ (v705 = v704) | ~ (v703 = v702) | ~ (v701 = v700) | ~ (v699 = v698) | ~ (v697 = v696) | ~ (v695 = v694) | ~ (v693 = v692) | ~ (v691 = v690) | ~ (v689 = v688) | ~ (v687 = v686) | ~ (v685 = v684) | ~ (v683 = e21) | ~ (v682 = v681) | ~ (v680 = v679) | ~ (v678 = v677) | ~ (v676 = v675) | ~ (v674 = v673) | ~ (v672 = v671) | ~ (v670 = v193) | ~ (v669 = v668) | ~ (v667 = v666) | ~ (v665 = v664) | ~ (v663 = v662) | ~ (v661 = v660) | ~ (v659 = v658) | ~ (v657 = v656) | ~ (v655 = v654) | ~ (v653 = v652) | ~ (v651 = v650) | ~ (v649 = v648) | ~ (v647 = v646) | ( ~ (v195 = e26) & ~ (v194 = e26) & ~ (v193 = e26) & ~ (v118 = e26) & ~ (v92 = e26)) | ( ~ (v195 = e24) & ~ (v194 = e24) & ~ (v193 = e24) & ~ (v118 = e24) & ~ (v92 = e24)) | ( ~ (v195 = e23) & ~ (v194 = e23) & ~ (v193 = e23)) | ( ~ (v195 = e22) & ~ (v194 = e22) & ~ (v193 = e22) & ~ (v118 = e22)) | ( ~ (v195 = e20) & ~ (v194 = e20) & ~ (v193 = e20) & ~ (v118 = e20) & ~ (v92 = e20))) & ( ~ (v645 = v188) | ~ (v644 = v643) | ~ (v642 = v192) | ~ (v641 = v640) | ~ (v639 = v191) | ~ (v638 = v637) | ~ (v636 = v635) | ~ (v634 = v189) | ~ (v633 = v632) | ~ (v631 = v630) | ~ (v629 = v628) | ~ (v627 = v626) | ~ (v625 = v624) | ~ (v623 = v622) | ~ (v621 = v620) | ~ (v619 = v618) | ~ (v617 = v616) | ~ (v615 = v614) | ~ (v613 = v612) | ~ (v611 = v610) | ~ (v609 = v608) | ~ (v607 = v606) | ~ (v605 = v604) | ~ (v603 = v602) | ~ (v601 = v600) | ~ (v599 = v598) | ~ (v597 = v596) | ~ (v595 = v594) | ~ (v593 = v114) | ~ (v592 = v591) | ~ (v590 = v589) | ~ (v588 = v587) | ~ (v586 = v585) | ~ (v584 = v583) | ~ (v582 = v581) | ~ (v580 = v190) | ~ (v579 = v578) | ~ (v577 = v576) | ~ (v575 = v574) | ~ (v573 = v572) | ~ (v571 = v570) | ~ (v569 = v568) | ~ (v567 = v566) | ~ (v565 = v564) | ~ (v563 = v562) | ~ (v561 = v560) | ~ (v559 = v558) | ~ (v557 = v556) | ( ~ (v192 = e26) & ~ (v191 = e26) & ~ (v190 = e26) & ~ (v189 = e26) & ~ (v188 = e26) & ~ (v114 = e26)) | ( ~ (v192 = e25) & ~ (v191 = e25) & ~ (v190 = e25) & ~ (v189 = e25) & ~ (v188 = e25) & ~ (v114 = e25)) | ( ~ (v192 = e23) & ~ (v191 = e23) & ~ (v190 = e23) & ~ (v189 = e23) & ~ (v188 = e23) & ~ (v114 = e23)) | ( ~ (v192 = e22) & ~ (v191 = e22) & ~ (v190 = e22) & ~ (v189 = e22) & ~ (v188 = e22) & ~ (v114 = e22)) | ( ~ (v192 = e21) & ~ (v191 = e21) & ~ (v190 = e21) & ~ (v189 = e21) & ~ (v188 = e21) & ~ (v114 = e21)) | ( ~ (v192 = e20) & ~ (v191 = e20) & ~ (v190 = e20) & ~ (v189 = e20) & ~ (v188 = e20) & ~ (v114 = e20))) & ( ~ (v555 = v183) | ~ (v554 = v553) | ~ (v552 = v187) | ~ (v551 = v550) | ~ (v549 = v186) | ~ (v548 = v547) | ~ (v546 = v545) | ~ (v544 = v184) | ~ (v543 = v542) | ~ (v541 = v540) | ~ (v539 = v538) | ~ (v537 = v536) | ~ (v535 = v534) | ~ (v533 = v532) | ~ (v531 = v530) | ~ (v529 = v528) | ~ (v527 = v526) | ~ (v525 = v524) | ~ (v523 = v522) | ~ (v521 = v520) | ~ (v519 = v518) | ~ (v517 = v516) | ~ (v515 = v514) | ~ (v513 = v512) | ~ (v511 = v510) | ~ (v509 = v508) | ~ (v507 = v506) | ~ (v505 = v504) | ~ (v503 = v106) | ~ (v502 = v501) | ~ (v500 = v499) | ~ (v498 = v497) | ~ (v496 = v495) | ~ (v494 = v493) | ~ (v492 = v491) | ~ (v490 = v185) | ~ (v489 = v488) | ~ (v487 = v486) | ~ (v485 = v484) | ~ (v483 = v482) | ~ (v481 = v480) | ~ (v479 = v478) | ~ (v477 = v476) | ~ (v475 = v474) | ~ (v473 = v472) | ~ (v471 = v470) | ~ (v469 = v468) | ~ (v467 = v466) | ( ~ (v187 = e26) & ~ (v186 = e26) & ~ (v185 = e26) & ~ (v184 = e26) & ~ (v183 = e26) & ~ (v106 = e26)) | ( ~ (v187 = e25) & ~ (v186 = e25) & ~ (v185 = e25) & ~ (v184 = e25) & ~ (v183 = e25) & ~ (v106 = e25)) | ( ~ (v187 = e24) & ~ (v186 = e24) & ~ (v185 = e24) & ~ (v184 = e24) & ~ (v183 = e24)) | ( ~ (v187 = e22) & ~ (v186 = e22) & ~ (v185 = e22) & ~ (v184 = e22) & ~ (v183 = e22) & ~ (v106 = e22)) | ( ~ (v187 = e21) & ~ (v186 = e21) & ~ (v185 = e21) & ~ (v184 = e21) & ~ (v183 = e21) & ~ (v106 = e21)) | ( ~ (v187 = e20) & ~ (v186 = e20) & ~ (v185 = e20) & ~ (v184 = e20) & ~ (v183 = e20) & ~ (v106 = e20))) & ( ~ (v465 = v178) | ~ (v464 = v463) | ~ (v462 = v182) | ~ (v461 = v460) | ~ (v459 = v181) | ~ (v458 = v457) | ~ (v456 = v455) | ~ (v454 = v179) | ~ (v453 = v452) | ~ (v451 = v450) | ~ (v449 = v448) | ~ (v447 = v446) | ~ (v445 = v444) | ~ (v443 = v442) | ~ (v441 = v440) | ~ (v439 = v438) | ~ (v437 = v436) | ~ (v435 = v434) | ~ (v433 = v432) | ~ (v431 = v430) | ~ (v429 = v428) | ~ (v427 = v426) | ~ (v425 = v424) | ~ (v423 = v422) | ~ (v421 = v420) | ~ (v419 = v418) | ~ (v417 = v416) | ~ (v415 = v414) | ~ (v413 = v99) | ~ (v412 = v411) | ~ (v410 = v409) | ~ (v408 = v407) | ~ (v406 = v405) | ~ (v404 = v403) | ~ (v402 = v401) | ~ (v400 = v180) | ~ (v399 = v398) | ~ (v397 = v396) | ~ (v395 = v394) | ~ (v393 = v392) | ~ (v391 = v390) | ~ (v389 = v388) | ~ (v387 = v386) | ~ (v385 = v384) | ~ (v383 = v382) | ~ (v381 = v380) | ~ (v379 = v378) | ~ (v377 = v376) | ( ~ (v182 = e26) & ~ (v181 = e26) & ~ (v180 = e26) & ~ (v179 = e26) & ~ (v178 = e26) & ~ (v99 = e26)) | ( ~ (v182 = e25) & ~ (v181 = e25) & ~ (v180 = e25) & ~ (v179 = e25) & ~ (v178 = e25)) | ( ~ (v182 = e24) & ~ (v181 = e24) & ~ (v180 = e24) & ~ (v179 = e24) & ~ (v178 = e24) & ~ (v99 = e24)) | ( ~ (v182 = e23) & ~ (v181 = e23) & ~ (v180 = e23) & ~ (v179 = e23) & ~ (v178 = e23) & ~ (v99 = e23)) | ( ~ (v182 = e21) & ~ (v181 = e21) & ~ (v180 = e21) & ~ (v179 = e21) & ~ (v178 = e21) & ~ (v99 = e21)) | ( ~ (v182 = e20) & ~ (v181 = e20) & ~ (v180 = e20) & ~ (v179 = e20) & ~ (v178 = e20) & ~ (v99 = e20))) & ( ~ (v375 = v173) | ~ (v374 = v373) | ~ (v372 = v177) | ~ (v371 = v370) | ~ (v369 = v176) | ~ (v368 = v367) | ~ (v366 = v365) | ~ (v364 = v174) | ~ (v363 = v362) | ~ (v361 = v360) | ~ (v359 = v358) | ~ (v357 = v356) | ~ (v355 = v354) | ~ (v353 = v352) | ~ (v351 = v350) | ~ (v349 = v348) | ~ (v347 = v346) | ~ (v345 = v344) | ~ (v343 = v342) | ~ (v341 = v340) | ~ (v339 = v338) | ~ (v337 = v336) | ~ (v335 = v334) | ~ (v333 = v332) | ~ (v331 = v330) | ~ (v329 = v328) | ~ (v327 = v326) | ~ (v325 = v324) | ~ (v323 = v92) | ~ (v322 = v321) | ~ (v320 = v319) | ~ (v318 = v317) | ~ (v316 = v315) | ~ (v314 = v313) | ~ (v312 = v311) | ~ (v310 = v175) | ~ (v309 = v308) | ~ (v307 = v306) | ~ (v305 = v304) | ~ (v303 = v302) | ~ (v301 = v300) | ~ (v299 = v298) | ~ (v297 = v296) | ~ (v295 = v294) | ~ (v293 = v292) | ~ (v291 = v290) | ~ (v289 = v288) | ~ (v287 = v286) | ( ~ (v177 = e26) & ~ (v176 = e26) & ~ (v175 = e26) & ~ (v174 = e26) & ~ (v173 = e26) & ~ (v92 = e26)) | ( ~ (v177 = e25) & ~ (v176 = e25) & ~ (v175 = e25) & ~ (v174 = e25) & ~ (v173 = e25) & ~ (v92 = e25)) | ( ~ (v177 = e24) & ~ (v176 = e24) & ~ (v175 = e24) & ~ (v174 = e24) & ~ (v173 = e24) & ~ (v92 = e24)) | ( ~ (v177 = e23) & ~ (v176 = e23) & ~ (v175 = e23) & ~ (v174 = e23) & ~ (v173 = e23)) | ( ~ (v177 = e22) & ~ (v176 = e22) & ~ (v175 = e22) & ~ (v174 = e22) & ~ (v173 = e22)) | ( ~ (v177 = e20) & ~ (v176 = e20) & ~ (v175 = e20) & ~ (v174 = e20) & ~ (v173 = e20) & ~ (v92 = e20))) & ( ~ (v285 = v168) | ~ (v284 = v283) | ~ (v282 = v172) | ~ (v281 = v280) | ~ (v279 = v171) | ~ (v278 = v277) | ~ (v276 = v275) | ~ (v274 = v169) | ~ (v273 = v272) | ~ (v271 = v270) | ~ (v269 = v268) | ~ (v267 = v266) | ~ (v265 = v264) | ~ (v263 = v262) | ~ (v261 = v260) | ~ (v259 = v258) | ~ (v257 = v256) | ~ (v255 = v254) | ~ (v253 = v252) | ~ (v251 = v250) | ~ (v249 = v248) | ~ (v247 = v246) | ~ (v245 = v244) | ~ (v243 = v242) | ~ (v241 = v240) | ~ (v239 = v238) | ~ (v237 = v236) | ~ (v235 = v234) | ~ (v233 = v84) | ~ (v232 = v231) | ~ (v230 = v229) | ~ (v228 = v227) | ~ (v226 = v225) | ~ (v224 = v223) | ~ (v222 = v221) | ~ (v220 = v170) | ~ (v219 = v218) | ~ (v217 = v216) | ~ (v215 = v214) | ~ (v213 = v212) | ~ (v211 = v210) | ~ (v209 = v208) | ~ (v207 = v206) | ~ (v205 = v204) | ~ (v203 = v202) | ~ (v201 = v200) | ~ (v199 = v198) | ~ (v197 = v196) | ( ~ (v172 = e26) & ~ (v171 = e26) & ~ (v170 = e26) & ~ (v169 = e26) & ~ (v168 = e26) & ~ (v84 = e26)) | ( ~ (v172 = e25) & ~ (v171 = e25) & ~ (v170 = e25) & ~ (v169 = e25) & ~ (v168 = e25) & ~ (v84 = e25)) | ( ~ (v172 = e24) & ~ (v171 = e24) & ~ (v170 = e24) & ~ (v169 = e24) & ~ (v168 = e24) & ~ (v84 = e24)) | ( ~ (v172 = e23) & ~ (v171 = e23) & ~ (v170 = e23) & ~ (v169 = e23) & ~ (v168 = e23) & ~ (v84 = e23)) | ( ~ (v172 = e22) & ~ (v171 = e22) & ~ (v170 = e22) & ~ (v169 = e22) & ~ (v168 = e22) & ~ (v84 = e22)) | ( ~ (v172 = e21) & ~ (v171 = e21) & ~ (v170 = e21) & ~ (v169 = e21) & ~ (v168 = e21) & ~ (v84 = e21))) & (v125 = e26 | v125 = e22 | v125 = e21) & (v125 = e26 | v124 = e26 | v123 = e26) & (v125 = e26 | v121 = e26 | v114 = e26 | v107 = e26 | v101 = e26 | v95 = e26 | v88 = e26) & (v125 = e22 | v124 = e22 | v123 = e22) & (v125 = e22 | v121 = e22 | v114 = e22 | v107 = e22 | v101 = e22 | v88 = e22) & (v125 = e21 | v124 = e21 | v123 = e21) & (v125 = e21 | v114 = e21 | v107 = e21 | v101 = e21 | v95 = e21 | v88 = e21) & (v124 = e26 | v124 = e22 | v124 = e21) & (v124 = e26 | v119 = e26 | v112 = e26 | v105 = e26 | v99 = e26 | v93 = e26 | v86 = e26) & (v124 = e22 | v119 = e22 | v112 = e22 | v105 = e22 | v99 = e22 | v86 = e22) & (v124 = e21 | v112 = e21 | v105 = e21 | v99 = e21 | v93 = e21 | v86 = e21) & (v123 = e26 | v123 = e22 | v123 = e21) & (v123 = e26 | v117 = e26 | v110 = e26 | v103 = e26 | v97 = e26 | v91 = e26 | v84 = e26) & (v123 = e22 | v117 = e22 | v110 = e22 | v103 = e22 | v97 = e22 | v84 = e22) & (v123 = e21 | v110 = e21 | v103 = e21 | v97 = e21 | v91 = e21 | v84 = e21) & (v122 = e26 | v122 = e24 | v122 = e23 | v122 = e22 | v122 = e20) & (v122 = e26 | v121 = e26 | v120 = e26 | v119 = e26 | v118 = e26 | v117 = e26) & (v122 = e26 | v116 = e26 | v109 = e26 | v102 = e26 | v96 = e26 | v90 = e26) & (v122 = e24 | v121 = e24 | v119 = e24 | v118 = e24 | v117 = e24) & (v122 = e24 | v116 = e24 | v109 = e24 | v102 = e24 | v96 = e24 | v90 = e24) & (v122 = e23 | v121 = e23 | v120 = e23 | v119 = e23 | v117 = e23) & (v122 = e23 | v116 = e23 | v109 = e23 | v102 = e23 | v96 = e23 | v90 = e23) & (v122 = e22 | v121 = e22 | v120 = e22 | v119 = e22 | v118 = e22 | v117 = e22) & (v122 = e22 | v116 = e22 | v109 = e22 | v102 = e22 | v90 = e22) & (v122 = e20 | v121 = e20 | v120 = e20 | v119 = e20 | v118 = e20 | v117 = e20) & (v122 = e20 | v116 = e20 | v109 = e20 | v102 = e20 | v96 = e20 | v90 = e20) & (v121 = e26 | v121 = e25 | v121 = e24 | v121 = e23 | v121 = e22 | v121 = e20) & (v121 = e25 | v120 = e25 | v119 = e25 | v118 = e25 | v117 = e25) & (v121 = e25 | v114 = e25 | v107 = e25 | v95 = e25 | v88 = e25) & (v121 = e24 | v114 = e24 | v107 = e24 | v101 = e24 | v95 = e24 | v88 = e24) & (v121 = e23 | v114 = e23 | v107 = e23 | v101 = e23 | v95 = e23 | v88 = e23) & (v121 = e20 | v114 = e20 | v107 = e20 | v101 = e20 | v95 = e20 | v88 = e20) & (v120 = e26 | v120 = e25 | v120 = e23 | v120 = e22 | v120 = e20) & (v120 = e26 | v113 = e26 | v106 = e26 | v100 = e26 | v94 = e26 | v87 = e26) & (v120 = e25 | v113 = e25 | v106 = e25 | v94 = e25 | v87 = e25) & (v120 = e23 | v113 = e23 | v106 = e23 | v100 = e23 | v94 = e23 | v87 = e23) & (v120 = e22 | v113 = e22 | v106 = e22 | v100 = e22 | v87 = e22) & (v120 = e20 | v113 = e20 | v106 = e20 | v100 = e20 | v94 = e20 | v87 = e20) & (v119 = e26 | v119 = e25 | v119 = e24 | v119 = e23 | v119 = e22 | v119 = e20) & (v119 = e25 | v112 = e25 | v105 = e25 | v93 = e25 | v86 = e25) & (v119 = e24 | v112 = e24 | v105 = e24 | v99 = e24 | v93 = e24 | v86 = e24) & (v119 = e23 | v112 = e23 | v105 = e23 | v99 = e23 | v93 = e23 | v86 = e23) & (v119 = e20 | v112 = e20 | v105 = e20 | v99 = e20 | v93 = e20 | v86 = e20) & (v118 = e26 | v118 = e25 | v118 = e24 | v118 = e22 | v118 = e20) & (v118 = e26 | v111 = e26 | v104 = e26 | v98 = e26 | v92 = e26 | v85 = e26) & (v118 = e25 | v111 = e25 | v104 = e25 | v92 = e25 | v85 = e25) & (v118 = e24 | v111 = e24 | v104 = e24 | v98 = e24 | v92 = e24 | v85 = e24) & (v118 = e22 | v111 = e22 | v104 = e22 | v98 = e22 | v85 = e22) & (v118 = e20 | v111 = e20 | v104 = e20 | v98 = e20 | v92 = e20 | v85 = e20) & (v117 = e26 | v117 = e25 | v117 = e24 | v117 = e23 | v117 = e22 | v117 = e20) & (v117 = e25 | v110 = e25 | v103 = e25 | v91 = e25 | v84 = e25) & (v117 = e24 | v110 = e24 | v103 = e24 | v97 = e24 | v91 = e24 | v84 = e24) & (v117 = e23 | v110 = e23 | v103 = e23 | v97 = e23 | v91 = e23 | v84 = e23) & (v117 = e20 | v110 = e20 | v103 = e20 | v97 = e20 | v91 = e20 | v84 = e20) & (v116 = e26 | v116 = e24 | v116 = e23 | v116 = e22 | v116 = e21 | v116 = e20) & (v116 = e26 | v115 = e26 | v114 = e26 | v113 = e26 | v112 = e26 | v111 = e26 | v110 = e26) & (v116 = e24 | v115 = e24 | v114 = e24 | v112 = e24 | v111 = e24 | v110 = e24) & (v116 = e23 | v115 = e23 | v114 = e23 | v113 = e23 | v112 = e23 | v110 = e23) & (v116 = e22 | v114 = e22 | v113 = e22 | v112 = e22 | v111 = e22 | v110 = e22) & (v116 = e21 | v114 = e21 | v113 = e21 | v112 = e21 | v111 = e21 | v110 = e21) & (v116 = e21 | v109 = e21 | v102 = e21 | v96 = e21 | v90 = e21) & (v116 = e20 | v114 = e20 | v113 = e20 | v112 = e20 | v111 = e20 | v110 = e20) & (v115 = e26 | v115 = e24 | v115 = e23) & (v115 = e26 | v108 = e26 | v89 = e26) & (v115 = e24 | v108 = e24 | v89 = e24) & (v115 = e23 | v108 = e23 | v89 = e23) & (v114 = e26 | v114 = e25 | v114 = e24 | v114 = e23 | v114 = e22 | v114 = e21 | v114 = e20) & (v114 = e25 | v113 = e25 | v112 = e25 | v111 = e25 | v110 = e25) & (v114 = e24 | v106 = e23 | v99 = e22 | v92 = e21 | v84 = e20) & (v113 = e26 | v113 = e25 | v113 = e23 | v113 = e22 | v113 = e21 | v113 = e20) & (v113 = e21 | v106 = e21 | v100 = e21 | v94 = e21 | v87 = e21) & (v112 = e26 | v112 = e25 | v112 = e24 | v112 = e23 | v112 = e22 | v112 = e21 | v112 = e20) & (v111 = e26 | v111 = e25 | v111 = e24 | v111 = e22 | v111 = e21 | v111 = e20) & (v111 = e21 | v104 = e21 | v98 = e21 | v92 = e21 | v85 = e21) & (v110 = e26 | v110 = e25 | v110 = e24 | v110 = e23 | v110 = e22 | v110 = e21 | v110 = e20) & (v109 = e26 | v109 = e24 | v109 = e23 | v109 = e22 | v109 = e21 | v109 = e20) & (v109 = e26 | v108 = e26 | v107 = e26 | v106 = e26 | v105 = e26 | v104 = e26 | v103 = e26) & (v109 = e24 | v108 = e24 | v107 = e24 | v105 = e24 | v104 = e24 | v103 = e24) & (v109 = e23 | v108 = e23 | v107 = e23 | v106 = e23 | v105 = e23 | v103 = e23) & (v109 = e22 | v107 = e22 | v106 = e22 | v105 = e22 | v104 = e22 | v103 = e22) & (v109 = e21 | v107 = e21 | v106 = e21 | v105 = e21 | v104 = e21 | v103 = e21) & (v109 = e20 | v107 = e20 | v106 = e20 | v105 = e20 | v104 = e20 | v103 = e20) & (v108 = e26 | v108 = e24 | v108 = e23) & (v107 = e26 | v107 = e25 | v107 = e24 | v107 = e23 | v107 = e22 | v107 = e21 | v107 = e20) & (v107 = e25 | v106 = e25 | v105 = e25 | v104 = e25 | v103 = e25) & (v106 = e26 | v106 = e25 | v106 = e23 | v106 = e22 | v106 = e21 | v106 = e20) & (v105 = e26 | v105 = e25 | v105 = e24 | v105 = e23 | v105 = e22 | v105 = e21 | v105 = e20) & (v104 = e26 | v104 = e25 | v104 = e24 | v104 = e22 | v104 = e21 | v104 = e20) & (v103 = e26 | v103 = e25 | v103 = e24 | v103 = e23 | v103 = e22 | v103 = e21 | v103 = e20) & (v102 = e26 | v102 = e24 | v102 = e23 | v102 = e22 | v102 = e21 | v102 = e20) & (v102 = e26 | v101 = e26 | v100 = e26 | v99 = e26 | v98 = e26 | v97 = e26) & (v102 = e24 | v101 = e24 | v99 = e24 | v98 = e24 | v97 = e24) & (v102 = e23 | v101 = e23 | v100 = e23 | v99 = e23 | v97 = e23) & (v102 = e22 | v101 = e22 | v100 = e22 | v99 = e22 | v98 = e22 | v97 = e22) & (v102 = e21 | v101 = e21 | v100 = e21 | v99 = e21 | v98 = e21 | v97 = e21) & (v102 = e20 | v101 = e20 | v100 = e20 | v99 = e20 | v98 = e20 | v97 = e20) & (v101 = e26 | v101 = e24 | v101 = e23 | v101 = e22 | v101 = e21 | v101 = e20) & (v100 = e26 | v100 = e23 | v100 = e22 | v100 = e21 | v100 = e20) & (v99 = e26 | v99 = e24 | v99 = e23 | v99 = e22 | v99 = e21 | v99 = e20) & (v98 = e26 | v98 = e24 | v98 = e22 | v98 = e21 | v98 = e20) & (v97 = e26 | v97 = e24 | v97 = e23 | v97 = e22 | v97 = e21 | v97 = e20) & (v96 = e26 | v96 = e24 | v96 = e23 | v96 = e21 | v96 = e20) & (v96 = e26 | v95 = e26 | v94 = e26 | v93 = e26 | v92 = e26 | v91 = e26) & (v96 = e24 | v95 = e24 | v93 = e24 | v92 = e24 | v91 = e24) & (v96 = e23 | v95 = e23 | v94 = e23 | v93 = e23 | v91 = e23) & (v96 = e21 | v95 = e21 | v94 = e21 | v93 = e21 | v92 = e21 | v91 = e21) & (v96 = e20 | v95 = e20 | v94 = e20 | v93 = e20 | v92 = e20 | v91 = e20) & (v95 = e26 | v95 = e25 | v95 = e24 | v95 = e23 | v95 = e21 | v95 = e20) & (v95 = e25 | v94 = e25 | v93 = e25 | v92 = e25 | v91 = e25) & (v94 = e26 | v94 = e25 | v94 = e23 | v94 = e21 | v94 = e20) & (v93 = e26 | v93 = e25 | v93 = e24 | v93 = e23 | v93 = e21 | v93 = e20) & (v92 = e26 | v92 = e25 | v92 = e24 | v92 = e21 | v92 = e20) & (v91 = e26 | v91 = e25 | v91 = e24 | v91 = e23 | v91 = e21 | v91 = e20) & (v90 = e26 | v90 = e24 | v90 = e23 | v90 = e22 | v90 = e21 | v90 = e20) & (v90 = e26 | v89 = e26 | v88 = e26 | v87 = e26 | v86 = e26 | v85 = e26 | v84 = e26) & (v90 = e24 | v89 = e24 | v88 = e24 | v86 = e24 | v85 = e24 | v84 = e24) & (v90 = e23 | v89 = e23 | v88 = e23 | v87 = e23 | v86 = e23 | v84 = e23) & (v90 = e22 | v88 = e22 | v87 = e22 | v86 = e22 | v85 = e22 | v84 = e22) & (v90 = e21 | v88 = e21 | v87 = e21 | v86 = e21 | v85 = e21 | v84 = e21) & (v90 = e20 | v88 = e20 | v87 = e20 | v86 = e20 | v85 = e20 | v84 = e20) & (v89 = e26 | v89 = e24 | v89 = e23) & (v88 = e26 | v88 = e25 | v88 = e24 | v88 = e23 | v88 = e22 | v88 = e21 | v88 = e20) & (v88 = e25 | v87 = e25 | v86 = e25 | v85 = e25 | v84 = e25) & (v87 = e26 | v87 = e25 | v87 = e23 | v87 = e22 | v87 = e21 | v87 = e20) & (v86 = e26 | v86 = e25 | v86 = e24 | v86 = e23 | v86 = e22 | v86 = e21 | v86 = e20) & (v85 = e26 | v85 = e25 | v85 = e24 | v85 = e22 | v85 = e21 | v85 = e20) & (v84 = e26 | v84 = e25 | v84 = e24 | v84 = e23 | v84 = e22 | v84 = e21 | v84 = e20) & (v41 = e16 | v41 = e12 | v41 = e11) & (v41 = e16 | v40 = e16 | v39 = e16) & (v41 = e16 | v37 = e16 | v30 = e16 | v23 = e16 | v17 = e16 | v11 = e16 | v4 = e16) & (v41 = e12 | v40 = e12 | v39 = e12) & (v41 = e12 | v37 = e12 | v30 = e12 | v23 = e12 | v17 = e12 | v4 = e12) & (v41 = e11 | v40 = e11 | v39 = e11) & (v41 = e11 | v30 = e11 | v23 = e11 | v17 = e11 | v11 = e11 | v4 = e11) & (v40 = e16 | v40 = e12 | v40 = e11) & (v40 = e16 | v35 = e16 | v28 = e16 | v21 = e16 | v15 = e16 | v9 = e16 | v2 = e16) & (v40 = e12 | v35 = e12 | v28 = e12 | v21 = e12 | v15 = e12 | v2 = e12) & (v40 = e11 | v28 = e11 | v21 = e11 | v15 = e11 | v9 = e11 | v2 = e11) & (v39 = e16 | v39 = e12 | v39 = e11) & (v39 = e16 | v33 = e16 | v26 = e16 | v19 = e16 | v13 = e16 | v7 = e16 | v0 = e16) & (v39 = e12 | v33 = e12 | v26 = e12 | v19 = e12 | v13 = e12 | v0 = e12) & (v39 = e11 | v26 = e11 | v19 = e11 | v13 = e11 | v7 = e11 | v0 = e11) & (v38 = e16 | v38 = e14 | v38 = e13 | v38 = e12 | v38 = e10) & (v38 = e16 | v37 = e16 | v36 = e16 | v35 = e16 | v34 = e16 | v33 = e16) & (v38 = e16 | v32 = e16 | v25 = e16 | v18 = e16 | v12 = e16 | v6 = e16) & (v38 = e14 | v37 = e14 | v35 = e14 | v34 = e14 | v33 = e14) & (v38 = e14 | v32 = e14 | v25 = e14 | v18 = e14 | v12 = e14 | v6 = e14) & (v38 = e13 | v37 = e13 | v36 = e13 | v35 = e13 | v33 = e13) & (v38 = e13 | v32 = e13 | v25 = e13 | v18 = e13 | v12 = e13 | v6 = e13) & (v38 = e12 | v37 = e12 | v36 = e12 | v35 = e12 | v34 = e12 | v33 = e12) & (v38 = e12 | v32 = e12 | v25 = e12 | v18 = e12 | v6 = e12) & (v38 = e10 | v37 = e10 | v36 = e10 | v35 = e10 | v34 = e10 | v33 = e10) & (v38 = e10 | v32 = e10 | v25 = e10 | v18 = e10 | v12 = e10 | v6 = e10) & (v37 = e16 | v37 = e15 | v37 = e14 | v37 = e13 | v37 = e12 | v37 = e10) & (v37 = e15 | v36 = e15 | v35 = e15 | v34 = e15 | v33 = e15) & (v37 = e15 | v30 = e15 | v23 = e15 | v11 = e15 | v4 = e15) & (v37 = e14 | v30 = e14 | v23 = e14 | v17 = e14 | v11 = e14 | v4 = e14) & (v37 = e13 | v30 = e13 | v23 = e13 | v17 = e13 | v11 = e13 | v4 = e13) & (v37 = e10 | v30 = e10 | v23 = e10 | v17 = e10 | v11 = e10 | v4 = e10) & (v36 = e16 | v36 = e15 | v36 = e13 | v36 = e12 | v36 = e10) & (v36 = e16 | v29 = e16 | v22 = e16 | v16 = e16 | v10 = e16 | v3 = e16) & (v36 = e15 | v29 = e15 | v22 = e15 | v10 = e15 | v3 = e15) & (v36 = e13 | v29 = e13 | v22 = e13 | v16 = e13 | v10 = e13 | v3 = e13) & (v36 = e12 | v29 = e12 | v22 = e12 | v16 = e12 | v3 = e12) & (v36 = e10 | v29 = e10 | v22 = e10 | v16 = e10 | v10 = e10 | v3 = e10) & (v35 = e16 | v35 = e15 | v35 = e14 | v35 = e13 | v35 = e12 | v35 = e10) & (v35 = e15 | v28 = e15 | v21 = e15 | v9 = e15 | v2 = e15) & (v35 = e14 | v28 = e14 | v21 = e14 | v15 = e14 | v9 = e14 | v2 = e14) & (v35 = e13 | v28 = e13 | v21 = e13 | v15 = e13 | v9 = e13 | v2 = e13) & (v35 = e10 | v28 = e10 | v21 = e10 | v15 = e10 | v9 = e10 | v2 = e10) & (v34 = e16 | v34 = e15 | v34 = e14 | v34 = e12 | v34 = e10) & (v34 = e16 | v27 = e16 | v20 = e16 | v14 = e16 | v8 = e16 | v1 = e16) & (v34 = e15 | v27 = e15 | v20 = e15 | v8 = e15 | v1 = e15) & (v34 = e14 | v27 = e14 | v20 = e14 | v14 = e14 | v8 = e14 | v1 = e14) & (v34 = e12 | v27 = e12 | v20 = e12 | v14 = e12 | v1 = e12) & (v34 = e10 | v27 = e10 | v20 = e10 | v14 = e10 | v8 = e10 | v1 = e10) & (v33 = e16 | v33 = e15 | v33 = e14 | v33 = e13 | v33 = e12 | v33 = e10) & (v33 = e15 | v26 = e15 | v19 = e15 | v7 = e15 | v0 = e15) & (v33 = e14 | v26 = e14 | v19 = e14 | v13 = e14 | v7 = e14 | v0 = e14) & (v33 = e13 | v26 = e13 | v19 = e13 | v13 = e13 | v7 = e13 | v0 = e13) & (v33 = e10 | v26 = e10 | v19 = e10 | v13 = e10 | v7 = e10 | v0 = e10) & (v32 = e16 | v32 = e14 | v32 = e13 | v32 = e12 | v32 = e11 | v32 = e10) & (v32 = e16 | v31 = e16 | v30 = e16 | v29 = e16 | v28 = e16 | v27 = e16 | v26 = e16) & (v32 = e14 | v31 = e14 | v30 = e14 | v28 = e14 | v27 = e14 | v26 = e14) & (v32 = e13 | v31 = e13 | v30 = e13 | v29 = e13 | v28 = e13 | v26 = e13) & (v32 = e12 | v30 = e12 | v29 = e12 | v28 = e12 | v27 = e12 | v26 = e12) & (v32 = e11 | v30 = e11 | v29 = e11 | v28 = e11 | v27 = e11 | v26 = e11) & (v32 = e11 | v25 = e11 | v18 = e11 | v12 = e11 | v6 = e11) & (v32 = e10 | v30 = e10 | v29 = e10 | v28 = e10 | v27 = e10 | v26 = e10) & (v31 = e16 | v31 = e14 | v31 = e13) & (v31 = e16 | v24 = e16 | v5 = e16) & (v31 = e14 | v24 = e14 | v5 = e14) & (v31 = e13 | v24 = e13 | v5 = e13) & (v30 = e16 | v30 = e15 | v30 = e14 | v30 = e13 | v30 = e12 | v30 = e11 | v30 = e10) & (v30 = e15 | v29 = e15 | v28 = e15 | v27 = e15 | v26 = e15) & (v30 = e14 | v22 = e13 | v15 = e12 | v8 = e11 | v0 = e10) & (v29 = e16 | v29 = e15 | v29 = e13 | v29 = e12 | v29 = e11 | v29 = e10) & (v29 = e11 | v22 = e11 | v16 = e11 | v10 = e11 | v3 = e11) & (v28 = e16 | v28 = e15 | v28 = e14 | v28 = e13 | v28 = e12 | v28 = e11 | v28 = e10) & (v27 = e16 | v27 = e15 | v27 = e14 | v27 = e12 | v27 = e11 | v27 = e10) & (v27 = e11 | v20 = e11 | v14 = e11 | v8 = e11 | v1 = e11) & (v26 = e16 | v26 = e15 | v26 = e14 | v26 = e13 | v26 = e12 | v26 = e11 | v26 = e10) & (v25 = e16 | v25 = e14 | v25 = e13 | v25 = e12 | v25 = e11 | v25 = e10) & (v25 = e16 | v24 = e16 | v23 = e16 | v22 = e16 | v21 = e16 | v20 = e16 | v19 = e16) & (v25 = e14 | v24 = e14 | v23 = e14 | v21 = e14 | v20 = e14 | v19 = e14) & (v25 = e13 | v24 = e13 | v23 = e13 | v22 = e13 | v21 = e13 | v19 = e13) & (v25 = e12 | v23 = e12 | v22 = e12 | v21 = e12 | v20 = e12 | v19 = e12) & (v25 = e11 | v23 = e11 | v22 = e11 | v21 = e11 | v20 = e11 | v19 = e11) & (v25 = e10 | v23 = e10 | v22 = e10 | v21 = e10 | v20 = e10 | v19 = e10) & (v24 = e16 | v24 = e14 | v24 = e13) & (v23 = e16 | v23 = e15 | v23 = e14 | v23 = e13 | v23 = e12 | v23 = e11 | v23 = e10) & (v23 = e15 | v22 = e15 | v21 = e15 | v20 = e15 | v19 = e15) & (v22 = e16 | v22 = e15 | v22 = e13 | v22 = e12 | v22 = e11 | v22 = e10) & (v21 = e16 | v21 = e15 | v21 = e14 | v21 = e13 | v21 = e12 | v21 = e11 | v21 = e10) & (v20 = e16 | v20 = e15 | v20 = e14 | v20 = e12 | v20 = e11 | v20 = e10) & (v19 = e16 | v19 = e15 | v19 = e14 | v19 = e13 | v19 = e12 | v19 = e11 | v19 = e10) & (v18 = e16 | v18 = e14 | v18 = e13 | v18 = e12 | v18 = e11 | v18 = e10) & (v18 = e16 | v17 = e16 | v16 = e16 | v15 = e16 | v14 = e16 | v13 = e16) & (v18 = e14 | v17 = e14 | v15 = e14 | v14 = e14 | v13 = e14) & (v18 = e13 | v17 = e13 | v16 = e13 | v15 = e13 | v13 = e13) & (v18 = e12 | v17 = e12 | v16 = e12 | v15 = e12 | v14 = e12 | v13 = e12) & (v18 = e11 | v17 = e11 | v16 = e11 | v15 = e11 | v14 = e11 | v13 = e11) & (v18 = e10 | v17 = e10 | v16 = e10 | v15 = e10 | v14 = e10 | v13 = e10) & (v17 = e16 | v17 = e14 | v17 = e13 | v17 = e12 | v17 = e11 | v17 = e10) & (v16 = e16 | v16 = e13 | v16 = e12 | v16 = e11 | v16 = e10) & (v15 = e16 | v15 = e14 | v15 = e13 | v15 = e12 | v15 = e11 | v15 = e10) & (v14 = e16 | v14 = e14 | v14 = e12 | v14 = e11 | v14 = e10) & (v13 = e16 | v13 = e14 | v13 = e13 | v13 = e12 | v13 = e11 | v13 = e10) & (v12 = e16 | v12 = e14 | v12 = e13 | v12 = e11 | v12 = e10) & (v12 = e16 | v11 = e16 | v10 = e16 | v9 = e16 | v8 = e16 | v7 = e16) & (v12 = e14 | v11 = e14 | v9 = e14 | v8 = e14 | v7 = e14) & (v12 = e13 | v11 = e13 | v10 = e13 | v9 = e13 | v7 = e13) & (v12 = e11 | v11 = e11 | v10 = e11 | v9 = e11 | v8 = e11 | v7 = e11) & (v12 = e10 | v11 = e10 | v10 = e10 | v9 = e10 | v8 = e10 | v7 = e10) & (v11 = e16 | v11 = e15 | v11 = e14 | v11 = e13 | v11 = e11 | v11 = e10) & (v11 = e15 | v10 = e15 | v9 = e15 | v8 = e15 | v7 = e15) & (v10 = e16 | v10 = e15 | v10 = e13 | v10 = e11 | v10 = e10) & (v9 = e16 | v9 = e15 | v9 = e14 | v9 = e13 | v9 = e11 | v9 = e10) & (v8 = e16 | v8 = e15 | v8 = e14 | v8 = e11 | v8 = e10) & (v7 = e16 | v7 = e15 | v7 = e14 | v7 = e13 | v7 = e11 | v7 = e10) & (v6 = e16 | v6 = e14 | v6 = e13 | v6 = e12 | v6 = e11 | v6 = e10) & (v6 = e16 | v5 = e16 | v4 = e16 | v3 = e16 | v2 = e16 | v1 = e16 | v0 = e16) & (v6 = e14 | v5 = e14 | v4 = e14 | v2 = e14 | v1 = e14 | v0 = e14) & (v6 = e13 | v5 = e13 | v4 = e13 | v3 = e13 | v2 = e13 | v0 = e13) & (v6 = e12 | v4 = e12 | v3 = e12 | v2 = e12 | v1 = e12 | v0 = e12) & (v6 = e11 | v4 = e11 | v3 = e11 | v2 = e11 | v1 = e11 | v0 = e11) & (v6 = e10 | v4 = e10 | v3 = e10 | v2 = e10 | v1 = e10 | v0 = e10) & (v5 = e16 | v5 = e14 | v5 = e13) & (v4 = e16 | v4 = e15 | v4 = e14 | v4 = e13 | v4 = e12 | v4 = e11 | v4 = e10) & (v4 = e15 | v3 = e15 | v2 = e15 | v1 = e15 | v0 = e15) & (v3 = e16 | v3 = e15 | v3 = e13 | v3 = e12 | v3 = e11 | v3 = e10) & (v2 = e16 | v2 = e15 | v2 = e14 | v2 = e13 | v2 = e12 | v2 = e11 | v2 = e10) & (v1 = e16 | v1 = e15 | v1 = e14 | v1 = e12 | v1 = e11 | v1 = e10) & (v0 = e16 | v0 = e15 | v0 = e14 | v0 = e13 | v0 = e12 | v0 = e11 | v0 = e10)) % 120.16/80.55 | Instantiating (0) with all_0_0_0, all_0_1_1, all_0_2_2, all_0_3_3, all_0_4_4, all_0_5_5, all_0_6_6, all_0_7_7, all_0_8_8, all_0_9_9, all_0_10_10, all_0_11_11, all_0_12_12, all_0_13_13, all_0_14_14, all_0_15_15, all_0_16_16, all_0_17_17, all_0_18_18, all_0_19_19, all_0_20_20, all_0_21_21, all_0_22_22, all_0_23_23, all_0_24_24, all_0_25_25, all_0_26_26, all_0_27_27, all_0_28_28, all_0_29_29, all_0_30_30, all_0_31_31, all_0_32_32, all_0_33_33, all_0_34_34, all_0_35_35, all_0_36_36, all_0_37_37, all_0_38_38, all_0_39_39, all_0_40_40, all_0_41_41, all_0_42_42, all_0_43_43, all_0_44_44, all_0_45_45, all_0_46_46, all_0_47_47, all_0_48_48, all_0_49_49, all_0_50_50, all_0_51_51, all_0_52_52, all_0_53_53, all_0_54_54, all_0_55_55, all_0_56_56, all_0_57_57, all_0_58_58, all_0_59_59, all_0_60_60, all_0_61_61, all_0_62_62, all_0_63_63, all_0_64_64, all_0_65_65, all_0_66_66, all_0_67_67, all_0_68_68, all_0_69_69, all_0_70_70, all_0_71_71, all_0_72_72, all_0_73_73, all_0_74_74, all_0_75_75, all_0_76_76, all_0_77_77, all_0_78_78, all_0_79_79, all_0_80_80, all_0_81_81, all_0_82_82, all_0_83_83, all_0_84_84, all_0_85_85, all_0_86_86, all_0_87_87, all_0_88_88, all_0_89_89, all_0_90_90, all_0_91_91, all_0_92_92, all_0_93_93, all_0_94_94, all_0_95_95, all_0_96_96, all_0_97_97, all_0_98_98, all_0_99_99, all_0_100_100, all_0_101_101, all_0_102_102, all_0_103_103, all_0_104_104, all_0_105_105, all_0_106_106, all_0_107_107, all_0_108_108, all_0_109_109, all_0_110_110, all_0_111_111, all_0_112_112, all_0_113_113, all_0_114_114, all_0_115_115, all_0_116_116, all_0_117_117, all_0_118_118, all_0_119_119, all_0_120_120, all_0_121_121, all_0_122_122, all_0_123_123, all_0_124_124, all_0_125_125, all_0_126_126, all_0_127_127, all_0_128_128, all_0_129_129, all_0_130_130, all_0_131_131, all_0_132_132, all_0_133_133, all_0_134_134, all_0_135_135, all_0_136_136, all_0_137_137, all_0_138_138, all_0_139_139, all_0_140_140, all_0_141_141, all_0_142_142, all_0_143_143, all_0_144_144, all_0_145_145, all_0_146_146, all_0_147_147, all_0_148_148, all_0_149_149, all_0_150_150, all_0_151_151, all_0_152_152, all_0_153_153, all_0_154_154, all_0_155_155, all_0_156_156, all_0_157_157, all_0_158_158, all_0_159_159, all_0_160_160, all_0_161_161, all_0_162_162, all_0_163_163, all_0_164_164, all_0_165_165, all_0_166_166, all_0_167_167, all_0_168_168, all_0_169_169, all_0_170_170, all_0_171_171, all_0_172_172, all_0_173_173, all_0_174_174, all_0_175_175, all_0_176_176, all_0_177_177, all_0_178_178, all_0_179_179, all_0_180_180, all_0_181_181, all_0_182_182, all_0_183_183, all_0_184_184, all_0_185_185, all_0_186_186, all_0_187_187, all_0_188_188, all_0_189_189, all_0_190_190, all_0_191_191, all_0_192_192, all_0_193_193, all_0_194_194, all_0_195_195, all_0_196_196, all_0_197_197, all_0_198_198, all_0_199_199, all_0_200_200, all_0_201_201, all_0_202_202, all_0_203_203, all_0_204_204, all_0_205_205, all_0_206_206, all_0_207_207, all_0_208_208, all_0_209_209, all_0_210_210, all_0_211_211, all_0_212_212, all_0_213_213, all_0_214_214, all_0_215_215, all_0_216_216, all_0_217_217, all_0_218_218, all_0_219_219, all_0_220_220, all_0_221_221, all_0_222_222, all_0_223_223, all_0_224_224, all_0_225_225, all_0_226_226, all_0_227_227, all_0_228_228, all_0_229_229, all_0_230_230, all_0_231_231, all_0_232_232, all_0_233_233, all_0_234_234, all_0_235_235, all_0_236_236, all_0_237_237, all_0_238_238, all_0_239_239, all_0_240_240, all_0_241_241, all_0_242_242, all_0_243_243, all_0_244_244, all_0_245_245, all_0_246_246, all_0_247_247, all_0_248_248, all_0_249_249, all_0_250_250, all_0_251_251, all_0_252_252, all_0_253_253, all_0_254_254, all_0_255_255, all_0_256_256, all_0_257_257, all_0_258_258, all_0_259_259, all_0_260_260, all_0_261_261, all_0_262_262, all_0_263_263, all_0_264_264, all_0_265_265, all_0_266_266, all_0_267_267, all_0_268_268, all_0_269_269, all_0_270_270, all_0_271_271, all_0_272_272, all_0_273_273, all_0_274_274, all_0_275_275, all_0_276_276, all_0_277_277, all_0_278_278, all_0_279_279, all_0_280_280, all_0_281_281, all_0_282_282, all_0_283_283, all_0_284_284, all_0_285_285, all_0_286_286, all_0_287_287, all_0_288_288, all_0_289_289, all_0_290_290, all_0_291_291, all_0_292_292, all_0_293_293, all_0_294_294, all_0_295_295, all_0_296_296, all_0_297_297, all_0_298_298, all_0_299_299, all_0_300_300, all_0_301_301, all_0_302_302, all_0_303_303, all_0_304_304, all_0_305_305, all_0_306_306, all_0_307_307, all_0_308_308, all_0_309_309, all_0_310_310, all_0_311_311, all_0_312_312, all_0_313_313, all_0_314_314, all_0_315_315, all_0_316_316, all_0_317_317, all_0_318_318, all_0_319_319, all_0_320_320, all_0_321_321, all_0_322_322, all_0_323_323, all_0_324_324, all_0_325_325, all_0_326_326, all_0_327_327, all_0_328_328, all_0_329_329, all_0_330_330, all_0_331_331, all_0_332_332, all_0_333_333, all_0_334_334, all_0_335_335, all_0_336_336, all_0_337_337, all_0_338_338, all_0_339_339, all_0_340_340, all_0_341_341, all_0_342_342, all_0_343_343, all_0_344_344, all_0_345_345, all_0_346_346, all_0_347_347, all_0_348_348, all_0_349_349, all_0_350_350, all_0_351_351, all_0_352_352, all_0_353_353, all_0_354_354, all_0_355_355, all_0_356_356, all_0_357_357, all_0_358_358, all_0_359_359, all_0_360_360, all_0_361_361, all_0_362_362, all_0_363_363, all_0_364_364, all_0_365_365, all_0_366_366, all_0_367_367, all_0_368_368, all_0_369_369, all_0_370_370, all_0_371_371, all_0_372_372, all_0_373_373, all_0_374_374, all_0_375_375, all_0_376_376, all_0_377_377, all_0_378_378, all_0_379_379, all_0_380_380, all_0_381_381, all_0_382_382, all_0_383_383, all_0_384_384, all_0_385_385, all_0_386_386, all_0_387_387, all_0_388_388, all_0_389_389, all_0_390_390, all_0_391_391, all_0_392_392, all_0_393_393, all_0_394_394, all_0_395_395, all_0_396_396, all_0_397_397, all_0_398_398, all_0_399_399, all_0_400_400, all_0_401_401, all_0_402_402, all_0_403_403, all_0_404_404, all_0_405_405, all_0_406_406, all_0_407_407, all_0_408_408, all_0_409_409, all_0_410_410, all_0_411_411, all_0_412_412, all_0_413_413, all_0_414_414, all_0_415_415, all_0_416_416, all_0_417_417, all_0_418_418, all_0_419_419, all_0_420_420, all_0_421_421, all_0_422_422, all_0_423_423, all_0_424_424, all_0_425_425, all_0_426_426, all_0_427_427, all_0_428_428, all_0_429_429, all_0_430_430, all_0_431_431, all_0_432_432, all_0_433_433, all_0_434_434, all_0_435_435, all_0_436_436, all_0_437_437, all_0_438_438, all_0_439_439, all_0_440_440, all_0_441_441, all_0_442_442, all_0_443_443, all_0_444_444, all_0_445_445, all_0_446_446, all_0_447_447, all_0_448_448, all_0_449_449, all_0_450_450, all_0_451_451, all_0_452_452, all_0_453_453, all_0_454_454, all_0_455_455, all_0_456_456, all_0_457_457, all_0_458_458, all_0_459_459, all_0_460_460, all_0_461_461, all_0_462_462, all_0_463_463, all_0_464_464, all_0_465_465, all_0_466_466, all_0_467_467, all_0_468_468, all_0_469_469, all_0_470_470, all_0_471_471, all_0_472_472, all_0_473_473, all_0_474_474, all_0_475_475, all_0_476_476, all_0_477_477, all_0_478_478, all_0_479_479, all_0_480_480, all_0_481_481, all_0_482_482, all_0_483_483, all_0_484_484, all_0_485_485, all_0_486_486, all_0_487_487, all_0_488_488, all_0_489_489, all_0_490_490, all_0_491_491, all_0_492_492, all_0_493_493, all_0_494_494, all_0_495_495, all_0_496_496, all_0_497_497, all_0_498_498, all_0_499_499, all_0_500_500, all_0_501_501, all_0_502_502, all_0_503_503, all_0_504_504, all_0_505_505, all_0_506_506, all_0_507_507, all_0_508_508, all_0_509_509, all_0_510_510, all_0_511_511, all_0_512_512, all_0_513_513, all_0_514_514, all_0_515_515, all_0_516_516, all_0_517_517, all_0_518_518, all_0_519_519, all_0_520_520, all_0_521_521, all_0_522_522, all_0_523_523, all_0_524_524, all_0_525_525, all_0_526_526, all_0_527_527, all_0_528_528, all_0_529_529, all_0_530_530, all_0_531_531, all_0_532_532, all_0_533_533, all_0_534_534, all_0_535_535, all_0_536_536, all_0_537_537, all_0_538_538, all_0_539_539, all_0_540_540, all_0_541_541, all_0_542_542, all_0_543_543, all_0_544_544, all_0_545_545, all_0_546_546, all_0_547_547, all_0_548_548, all_0_549_549, all_0_550_550, all_0_551_551, all_0_552_552, all_0_553_553, all_0_554_554, all_0_555_555, all_0_556_556, all_0_557_557, all_0_558_558, all_0_559_559, all_0_560_560, all_0_561_561, all_0_562_562, all_0_563_563, all_0_564_564, all_0_565_565, all_0_566_566, all_0_567_567, all_0_568_568, all_0_569_569, all_0_570_570, all_0_571_571, all_0_572_572, all_0_573_573, all_0_574_574, all_0_575_575, all_0_576_576, all_0_577_577, all_0_578_578, all_0_579_579, all_0_580_580, all_0_581_581, all_0_582_582, all_0_583_583, all_0_584_584, all_0_585_585, all_0_586_586, all_0_587_587, all_0_588_588, all_0_589_589, all_0_590_590, all_0_591_591, all_0_592_592, all_0_593_593, all_0_594_594, all_0_595_595, all_0_596_596, all_0_597_597, all_0_598_598, all_0_599_599, all_0_600_600, all_0_601_601, all_0_602_602, all_0_603_603, all_0_604_604, all_0_605_605, all_0_606_606, all_0_607_607, all_0_608_608, all_0_609_609, all_0_610_610, all_0_611_611, all_0_612_612, all_0_613_613, all_0_614_614, all_0_615_615, all_0_616_616, all_0_617_617, all_0_618_618, all_0_619_619, all_0_620_620, all_0_621_621, all_0_622_622, all_0_623_623, all_0_624_624, all_0_625_625, all_0_626_626, all_0_627_627, all_0_628_628, all_0_629_629, all_0_630_630, all_0_631_631, all_0_632_632, all_0_633_633, all_0_634_634, all_0_635_635, all_0_636_636, all_0_637_637, all_0_638_638, all_0_639_639, all_0_640_640, all_0_641_641, all_0_642_642, all_0_643_643, all_0_644_644, all_0_645_645, all_0_646_646, all_0_647_647, all_0_648_648, all_0_649_649, all_0_650_650, all_0_651_651, all_0_652_652, all_0_653_653, all_0_654_654, all_0_655_655, all_0_656_656, all_0_657_657, all_0_658_658, all_0_659_659, all_0_660_660, all_0_661_661, all_0_662_662, all_0_663_663, all_0_664_664, all_0_665_665, all_0_666_666, all_0_667_667, all_0_668_668, all_0_669_669, all_0_670_670, all_0_671_671, all_0_672_672, all_0_673_673, all_0_674_674, all_0_675_675, all_0_676_676, all_0_677_677, all_0_678_678, all_0_679_679, all_0_680_680, all_0_681_681, all_0_682_682, all_0_683_683, all_0_684_684, all_0_685_685, all_0_686_686, all_0_687_687, all_0_688_688, all_0_689_689, all_0_690_690, all_0_691_691, all_0_692_692, all_0_693_693, all_0_694_694, all_0_695_695, all_0_696_696, all_0_697_697, all_0_698_698, all_0_699_699, all_0_700_700, all_0_701_701, all_0_702_702, all_0_703_703, all_0_704_704, all_0_705_705, all_0_706_706, all_0_707_707, all_0_708_708, all_0_709_709, all_0_710_710, all_0_711_711, all_0_712_712, all_0_713_713, all_0_714_714, all_0_715_715, all_0_716_716, all_0_717_717, all_0_718_718, all_0_719_719, all_0_720_720, all_0_721_721, all_0_722_722, all_0_723_723, all_0_724_724, all_0_725_725, all_0_726_726, all_0_727_727, all_0_728_728, all_0_729_729, all_0_730_730, all_0_731_731, all_0_732_732, all_0_733_733, all_0_734_734, all_0_735_735, all_0_736_736, all_0_737_737, all_0_738_738, all_0_739_739, all_0_740_740, all_0_741_741, all_0_742_742, all_0_743_743, all_0_744_744, all_0_745_745, all_0_746_746, all_0_747_747, all_0_748_748, all_0_749_749, all_0_750_750, all_0_751_751, all_0_752_752, all_0_753_753, all_0_754_754, all_0_755_755, all_0_756_756, all_0_757_757, all_0_758_758, all_0_759_759, all_0_760_760, all_0_761_761, all_0_762_762, all_0_763_763, all_0_764_764, all_0_765_765, all_0_766_766, all_0_767_767, all_0_768_768, all_0_769_769, all_0_770_770, all_0_771_771, all_0_772_772, all_0_773_773, all_0_774_774 yields: % 120.16/80.55 | (1) ~ (all_0_649_649 = all_0_650_650) & ~ (all_0_649_649 = all_0_651_651) & ~ (all_0_649_649 = all_0_653_653) & ~ (all_0_649_649 = all_0_660_660) & ~ (all_0_649_649 = all_0_667_667) & ~ (all_0_649_649 = all_0_673_673) & ~ (all_0_649_649 = all_0_679_679) & ~ (all_0_649_649 = all_0_686_686) & ~ (all_0_649_649 = e25) & ~ (all_0_649_649 = e24) & ~ (all_0_649_649 = e23) & ~ (all_0_649_649 = e20) & ~ (all_0_650_650 = all_0_651_651) & ~ (all_0_650_650 = all_0_655_655) & ~ (all_0_650_650 = all_0_662_662) & ~ (all_0_650_650 = all_0_669_669) & ~ (all_0_650_650 = all_0_675_675) & ~ (all_0_650_650 = all_0_681_681) & ~ (all_0_650_650 = all_0_688_688) & ~ (all_0_650_650 = e25) & ~ (all_0_650_650 = e24) & ~ (all_0_650_650 = e23) & ~ (all_0_650_650 = e20) & ~ (all_0_651_651 = all_0_657_657) & ~ (all_0_651_651 = all_0_664_664) & ~ (all_0_651_651 = all_0_671_671) & ~ (all_0_651_651 = all_0_677_677) & ~ (all_0_651_651 = all_0_683_683) & ~ (all_0_651_651 = all_0_690_690) & ~ (all_0_651_651 = e25) & ~ (all_0_651_651 = e24) & ~ (all_0_651_651 = e23) & ~ (all_0_651_651 = e20) & ~ (all_0_652_652 = all_0_653_653) & ~ (all_0_652_652 = all_0_654_654) & ~ (all_0_652_652 = all_0_655_655) & ~ (all_0_652_652 = all_0_656_656) & ~ (all_0_652_652 = all_0_657_657) & ~ (all_0_652_652 = all_0_658_658) & ~ (all_0_652_652 = all_0_665_665) & ~ (all_0_652_652 = all_0_672_672) & ~ (all_0_652_652 = all_0_678_678) & ~ (all_0_652_652 = all_0_684_684) & ~ (all_0_652_652 = e25) & ~ (all_0_652_652 = e21) & ~ (all_0_653_653 = all_0_654_654) & ~ (all_0_653_653 = all_0_655_655) & ~ (all_0_653_653 = all_0_656_656) & ~ (all_0_653_653 = all_0_657_657) & ~ (all_0_653_653 = all_0_660_660) & ~ (all_0_653_653 = all_0_667_667) & ~ (all_0_653_653 = all_0_673_673) & ~ (all_0_653_653 = all_0_679_679) & ~ (all_0_653_653 = all_0_686_686) & ~ (all_0_653_653 = e21) & ~ (all_0_654_654 = all_0_655_655) & ~ (all_0_654_654 = all_0_656_656) & ~ (all_0_654_654 = all_0_657_657) & ~ (all_0_654_654 = all_0_661_661) & ~ (all_0_654_654 = all_0_668_668) & ~ (all_0_654_654 = all_0_674_674) & ~ (all_0_654_654 = all_0_680_680) & ~ (all_0_654_654 = all_0_687_687) & ~ (all_0_654_654 = e24) & ~ (all_0_654_654 = e21) & ~ (all_0_655_655 = all_0_656_656) & ~ (all_0_655_655 = all_0_657_657) & ~ (all_0_655_655 = all_0_662_662) & ~ (all_0_655_655 = all_0_669_669) & ~ (all_0_655_655 = all_0_675_675) & ~ (all_0_655_655 = all_0_681_681) & ~ (all_0_655_655 = all_0_688_688) & ~ (all_0_655_655 = e21) & ~ (all_0_656_656 = all_0_657_657) & ~ (all_0_656_656 = all_0_663_663) & ~ (all_0_656_656 = all_0_670_670) & ~ (all_0_656_656 = all_0_676_676) & ~ (all_0_656_656 = all_0_682_682) & ~ (all_0_656_656 = all_0_689_689) & ~ (all_0_656_656 = e23) & ~ (all_0_656_656 = e21) & ~ (all_0_657_657 = all_0_664_664) & ~ (all_0_657_657 = all_0_671_671) & ~ (all_0_657_657 = all_0_677_677) & ~ (all_0_657_657 = all_0_683_683) & ~ (all_0_657_657 = all_0_690_690) & ~ (all_0_657_657 = e21) & ~ (all_0_658_658 = all_0_659_659) & ~ (all_0_658_658 = all_0_660_660) & ~ (all_0_658_658 = all_0_661_661) & ~ (all_0_658_658 = all_0_662_662) & ~ (all_0_658_658 = all_0_663_663) & ~ (all_0_658_658 = all_0_664_664) & ~ (all_0_658_658 = all_0_665_665) & ~ (all_0_658_658 = all_0_672_672) & ~ (all_0_658_658 = all_0_678_678) & ~ (all_0_658_658 = all_0_684_684) & ~ (all_0_658_658 = e25) & ~ (all_0_659_659 = all_0_660_660) & ~ (all_0_659_659 = all_0_661_661) & ~ (all_0_659_659 = all_0_662_662) & ~ (all_0_659_659 = all_0_663_663) & ~ (all_0_659_659 = all_0_664_664) & ~ (all_0_659_659 = all_0_666_666) & ~ (all_0_659_659 = all_0_685_685) & ~ (all_0_659_659 = e25) & ~ (all_0_659_659 = e22) & ~ (all_0_659_659 = e21) & ~ (all_0_659_659 = e20) & ~ (all_0_660_660 = all_0_661_661) & ~ (all_0_660_660 = all_0_662_662) & ~ (all_0_660_660 = all_0_663_663) & ~ (all_0_660_660 = all_0_664_664) & ~ (all_0_660_660 = all_0_667_667) & ~ (all_0_660_660 = all_0_673_673) & ~ (all_0_660_660 = all_0_679_679) & ~ (all_0_660_660 = all_0_686_686) & ~ (all_0_661_661 = all_0_662_662) & ~ (all_0_661_661 = all_0_663_663) & ~ (all_0_661_661 = all_0_664_664) & ~ (all_0_661_661 = all_0_668_668) & ~ (all_0_661_661 = all_0_674_674) & ~ (all_0_661_661 = all_0_680_680) & ~ (all_0_661_661 = all_0_687_687) & ~ (all_0_661_661 = e24) & ~ (all_0_662_662 = all_0_663_663) & ~ (all_0_662_662 = all_0_664_664) & ~ (all_0_662_662 = all_0_669_669) & ~ (all_0_662_662 = all_0_675_675) & ~ (all_0_662_662 = all_0_681_681) & ~ (all_0_662_662 = all_0_688_688) & ~ (all_0_663_663 = all_0_664_664) & ~ (all_0_663_663 = all_0_670_670) & ~ (all_0_663_663 = all_0_676_676) & ~ (all_0_663_663 = all_0_682_682) & ~ (all_0_663_663 = all_0_689_689) & ~ (all_0_663_663 = e23) & ~ (all_0_664_664 = all_0_671_671) & ~ (all_0_664_664 = all_0_677_677) & ~ (all_0_664_664 = all_0_683_683) & ~ (all_0_664_664 = all_0_690_690) & ~ (all_0_665_665 = all_0_666_666) & ~ (all_0_665_665 = all_0_667_667) & ~ (all_0_665_665 = all_0_668_668) & ~ (all_0_665_665 = all_0_669_669) & ~ (all_0_665_665 = all_0_670_670) & ~ (all_0_665_665 = all_0_671_671) & ~ (all_0_665_665 = all_0_672_672) & ~ (all_0_665_665 = all_0_678_678) & ~ (all_0_665_665 = all_0_684_684) & ~ (all_0_665_665 = e25) & ~ (all_0_666_666 = all_0_667_667) & ~ (all_0_666_666 = all_0_668_668) & ~ (all_0_666_666 = all_0_669_669) & ~ (all_0_666_666 = all_0_670_670) & ~ (all_0_666_666 = all_0_671_671) & ~ (all_0_666_666 = all_0_685_685) & ~ (all_0_666_666 = e25) & ~ (all_0_666_666 = e22) & ~ (all_0_666_666 = e21) & ~ (all_0_666_666 = e20) & ~ (all_0_667_667 = all_0_668_668) & ~ (all_0_667_667 = all_0_669_669) & ~ (all_0_667_667 = all_0_670_670) & ~ (all_0_667_667 = all_0_671_671) & ~ (all_0_667_667 = all_0_673_673) & ~ (all_0_667_667 = all_0_679_679) & ~ (all_0_667_667 = all_0_686_686) & ~ (all_0_668_668 = all_0_669_669) & ~ (all_0_668_668 = all_0_670_670) & ~ (all_0_668_668 = all_0_671_671) & ~ (all_0_668_668 = all_0_674_674) & ~ (all_0_668_668 = all_0_680_680) & ~ (all_0_668_668 = all_0_687_687) & ~ (all_0_668_668 = e24) & ~ (all_0_669_669 = all_0_670_670) & ~ (all_0_669_669 = all_0_671_671) & ~ (all_0_669_669 = all_0_675_675) & ~ (all_0_669_669 = all_0_681_681) & ~ (all_0_669_669 = all_0_688_688) & ~ (all_0_670_670 = all_0_671_671) & ~ (all_0_670_670 = all_0_676_676) & ~ (all_0_670_670 = all_0_682_682) & ~ (all_0_670_670 = all_0_689_689) & ~ (all_0_670_670 = e23) & ~ (all_0_671_671 = all_0_677_677) & ~ (all_0_671_671 = all_0_683_683) & ~ (all_0_671_671 = all_0_690_690) & ~ (all_0_672_672 = all_0_673_673) & ~ (all_0_672_672 = all_0_674_674) & ~ (all_0_672_672 = all_0_675_675) & ~ (all_0_672_672 = all_0_676_676) & ~ (all_0_672_672 = all_0_677_677) & ~ (all_0_672_672 = all_0_678_678) & ~ (all_0_672_672 = all_0_684_684) & ~ (all_0_672_672 = e25) & ~ (all_0_673_673 = all_0_674_674) & ~ (all_0_673_673 = all_0_675_675) & ~ (all_0_673_673 = all_0_676_676) & ~ (all_0_673_673 = all_0_677_677) & ~ (all_0_673_673 = all_0_679_679) & ~ (all_0_673_673 = all_0_686_686) & ~ (all_0_673_673 = e25) & ~ (all_0_674_674 = all_0_675_675) & ~ (all_0_674_674 = all_0_676_676) & ~ (all_0_674_674 = all_0_677_677) & ~ (all_0_674_674 = all_0_680_680) & ~ (all_0_674_674 = all_0_687_687) & ~ (all_0_674_674 = e25) & ~ (all_0_674_674 = e24) & ~ (all_0_675_675 = all_0_676_676) & ~ (all_0_675_675 = all_0_677_677) & ~ (all_0_675_675 = all_0_681_681) & ~ (all_0_675_675 = all_0_688_688) & ~ (all_0_675_675 = e25) & ~ (all_0_676_676 = all_0_677_677) & ~ (all_0_676_676 = all_0_682_682) & ~ (all_0_676_676 = all_0_689_689) & ~ (all_0_676_676 = e25) & ~ (all_0_676_676 = e23) & ~ (all_0_677_677 = all_0_683_683) & ~ (all_0_677_677 = all_0_690_690) & ~ (all_0_677_677 = e25) & ~ (all_0_678_678 = all_0_679_679) & ~ (all_0_678_678 = all_0_680_680) & ~ (all_0_678_678 = all_0_681_681) & ~ (all_0_678_678 = all_0_682_682) & ~ (all_0_678_678 = all_0_683_683) & ~ (all_0_678_678 = all_0_684_684) & ~ (all_0_678_678 = e25) & ~ (all_0_678_678 = e22) & ~ (all_0_679_679 = all_0_680_680) & ~ (all_0_679_679 = all_0_681_681) & ~ (all_0_679_679 = all_0_682_682) & ~ (all_0_679_679 = all_0_683_683) & ~ (all_0_679_679 = all_0_686_686) & ~ (all_0_679_679 = e22) & ~ (all_0_680_680 = all_0_681_681) & ~ (all_0_680_680 = all_0_682_682) & ~ (all_0_680_680 = all_0_683_683) & ~ (all_0_680_680 = all_0_687_687) & ~ (all_0_680_680 = e24) & ~ (all_0_680_680 = e22) & ~ (all_0_681_681 = all_0_682_682) & ~ (all_0_681_681 = all_0_683_683) & ~ (all_0_681_681 = all_0_688_688) & ~ (all_0_681_681 = e22) & ~ (all_0_682_682 = all_0_683_683) & ~ (all_0_682_682 = all_0_689_689) & ~ (all_0_682_682 = e23) & ~ (all_0_682_682 = e22) & ~ (all_0_683_683 = all_0_690_690) & ~ (all_0_683_683 = e22) & ~ (all_0_684_684 = all_0_685_685) & ~ (all_0_684_684 = all_0_686_686) & ~ (all_0_684_684 = all_0_687_687) & ~ (all_0_684_684 = all_0_688_688) & ~ (all_0_684_684 = all_0_689_689) & ~ (all_0_684_684 = all_0_690_690) & ~ (all_0_684_684 = e25) & ~ (all_0_685_685 = all_0_686_686) & ~ (all_0_685_685 = all_0_687_687) & ~ (all_0_685_685 = all_0_688_688) & ~ (all_0_685_685 = all_0_689_689) & ~ (all_0_685_685 = all_0_690_690) & ~ (all_0_685_685 = e25) & ~ (all_0_685_685 = e22) & ~ (all_0_685_685 = e21) & ~ (all_0_685_685 = e20) & ~ (all_0_686_686 = all_0_687_687) & ~ (all_0_686_686 = all_0_688_688) & ~ (all_0_686_686 = all_0_689_689) & ~ (all_0_686_686 = all_0_690_690) & ~ (all_0_687_687 = all_0_688_688) & ~ (all_0_687_687 = all_0_689_689) & ~ (all_0_687_687 = all_0_690_690) & ~ (all_0_687_687 = e24) & ~ (all_0_688_688 = all_0_689_689) & ~ (all_0_688_688 = all_0_690_690) & ~ (all_0_689_689 = all_0_690_690) & ~ (all_0_689_689 = e23) & ~ (all_0_733_733 = all_0_734_734) & ~ (all_0_733_733 = all_0_735_735) & ~ (all_0_733_733 = all_0_737_737) & ~ (all_0_733_733 = all_0_744_744) & ~ (all_0_733_733 = all_0_751_751) & ~ (all_0_733_733 = all_0_757_757) & ~ (all_0_733_733 = all_0_763_763) & ~ (all_0_733_733 = all_0_770_770) & ~ (all_0_733_733 = e15) & ~ (all_0_733_733 = e14) & ~ (all_0_733_733 = e13) & ~ (all_0_733_733 = e10) & ~ (all_0_734_734 = all_0_735_735) & ~ (all_0_734_734 = all_0_739_739) & ~ (all_0_734_734 = all_0_746_746) & ~ (all_0_734_734 = all_0_753_753) & ~ (all_0_734_734 = all_0_759_759) & ~ (all_0_734_734 = all_0_765_765) & ~ (all_0_734_734 = all_0_772_772) & ~ (all_0_734_734 = e15) & ~ (all_0_734_734 = e14) & ~ (all_0_734_734 = e13) & ~ (all_0_734_734 = e10) & ~ (all_0_735_735 = all_0_741_741) & ~ (all_0_735_735 = all_0_748_748) & ~ (all_0_735_735 = all_0_755_755) & ~ (all_0_735_735 = all_0_761_761) & ~ (all_0_735_735 = all_0_767_767) & ~ (all_0_735_735 = all_0_774_774) & ~ (all_0_735_735 = e15) & ~ (all_0_735_735 = e14) & ~ (all_0_735_735 = e13) & ~ (all_0_735_735 = e10) & ~ (all_0_736_736 = all_0_737_737) & ~ (all_0_736_736 = all_0_738_738) & ~ (all_0_736_736 = all_0_739_739) & ~ (all_0_736_736 = all_0_740_740) & ~ (all_0_736_736 = all_0_741_741) & ~ (all_0_736_736 = all_0_742_742) & ~ (all_0_736_736 = all_0_749_749) & ~ (all_0_736_736 = all_0_756_756) & ~ (all_0_736_736 = all_0_762_762) & ~ (all_0_736_736 = all_0_768_768) & ~ (all_0_736_736 = e15) & ~ (all_0_736_736 = e11) & ~ (all_0_737_737 = all_0_738_738) & ~ (all_0_737_737 = all_0_739_739) & ~ (all_0_737_737 = all_0_740_740) & ~ (all_0_737_737 = all_0_741_741) & ~ (all_0_737_737 = all_0_744_744) & ~ (all_0_737_737 = all_0_751_751) & ~ (all_0_737_737 = all_0_757_757) & ~ (all_0_737_737 = all_0_763_763) & ~ (all_0_737_737 = all_0_770_770) & ~ (all_0_737_737 = e11) & ~ (all_0_738_738 = all_0_739_739) & ~ (all_0_738_738 = all_0_740_740) & ~ (all_0_738_738 = all_0_741_741) & ~ (all_0_738_738 = all_0_745_745) & ~ (all_0_738_738 = all_0_752_752) & ~ (all_0_738_738 = all_0_758_758) & ~ (all_0_738_738 = all_0_764_764) & ~ (all_0_738_738 = all_0_771_771) & ~ (all_0_738_738 = e14) & ~ (all_0_738_738 = e11) & ~ (all_0_739_739 = all_0_740_740) & ~ (all_0_739_739 = all_0_741_741) & ~ (all_0_739_739 = all_0_746_746) & ~ (all_0_739_739 = all_0_753_753) & ~ (all_0_739_739 = all_0_759_759) & ~ (all_0_739_739 = all_0_765_765) & ~ (all_0_739_739 = all_0_772_772) & ~ (all_0_739_739 = e11) & ~ (all_0_740_740 = all_0_741_741) & ~ (all_0_740_740 = all_0_747_747) & ~ (all_0_740_740 = all_0_754_754) & ~ (all_0_740_740 = all_0_760_760) & ~ (all_0_740_740 = all_0_766_766) & ~ (all_0_740_740 = all_0_773_773) & ~ (all_0_740_740 = e13) & ~ (all_0_740_740 = e11) & ~ (all_0_741_741 = all_0_748_748) & ~ (all_0_741_741 = all_0_755_755) & ~ (all_0_741_741 = all_0_761_761) & ~ (all_0_741_741 = all_0_767_767) & ~ (all_0_741_741 = all_0_774_774) & ~ (all_0_741_741 = e11) & ~ (all_0_742_742 = all_0_743_743) & ~ (all_0_742_742 = all_0_744_744) & ~ (all_0_742_742 = all_0_745_745) & ~ (all_0_742_742 = all_0_746_746) & ~ (all_0_742_742 = all_0_747_747) & ~ (all_0_742_742 = all_0_748_748) & ~ (all_0_742_742 = all_0_749_749) & ~ (all_0_742_742 = all_0_756_756) & ~ (all_0_742_742 = all_0_762_762) & ~ (all_0_742_742 = all_0_768_768) & ~ (all_0_742_742 = e15) & ~ (all_0_743_743 = all_0_744_744) & ~ (all_0_743_743 = all_0_745_745) & ~ (all_0_743_743 = all_0_746_746) & ~ (all_0_743_743 = all_0_747_747) & ~ (all_0_743_743 = all_0_748_748) & ~ (all_0_743_743 = all_0_750_750) & ~ (all_0_743_743 = all_0_769_769) & ~ (all_0_743_743 = e15) & ~ (all_0_743_743 = e12) & ~ (all_0_743_743 = e11) & ~ (all_0_743_743 = e10) & ~ (all_0_744_744 = all_0_745_745) & ~ (all_0_744_744 = all_0_746_746) & ~ (all_0_744_744 = all_0_747_747) & ~ (all_0_744_744 = all_0_748_748) & ~ (all_0_744_744 = all_0_751_751) & ~ (all_0_744_744 = all_0_757_757) & ~ (all_0_744_744 = all_0_763_763) & ~ (all_0_744_744 = all_0_770_770) & ~ (all_0_745_745 = all_0_746_746) & ~ (all_0_745_745 = all_0_747_747) & ~ (all_0_745_745 = all_0_748_748) & ~ (all_0_745_745 = all_0_752_752) & ~ (all_0_745_745 = all_0_758_758) & ~ (all_0_745_745 = all_0_764_764) & ~ (all_0_745_745 = all_0_771_771) & ~ (all_0_745_745 = e14) & ~ (all_0_746_746 = all_0_747_747) & ~ (all_0_746_746 = all_0_748_748) & ~ (all_0_746_746 = all_0_753_753) & ~ (all_0_746_746 = all_0_759_759) & ~ (all_0_746_746 = all_0_765_765) & ~ (all_0_746_746 = all_0_772_772) & ~ (all_0_747_747 = all_0_748_748) & ~ (all_0_747_747 = all_0_754_754) & ~ (all_0_747_747 = all_0_760_760) & ~ (all_0_747_747 = all_0_766_766) & ~ (all_0_747_747 = all_0_773_773) & ~ (all_0_747_747 = e13) & ~ (all_0_748_748 = all_0_755_755) & ~ (all_0_748_748 = all_0_761_761) & ~ (all_0_748_748 = all_0_767_767) & ~ (all_0_748_748 = all_0_774_774) & ~ (all_0_749_749 = all_0_750_750) & ~ (all_0_749_749 = all_0_751_751) & ~ (all_0_749_749 = all_0_752_752) & ~ (all_0_749_749 = all_0_753_753) & ~ (all_0_749_749 = all_0_754_754) & ~ (all_0_749_749 = all_0_755_755) & ~ (all_0_749_749 = all_0_756_756) & ~ (all_0_749_749 = all_0_762_762) & ~ (all_0_749_749 = all_0_768_768) & ~ (all_0_749_749 = e15) & ~ (all_0_750_750 = all_0_751_751) & ~ (all_0_750_750 = all_0_752_752) & ~ (all_0_750_750 = all_0_753_753) & ~ (all_0_750_750 = all_0_754_754) & ~ (all_0_750_750 = all_0_755_755) & ~ (all_0_750_750 = all_0_769_769) & ~ (all_0_750_750 = e15) & ~ (all_0_750_750 = e12) & ~ (all_0_750_750 = e11) & ~ (all_0_750_750 = e10) & ~ (all_0_751_751 = all_0_752_752) & ~ (all_0_751_751 = all_0_753_753) & ~ (all_0_751_751 = all_0_754_754) & ~ (all_0_751_751 = all_0_755_755) & ~ (all_0_751_751 = all_0_757_757) & ~ (all_0_751_751 = all_0_763_763) & ~ (all_0_751_751 = all_0_770_770) & ~ (all_0_752_752 = all_0_753_753) & ~ (all_0_752_752 = all_0_754_754) & ~ (all_0_752_752 = all_0_755_755) & ~ (all_0_752_752 = all_0_758_758) & ~ (all_0_752_752 = all_0_764_764) & ~ (all_0_752_752 = all_0_771_771) & ~ (all_0_752_752 = e14) & ~ (all_0_753_753 = all_0_754_754) & ~ (all_0_753_753 = all_0_755_755) & ~ (all_0_753_753 = all_0_759_759) & ~ (all_0_753_753 = all_0_765_765) & ~ (all_0_753_753 = all_0_772_772) & ~ (all_0_754_754 = all_0_755_755) & ~ (all_0_754_754 = all_0_760_760) & ~ (all_0_754_754 = all_0_766_766) & ~ (all_0_754_754 = all_0_773_773) & ~ (all_0_754_754 = e13) & ~ (all_0_755_755 = all_0_761_761) & ~ (all_0_755_755 = all_0_767_767) & ~ (all_0_755_755 = all_0_774_774) & ~ (all_0_756_756 = all_0_757_757) & ~ (all_0_756_756 = all_0_758_758) & ~ (all_0_756_756 = all_0_759_759) & ~ (all_0_756_756 = all_0_760_760) & ~ (all_0_756_756 = all_0_761_761) & ~ (all_0_756_756 = all_0_762_762) & ~ (all_0_756_756 = all_0_768_768) & ~ (all_0_756_756 = e15) & ~ (all_0_757_757 = all_0_758_758) & ~ (all_0_757_757 = all_0_759_759) & ~ (all_0_757_757 = all_0_760_760) & ~ (all_0_757_757 = all_0_761_761) & ~ (all_0_757_757 = all_0_763_763) & ~ (all_0_757_757 = all_0_770_770) & ~ (all_0_757_757 = e15) & ~ (all_0_758_758 = all_0_759_759) & ~ (all_0_758_758 = all_0_760_760) & ~ (all_0_758_758 = all_0_761_761) & ~ (all_0_758_758 = all_0_764_764) & ~ (all_0_758_758 = all_0_771_771) & ~ (all_0_758_758 = e15) & ~ (all_0_758_758 = e14) & ~ (all_0_759_759 = all_0_760_760) & ~ (all_0_759_759 = all_0_761_761) & ~ (all_0_759_759 = all_0_765_765) & ~ (all_0_759_759 = all_0_772_772) & ~ (all_0_759_759 = e15) & ~ (all_0_760_760 = all_0_761_761) & ~ (all_0_760_760 = all_0_766_766) & ~ (all_0_760_760 = all_0_773_773) & ~ (all_0_760_760 = e15) & ~ (all_0_760_760 = e13) & ~ (all_0_761_761 = all_0_767_767) & ~ (all_0_761_761 = all_0_774_774) & ~ (all_0_761_761 = e15) & ~ (all_0_762_762 = all_0_763_763) & ~ (all_0_762_762 = all_0_764_764) & ~ (all_0_762_762 = all_0_765_765) & ~ (all_0_762_762 = all_0_766_766) & ~ (all_0_762_762 = all_0_767_767) & ~ (all_0_762_762 = all_0_768_768) & ~ (all_0_762_762 = e15) & ~ (all_0_762_762 = e12) & ~ (all_0_763_763 = all_0_764_764) & ~ (all_0_763_763 = all_0_765_765) & ~ (all_0_763_763 = all_0_766_766) & ~ (all_0_763_763 = all_0_767_767) & ~ (all_0_763_763 = all_0_770_770) & ~ (all_0_763_763 = e12) & ~ (all_0_764_764 = all_0_765_765) & ~ (all_0_764_764 = all_0_766_766) & ~ (all_0_764_764 = all_0_767_767) & ~ (all_0_764_764 = all_0_771_771) & ~ (all_0_764_764 = e14) & ~ (all_0_764_764 = e12) & ~ (all_0_765_765 = all_0_766_766) & ~ (all_0_765_765 = all_0_767_767) & ~ (all_0_765_765 = all_0_772_772) & ~ (all_0_765_765 = e12) & ~ (all_0_766_766 = all_0_767_767) & ~ (all_0_766_766 = all_0_773_773) & ~ (all_0_766_766 = e13) & ~ (all_0_766_766 = e12) & ~ (all_0_767_767 = all_0_774_774) & ~ (all_0_767_767 = e12) & ~ (all_0_768_768 = all_0_769_769) & ~ (all_0_768_768 = all_0_770_770) & ~ (all_0_768_768 = all_0_771_771) & ~ (all_0_768_768 = all_0_772_772) & ~ (all_0_768_768 = all_0_773_773) & ~ (all_0_768_768 = all_0_774_774) & ~ (all_0_768_768 = e15) & ~ (all_0_769_769 = all_0_770_770) & ~ (all_0_769_769 = all_0_771_771) & ~ (all_0_769_769 = all_0_772_772) & ~ (all_0_769_769 = all_0_773_773) & ~ (all_0_769_769 = all_0_774_774) & ~ (all_0_769_769 = e15) & ~ (all_0_769_769 = e12) & ~ (all_0_769_769 = e11) & ~ (all_0_769_769 = e10) & ~ (all_0_770_770 = all_0_771_771) & ~ (all_0_770_770 = all_0_772_772) & ~ (all_0_770_770 = all_0_773_773) & ~ (all_0_770_770 = all_0_774_774) & ~ (all_0_771_771 = all_0_772_772) & ~ (all_0_771_771 = all_0_773_773) & ~ (all_0_771_771 = all_0_774_774) & ~ (all_0_771_771 = e14) & ~ (all_0_772_772 = all_0_773_773) & ~ (all_0_772_772 = all_0_774_774) & ~ (all_0_773_773 = all_0_774_774) & ~ (all_0_773_773 = e13) & ~ (e26 = e25) & ~ (e26 = e24) & ~ (e26 = e23) & ~ (e26 = e22) & ~ (e26 = e21) & ~ (e26 = e20) & ~ (e26 = e16) & ~ (e26 = e15) & ~ (e26 = e14) & ~ (e26 = e13) & ~ (e26 = e12) & ~ (e26 = e11) & ~ (e26 = e10) & ~ (e25 = e24) & ~ (e25 = e23) & ~ (e25 = e22) & ~ (e25 = e21) & ~ (e25 = e20) & ~ (e25 = e16) & ~ (e25 = e15) & ~ (e25 = e14) & ~ (e25 = e13) & ~ (e25 = e12) & ~ (e25 = e11) & ~ (e25 = e10) & ~ (e24 = e23) & ~ (e24 = e22) & ~ (e24 = e21) & ~ (e24 = e20) & ~ (e24 = e16) & ~ (e24 = e15) & ~ (e24 = e14) & ~ (e24 = e13) & ~ (e24 = e12) & ~ (e24 = e11) & ~ (e24 = e10) & ~ (e23 = e22) & ~ (e23 = e21) & ~ (e23 = e20) & ~ (e23 = e16) & ~ (e23 = e15) & ~ (e23 = e14) & ~ (e23 = e13) & ~ (e23 = e12) & ~ (e23 = e11) & ~ (e23 = e10) & ~ (e22 = e21) & ~ (e22 = e20) & ~ (e22 = e16) & ~ (e22 = e15) & ~ (e22 = e14) & ~ (e22 = e13) & ~ (e22 = e12) & ~ (e22 = e11) & ~ (e22 = e10) & ~ (e21 = e20) & ~ (e21 = e16) & ~ (e21 = e15) & ~ (e21 = e14) & ~ (e21 = e13) & ~ (e21 = e12) & ~ (e21 = e11) & ~ (e21 = e10) & ~ (e20 = e16) & ~ (e20 = e15) & ~ (e20 = e14) & ~ (e20 = e13) & ~ (e20 = e12) & ~ (e20 = e11) & ~ (e20 = e10) & ~ (e16 = e15) & ~ (e16 = e14) & ~ (e16 = e13) & ~ (e16 = e12) & ~ (e16 = e11) & ~ (e16 = e10) & ~ (e15 = e14) & ~ (e15 = e13) & ~ (e15 = e12) & ~ (e15 = e11) & ~ (e15 = e10) & ~ (e14 = e13) & ~ (e14 = e12) & ~ (e14 = e11) & ~ (e14 = e10) & ~ (e13 = e12) & ~ (e13 = e11) & ~ (e13 = e10) & ~ (e12 = e11) & ~ (e12 = e10) & ~ (e11 = e10) & op1(all_0_691_691, e15) = e16 & op1(all_0_692_692, e14) = e16 & op1(all_0_693_693, e13) = e16 & op1(all_0_694_694, e12) = e16 & op1(all_0_695_695, e11) = e16 & op1(all_0_696_696, e10) = e16 & op1(all_0_697_697, e14) = e15 & op1(all_0_698_698, e13) = e15 & op1(all_0_699_699, e10) = e15 & op1(all_0_700_700, e16) = e14 & op1(all_0_701_701, e15) = e14 & op1(all_0_702_702, e14) = e14 & op1(all_0_703_703, e13) = e14 & op1(all_0_704_704, e12) = e14 & op1(all_0_705_705, e11) = e14 & op1(all_0_706_706, e10) = e14 & op1(all_0_707_707, e15) = e13 & op1(all_0_708_708, e14) = e13 & op1(all_0_709_709, e13) = e13 & op1(all_0_710_710, e12) = e13 & op1(all_0_711_711, e11) = e13 & op1(all_0_712_712, e10) = e13 & op1(all_0_713_713, e16) = e12 & op1(all_0_714_714, e15) = e12 & op1(all_0_715_715, e14) = e12 & op1(all_0_716_716, e13) = e12 & op1(all_0_717_717, e12) = e12 & op1(all_0_718_718, e11) = e12 & op1(all_0_719_719, e10) = e12 & op1(all_0_720_720, e15) = e11 & op1(all_0_721_721, e14) = e11 & op1(all_0_722_722, e13) = e11 & op1(all_0_723_723, e12) = e11 & op1(all_0_724_724, e11) = e11 & op1(all_0_725_725, e10) = e11 & op1(all_0_726_726, e16) = e10 & op1(all_0_727_727, e15) = e10 & op1(all_0_728_728, e14) = e10 & op1(all_0_729_729, e13) = e10 & op1(all_0_730_730, e12) = e10 & op1(all_0_731_731, e11) = e10 & op1(all_0_732_732, e10) = e10 & op1(all_0_733_733, e16) = all_0_700_700 & op1(all_0_734_734, e16) = all_0_713_713 & op1(all_0_735_735, e16) = all_0_726_726 & op1(all_0_736_736, e16) = e16 & op1(all_0_736_736, e15) = all_0_691_691 & op1(all_0_737_737, e15) = all_0_701_701 & op1(all_0_738_738, e15) = all_0_707_707 & op1(all_0_739_739, e15) = all_0_714_714 & op1(all_0_739_739, e12) = e15 & op1(all_0_740_740, e15) = all_0_720_720 & op1(all_0_741_741, e15) = all_0_727_727 & op1(all_0_742_742, e16) = e13 & op1(all_0_742_742, e14) = all_0_692_692 & op1(all_0_743_743, e14) = all_0_697_697 & op1(all_0_744_744, e14) = all_0_702_702 & op1(all_0_745_745, e14) = all_0_708_708 & op1(all_0_746_746, e14) = all_0_715_715 & op1(all_0_747_747, e14) = all_0_721_721 & op1(all_0_748_748, e14) = all_0_728_728 & op1(all_0_749_749, e16) = e11 & op1(all_0_749_749, e13) = all_0_693_693 & op1(all_0_750_750, e13) = all_0_698_698 & op1(all_0_751_751, e13) = all_0_703_703 & op1(all_0_752_752, e13) = all_0_709_709 & op1(all_0_753_753, e13) = all_0_716_716 & op1(all_0_754_754, e13) = all_0_722_722 & op1(all_0_755_755, e13) = all_0_729_729 & op1(all_0_756_756, e12) = all_0_694_694 & op1(all_0_757_757, e12) = all_0_704_704 & op1(all_0_758_758, e12) = all_0_710_710 & op1(all_0_759_759, e12) = all_0_717_717 & op1(all_0_760_760, e12) = all_0_723_723 & op1(all_0_760_760, e11) = e15 & op1(all_0_761_761, e12) = all_0_730_730 & op1(all_0_762_762, e11) = all_0_695_695 & op1(all_0_763_763, e11) = all_0_705_705 & op1(all_0_764_764, e11) = all_0_711_711 & op1(all_0_765_765, e11) = all_0_718_718 & op1(all_0_766_766, e11) = all_0_724_724 & op1(all_0_767_767, e11) = all_0_731_731 & op1(all_0_768_768, e16) = e15 & op1(all_0_768_768, e10) = all_0_696_696 & op1(all_0_769_769, e10) = all_0_699_699 & op1(all_0_770_770, e10) = all_0_706_706 & op1(all_0_771_771, e10) = all_0_712_712 & op1(all_0_772_772, e10) = all_0_719_719 & op1(all_0_773_773, e10) = all_0_725_725 & op1(all_0_774_774, e10) = all_0_732_732 & op1(e16, e16) = e15 & op1(e16, e15) = e10 & op1(e16, e14) = all_0_733_733 & op1(e16, e13) = e14 & op1(e16, e12) = all_0_734_734 & op1(e16, e11) = e13 & op1(e16, e10) = all_0_735_735 & op1(e15, e16) = all_0_736_736 & op1(e15, e15) = e11 & op1(e15, e14) = all_0_737_737 & op1(e15, e13) = all_0_738_738 & op1(e15, e12) = all_0_739_739 & op1(e15, e11) = all_0_740_740 & op1(e15, e10) = all_0_741_741 & op1(e14, e16) = all_0_742_742 & op1(e14, e15) = all_0_743_743 & op1(e14, e14) = all_0_744_744 & op1(e14, e13) = all_0_745_745 & op1(e14, e12) = all_0_746_746 & op1(e14, e11) = all_0_747_747 & op1(e14, e10) = all_0_748_748 & op1(e13, e16) = all_0_749_749 & op1(e13, e15) = all_0_750_750 & op1(e13, e14) = all_0_751_751 & op1(e13, e13) = all_0_752_752 & op1(e13, e12) = all_0_753_753 & op1(e13, e11) = all_0_754_754 & op1(e13, e10) = all_0_755_755 & op1(e12, e16) = all_0_756_756 & op1(e12, e15) = e15 & op1(e12, e14) = all_0_757_757 & op1(e12, e13) = all_0_758_758 & op1(e12, e12) = all_0_759_759 & op1(e12, e11) = all_0_760_760 & op1(e12, e10) = all_0_761_761 & op1(e11, e16) = all_0_762_762 & op1(e11, e15) = e12 & op1(e11, e14) = all_0_763_763 & op1(e11, e13) = all_0_764_764 & op1(e11, e12) = all_0_765_765 & op1(e11, e11) = all_0_766_766 & op1(e11, e10) = all_0_767_767 & op1(e10, e16) = all_0_768_768 & op1(e10, e15) = all_0_769_769 & op1(e10, e14) = all_0_770_770 & op1(e10, e13) = all_0_771_771 & op1(e10, e12) = all_0_772_772 & op1(e10, e11) = all_0_773_773 & op1(e10, e10) = all_0_774_774 & h1(all_0_733_733) = all_0_491_491 & h1(all_0_734_734) = all_0_494_494 & h1(all_0_735_735) = all_0_497_497 & h1(all_0_736_736) = all_0_499_499 & h1(all_0_737_737) = all_0_502_502 & h1(all_0_738_738) = all_0_504_504 & h1(all_0_739_739) = all_0_506_506 & h1(all_0_740_740) = all_0_508_508 & h1(all_0_741_741) = all_0_510_510 & h1(all_0_742_742) = all_0_512_512 & h1(all_0_743_743) = all_0_514_514 & h1(all_0_744_744) = all_0_516_516 & h1(all_0_745_745) = all_0_518_518 & h1(all_0_746_746) = all_0_520_520 & h1(all_0_747_747) = all_0_522_522 & h1(all_0_748_748) = all_0_524_524 & h1(all_0_749_749) = all_0_526_526 & h1(all_0_750_750) = all_0_528_528 & h1(all_0_751_751) = all_0_530_530 & h1(all_0_752_752) = all_0_532_532 & h1(all_0_753_753) = all_0_534_534 & h1(all_0_754_754) = all_0_536_536 & h1(all_0_755_755) = all_0_538_538 & h1(all_0_756_756) = all_0_540_540 & h1(all_0_757_757) = all_0_543_543 & h1(all_0_758_758) = all_0_545_545 & h1(all_0_759_759) = all_0_547_547 & h1(all_0_760_760) = all_0_549_549 & h1(all_0_761_761) = all_0_551_551 & h1(all_0_762_762) = all_0_553_553 & h1(all_0_763_763) = all_0_556_556 & h1(all_0_764_764) = all_0_558_558 & h1(all_0_765_765) = all_0_560_560 & h1(all_0_766_766) = all_0_562_562 & h1(all_0_767_767) = all_0_564_564 & h1(all_0_768_768) = all_0_566_566 & h1(all_0_769_769) = all_0_568_568 & h1(all_0_770_770) = all_0_570_570 & h1(all_0_771_771) = all_0_572_572 & h1(all_0_772_772) = all_0_574_574 & h1(all_0_773_773) = all_0_576_576 & h1(all_0_774_774) = all_0_578_578 & h1(e16) = e20 & h1(e15) = all_0_690_690 & h1(e14) = all_0_602_602 & h1(e13) = all_0_603_603 & h1(e12) = all_0_604_604 & h1(e11) = all_0_605_605 & h1(e10) = all_0_606_606 & h2(all_0_733_733) = all_0_401_401 & h2(all_0_734_734) = all_0_404_404 & h2(all_0_735_735) = all_0_407_407 & h2(all_0_736_736) = all_0_409_409 & h2(all_0_737_737) = all_0_412_412 & h2(all_0_738_738) = all_0_414_414 & h2(all_0_739_739) = all_0_416_416 & h2(all_0_740_740) = all_0_418_418 & h2(all_0_741_741) = all_0_420_420 & h2(all_0_742_742) = all_0_422_422 & h2(all_0_743_743) = all_0_424_424 & h2(all_0_744_744) = all_0_426_426 & h2(all_0_745_745) = all_0_428_428 & h2(all_0_746_746) = all_0_430_430 & h2(all_0_747_747) = all_0_432_432 & h2(all_0_748_748) = all_0_434_434 & h2(all_0_749_749) = all_0_436_436 & h2(all_0_750_750) = all_0_438_438 & h2(all_0_751_751) = all_0_440_440 & h2(all_0_752_752) = all_0_442_442 & h2(all_0_753_753) = all_0_444_444 & h2(all_0_754_754) = all_0_446_446 & h2(all_0_755_755) = all_0_448_448 & h2(all_0_756_756) = all_0_450_450 & h2(all_0_757_757) = all_0_453_453 & h2(all_0_758_758) = all_0_455_455 & h2(all_0_759_759) = all_0_457_457 & h2(all_0_760_760) = all_0_459_459 & h2(all_0_761_761) = all_0_461_461 & h2(all_0_762_762) = all_0_463_463 & h2(all_0_763_763) = all_0_466_466 & h2(all_0_764_764) = all_0_468_468 & h2(all_0_765_765) = all_0_470_470 & h2(all_0_766_766) = all_0_472_472 & h2(all_0_767_767) = all_0_474_474 & h2(all_0_768_768) = all_0_476_476 & h2(all_0_769_769) = all_0_478_478 & h2(all_0_770_770) = all_0_480_480 & h2(all_0_771_771) = all_0_482_482 & h2(all_0_772_772) = all_0_484_484 & h2(all_0_773_773) = all_0_486_486 & h2(all_0_774_774) = all_0_488_488 & h2(e16) = e21 & h2(e15) = all_0_682_682 & h2(e14) = all_0_597_597 & h2(e13) = all_0_598_598 & h2(e12) = all_0_599_599 & h2(e11) = all_0_600_600 & h2(e10) = all_0_601_601 & h3(all_0_733_733) = all_0_311_311 & h3(all_0_734_734) = all_0_314_314 & h3(all_0_735_735) = all_0_317_317 & h3(all_0_736_736) = all_0_319_319 & h3(all_0_737_737) = all_0_322_322 & h3(all_0_738_738) = all_0_324_324 & h3(all_0_739_739) = all_0_326_326 & h3(all_0_740_740) = all_0_328_328 & h3(all_0_741_741) = all_0_330_330 & h3(all_0_742_742) = all_0_332_332 & h3(all_0_743_743) = all_0_334_334 & h3(all_0_744_744) = all_0_336_336 & h3(all_0_745_745) = all_0_338_338 & h3(all_0_746_746) = all_0_340_340 & h3(all_0_747_747) = all_0_342_342 & h3(all_0_748_748) = all_0_344_344 & h3(all_0_749_749) = all_0_346_346 & h3(all_0_750_750) = all_0_348_348 & h3(all_0_751_751) = all_0_350_350 & h3(all_0_752_752) = all_0_352_352 & h3(all_0_753_753) = all_0_354_354 & h3(all_0_754_754) = all_0_356_356 & h3(all_0_755_755) = all_0_358_358 & h3(all_0_756_756) = all_0_360_360 & h3(all_0_757_757) = all_0_363_363 & h3(all_0_758_758) = all_0_365_365 & h3(all_0_759_759) = all_0_367_367 & h3(all_0_760_760) = all_0_369_369 & h3(all_0_761_761) = all_0_371_371 & h3(all_0_762_762) = all_0_373_373 & h3(all_0_763_763) = all_0_376_376 & h3(all_0_764_764) = all_0_378_378 & h3(all_0_765_765) = all_0_380_380 & h3(all_0_766_766) = all_0_382_382 & h3(all_0_767_767) = all_0_384_384 & h3(all_0_768_768) = all_0_386_386 & h3(all_0_769_769) = all_0_388_388 & h3(all_0_770_770) = all_0_390_390 & h3(all_0_771_771) = all_0_392_392 & h3(all_0_772_772) = all_0_394_394 & h3(all_0_773_773) = all_0_396_396 & h3(all_0_774_774) = all_0_398_398 & h3(e16) = e22 & h3(e15) = all_0_675_675 & h3(e14) = all_0_592_592 & h3(e13) = all_0_593_593 & h3(e12) = all_0_594_594 & h3(e11) = all_0_595_595 & h3(e10) = all_0_596_596 & h4(all_0_733_733) = all_0_221_221 & h4(all_0_734_734) = all_0_224_224 & h4(all_0_735_735) = all_0_227_227 & h4(all_0_736_736) = all_0_229_229 & h4(all_0_737_737) = all_0_232_232 & h4(all_0_738_738) = all_0_234_234 & h4(all_0_739_739) = all_0_236_236 & h4(all_0_740_740) = all_0_238_238 & h4(all_0_741_741) = all_0_240_240 & h4(all_0_742_742) = all_0_242_242 & h4(all_0_743_743) = all_0_244_244 & h4(all_0_744_744) = all_0_246_246 & h4(all_0_745_745) = all_0_248_248 & h4(all_0_746_746) = all_0_250_250 & h4(all_0_747_747) = all_0_252_252 & h4(all_0_748_748) = all_0_254_254 & h4(all_0_749_749) = all_0_256_256 & h4(all_0_750_750) = all_0_258_258 & h4(all_0_751_751) = all_0_260_260 & h4(all_0_752_752) = all_0_262_262 & h4(all_0_753_753) = all_0_264_264 & h4(all_0_754_754) = all_0_266_266 & h4(all_0_755_755) = all_0_268_268 & h4(all_0_756_756) = all_0_270_270 & h4(all_0_757_757) = all_0_273_273 & h4(all_0_758_758) = all_0_275_275 & h4(all_0_759_759) = all_0_277_277 & h4(all_0_760_760) = all_0_279_279 & h4(all_0_761_761) = all_0_281_281 & h4(all_0_762_762) = all_0_283_283 & h4(all_0_763_763) = all_0_286_286 & h4(all_0_764_764) = all_0_288_288 & h4(all_0_765_765) = all_0_290_290 & h4(all_0_766_766) = all_0_292_292 & h4(all_0_767_767) = all_0_294_294 & h4(all_0_768_768) = all_0_296_296 & h4(all_0_769_769) = all_0_298_298 & h4(all_0_770_770) = all_0_300_300 & h4(all_0_771_771) = all_0_302_302 & h4(all_0_772_772) = all_0_304_304 & h4(all_0_773_773) = all_0_306_306 & h4(all_0_774_774) = all_0_308_308 & h4(e16) = e23 & h4(e15) = all_0_668_668 & h4(e14) = all_0_587_587 & h4(e13) = all_0_588_588 & h4(e12) = all_0_589_589 & h4(e11) = all_0_590_590 & h4(e10) = all_0_591_591 & h5(all_0_733_733) = all_0_131_131 & h5(all_0_734_734) = all_0_134_134 & h5(all_0_735_735) = all_0_137_137 & h5(all_0_736_736) = all_0_139_139 & h5(all_0_737_737) = all_0_142_142 & h5(all_0_738_738) = all_0_144_144 & h5(all_0_739_739) = all_0_146_146 & h5(all_0_740_740) = all_0_148_148 & h5(all_0_741_741) = all_0_150_150 & h5(all_0_742_742) = all_0_152_152 & h5(all_0_743_743) = all_0_154_154 & h5(all_0_744_744) = all_0_156_156 & h5(all_0_745_745) = all_0_158_158 & h5(all_0_746_746) = all_0_160_160 & h5(all_0_747_747) = all_0_162_162 & h5(all_0_748_748) = all_0_164_164 & h5(all_0_749_749) = all_0_166_166 & h5(all_0_750_750) = all_0_168_168 & h5(all_0_751_751) = all_0_170_170 & h5(all_0_752_752) = all_0_172_172 & h5(all_0_753_753) = all_0_174_174 & h5(all_0_754_754) = all_0_176_176 & h5(all_0_755_755) = all_0_178_178 & h5(all_0_756_756) = all_0_180_180 & h5(all_0_757_757) = all_0_183_183 & h5(all_0_758_758) = all_0_185_185 & h5(all_0_759_759) = all_0_187_187 & h5(all_0_760_760) = all_0_189_189 & h5(all_0_761_761) = all_0_191_191 & h5(all_0_762_762) = all_0_193_193 & h5(all_0_763_763) = all_0_196_196 & h5(all_0_764_764) = all_0_198_198 & h5(all_0_765_765) = all_0_200_200 & h5(all_0_766_766) = all_0_202_202 & h5(all_0_767_767) = all_0_204_204 & h5(all_0_768_768) = all_0_206_206 & h5(all_0_769_769) = all_0_208_208 & h5(all_0_770_770) = all_0_210_210 & h5(all_0_771_771) = all_0_212_212 & h5(all_0_772_772) = all_0_214_214 & h5(all_0_773_773) = all_0_216_216 & h5(all_0_774_774) = all_0_218_218 & h5(e16) = e24 & h5(e15) = all_0_660_660 & h5(e14) = all_0_582_582 & h5(e13) = all_0_583_583 & h5(e12) = all_0_584_584 & h5(e11) = all_0_585_585 & h5(e10) = all_0_586_586 & h6(all_0_733_733) = all_0_43_43 & h6(all_0_734_734) = all_0_46_46 & h6(all_0_735_735) = all_0_49_49 & h6(all_0_736_736) = all_0_50_50 & h6(all_0_737_737) = all_0_52_52 & h6(all_0_738_738) = all_0_54_54 & h6(all_0_739_739) = all_0_56_56 & h6(all_0_740_740) = all_0_58_58 & h6(all_0_741_741) = all_0_60_60 & h6(all_0_742_742) = all_0_62_62 & h6(all_0_743_743) = all_0_64_64 & h6(all_0_744_744) = all_0_66_66 & h6(all_0_745_745) = all_0_68_68 & h6(all_0_746_746) = all_0_70_70 & h6(all_0_747_747) = all_0_72_72 & h6(all_0_748_748) = all_0_74_74 & h6(all_0_749_749) = all_0_76_76 & h6(all_0_750_750) = all_0_78_78 & h6(all_0_751_751) = all_0_80_80 & h6(all_0_752_752) = all_0_82_82 & h6(all_0_753_753) = all_0_84_84 & h6(all_0_754_754) = all_0_86_86 & h6(all_0_755_755) = all_0_88_88 & h6(all_0_756_756) = all_0_90_90 & h6(all_0_757_757) = all_0_93_93 & h6(all_0_758_758) = all_0_95_95 & h6(all_0_759_759) = all_0_97_97 & h6(all_0_760_760) = all_0_99_99 & h6(all_0_761_761) = all_0_101_101 & h6(all_0_762_762) = all_0_103_103 & h6(all_0_763_763) = all_0_106_106 & h6(all_0_764_764) = all_0_108_108 & h6(all_0_765_765) = all_0_110_110 & h6(all_0_766_766) = all_0_112_112 & h6(all_0_767_767) = all_0_114_114 & h6(all_0_768_768) = all_0_116_116 & h6(all_0_769_769) = all_0_118_118 & h6(all_0_770_770) = all_0_120_120 & h6(all_0_771_771) = all_0_122_122 & h6(all_0_772_772) = all_0_124_124 & h6(all_0_773_773) = all_0_126_126 & h6(all_0_774_774) = all_0_128_128 & h6(e16) = e25 & h6(e15) = e21 & h6(e14) = all_0_579_579 & h6(e13) = all_0_580_580 & h6(e12) = all_0_581_581 & h6(e11) = all_0_682_682 & h6(e10) = all_0_656_656 & h7(all_0_733_733) = all_0_0_0 & h7(all_0_734_734) = all_0_1_1 & h7(all_0_735_735) = all_0_2_2 & h7(all_0_736_736) = all_0_3_3 & h7(all_0_737_737) = all_0_4_4 & h7(all_0_738_738) = all_0_5_5 & h7(all_0_739_739) = all_0_6_6 & h7(all_0_740_740) = all_0_7_7 & h7(all_0_741_741) = all_0_8_8 & h7(all_0_742_742) = all_0_9_9 & h7(all_0_743_743) = all_0_10_10 & h7(all_0_744_744) = all_0_11_11 & h7(all_0_745_745) = all_0_12_12 & h7(all_0_746_746) = all_0_13_13 & h7(all_0_747_747) = all_0_14_14 & h7(all_0_748_748) = all_0_15_15 & h7(all_0_749_749) = all_0_16_16 & h7(all_0_750_750) = all_0_17_17 & h7(all_0_751_751) = all_0_18_18 & h7(all_0_752_752) = all_0_19_19 & h7(all_0_753_753) = all_0_20_20 & h7(all_0_754_754) = all_0_21_21 & h7(all_0_755_755) = all_0_22_22 & h7(all_0_756_756) = all_0_23_23 & h7(all_0_757_757) = all_0_24_24 & h7(all_0_758_758) = all_0_25_25 & h7(all_0_759_759) = all_0_26_26 & h7(all_0_760_760) = all_0_27_27 & h7(all_0_761_761) = all_0_28_28 & h7(all_0_762_762) = all_0_29_29 & h7(all_0_763_763) = all_0_30_30 & h7(all_0_764_764) = all_0_31_31 & h7(all_0_765_765) = all_0_32_32 & h7(all_0_766_766) = all_0_33_33 & h7(all_0_767_767) = all_0_34_34 & h7(all_0_768_768) = all_0_35_35 & h7(all_0_769_769) = all_0_36_36 & h7(all_0_770_770) = all_0_37_37 & h7(all_0_771_771) = all_0_38_38 & h7(all_0_772_772) = all_0_39_39 & h7(all_0_773_773) = all_0_40_40 & h7(all_0_774_774) = all_0_41_41 & h7(e16) = e26 & h7(e15) = e25 & h7(e14) = e24 & h7(e13) = e23 & h7(e12) = e22 & h7(e11) = e21 & h7(e10) = e20 & op2(all_0_579_579, all_0_579_579) = all_0_65_65 & op2(all_0_579_579, all_0_580_580) = all_0_67_67 & op2(all_0_579_579, all_0_581_581) = all_0_69_69 & op2(all_0_579_579, all_0_656_656) = all_0_73_73 & op2(all_0_579_579, all_0_682_682) = all_0_71_71 & op2(all_0_579_579, e25) = all_0_61_61 & op2(all_0_579_579, e21) = all_0_63_63 & op2(all_0_580_580, all_0_579_579) = all_0_79_79 & op2(all_0_580_580, all_0_580_580) = all_0_81_81 & op2(all_0_580_580, all_0_581_581) = all_0_83_83 & op2(all_0_580_580, all_0_656_656) = all_0_87_87 & op2(all_0_580_580, all_0_682_682) = all_0_85_85 & op2(all_0_580_580, e25) = all_0_75_75 & op2(all_0_580_580, e21) = all_0_77_77 & op2(all_0_581_581, all_0_579_579) = all_0_92_92 & op2(all_0_581_581, all_0_580_580) = all_0_94_94 & op2(all_0_581_581, all_0_581_581) = all_0_96_96 & op2(all_0_581_581, all_0_656_656) = all_0_100_100 & op2(all_0_581_581, all_0_682_682) = all_0_98_98 & op2(all_0_581_581, e25) = all_0_89_89 & op2(all_0_581_581, e21) = all_0_91_91 & op2(all_0_582_582, all_0_582_582) = all_0_155_155 & op2(all_0_582_582, all_0_583_583) = all_0_157_157 & op2(all_0_582_582, all_0_584_584) = all_0_159_159 & op2(all_0_582_582, all_0_585_585) = all_0_161_161 & op2(all_0_582_582, all_0_586_586) = all_0_163_163 & op2(all_0_582_582, all_0_660_660) = all_0_153_153 & op2(all_0_582_582, e24) = all_0_151_151 & op2(all_0_583_583, all_0_582_582) = all_0_169_169 & op2(all_0_583_583, all_0_583_583) = all_0_171_171 & op2(all_0_583_583, all_0_584_584) = all_0_173_173 & op2(all_0_583_583, all_0_585_585) = all_0_175_175 & op2(all_0_583_583, all_0_586_586) = all_0_177_177 & op2(all_0_583_583, all_0_660_660) = all_0_167_167 & op2(all_0_583_583, e24) = all_0_165_165 & op2(all_0_584_584, all_0_582_582) = all_0_182_182 & op2(all_0_584_584, all_0_583_583) = all_0_184_184 & op2(all_0_584_584, all_0_584_584) = all_0_186_186 & op2(all_0_584_584, all_0_585_585) = all_0_188_188 & op2(all_0_584_584, all_0_586_586) = all_0_190_190 & op2(all_0_584_584, all_0_660_660) = all_0_181_181 & op2(all_0_584_584, e24) = all_0_179_179 & op2(all_0_585_585, all_0_582_582) = all_0_195_195 & op2(all_0_585_585, all_0_583_583) = all_0_197_197 & op2(all_0_585_585, all_0_584_584) = all_0_199_199 & op2(all_0_585_585, all_0_585_585) = all_0_201_201 & op2(all_0_585_585, all_0_586_586) = all_0_203_203 & op2(all_0_585_585, all_0_660_660) = all_0_194_194 & op2(all_0_585_585, all_0_660_660) = all_0_584_584 & op2(all_0_585_585, e24) = all_0_192_192 & op2(all_0_586_586, all_0_582_582) = all_0_209_209 & op2(all_0_586_586, all_0_583_583) = all_0_211_211 & op2(all_0_586_586, all_0_584_584) = all_0_213_213 & op2(all_0_586_586, all_0_585_585) = all_0_215_215 & op2(all_0_586_586, all_0_586_586) = all_0_217_217 & op2(all_0_586_586, all_0_660_660) = all_0_207_207 & op2(all_0_586_586, e24) = all_0_205_205 & op2(all_0_587_587, all_0_587_587) = all_0_245_245 & op2(all_0_587_587, all_0_588_588) = all_0_247_247 & op2(all_0_587_587, all_0_589_589) = all_0_249_249 & op2(all_0_587_587, all_0_590_590) = all_0_251_251 & op2(all_0_587_587, all_0_591_591) = all_0_253_253 & op2(all_0_587_587, all_0_668_668) = all_0_243_243 & op2(all_0_587_587, e23) = all_0_241_241 & op2(all_0_588_588, all_0_587_587) = all_0_259_259 & op2(all_0_588_588, all_0_588_588) = all_0_261_261 & op2(all_0_588_588, all_0_589_589) = all_0_263_263 & op2(all_0_588_588, all_0_590_590) = all_0_265_265 & op2(all_0_588_588, all_0_591_591) = all_0_267_267 & op2(all_0_588_588, all_0_668_668) = all_0_257_257 & op2(all_0_588_588, e23) = all_0_255_255 & op2(all_0_589_589, all_0_587_587) = all_0_272_272 & op2(all_0_589_589, all_0_588_588) = all_0_274_274 & op2(all_0_589_589, all_0_589_589) = all_0_276_276 & op2(all_0_589_589, all_0_590_590) = all_0_278_278 & op2(all_0_589_589, all_0_591_591) = all_0_280_280 & op2(all_0_589_589, all_0_668_668) = all_0_271_271 & op2(all_0_589_589, e23) = all_0_269_269 & op2(all_0_590_590, all_0_587_587) = all_0_285_285 & op2(all_0_590_590, all_0_588_588) = all_0_287_287 & op2(all_0_590_590, all_0_589_589) = all_0_289_289 & op2(all_0_590_590, all_0_590_590) = all_0_291_291 & op2(all_0_590_590, all_0_591_591) = all_0_293_293 & op2(all_0_590_590, all_0_668_668) = all_0_284_284 & op2(all_0_590_590, all_0_668_668) = all_0_589_589 & op2(all_0_590_590, e23) = all_0_282_282 & op2(all_0_591_591, all_0_587_587) = all_0_299_299 & op2(all_0_591_591, all_0_588_588) = all_0_301_301 & op2(all_0_591_591, all_0_589_589) = all_0_303_303 & op2(all_0_591_591, all_0_590_590) = all_0_305_305 & op2(all_0_591_591, all_0_591_591) = all_0_307_307 & op2(all_0_591_591, all_0_668_668) = all_0_297_297 & op2(all_0_591_591, e23) = all_0_295_295 & op2(all_0_592_592, all_0_592_592) = all_0_335_335 & op2(all_0_592_592, all_0_593_593) = all_0_337_337 & op2(all_0_592_592, all_0_594_594) = all_0_339_339 & op2(all_0_592_592, all_0_595_595) = all_0_341_341 & op2(all_0_592_592, all_0_596_596) = all_0_343_343 & op2(all_0_592_592, all_0_675_675) = all_0_333_333 & op2(all_0_592_592, e22) = all_0_331_331 & op2(all_0_593_593, all_0_592_592) = all_0_349_349 & op2(all_0_593_593, all_0_593_593) = all_0_351_351 & op2(all_0_593_593, all_0_594_594) = all_0_353_353 & op2(all_0_593_593, all_0_595_595) = all_0_355_355 & op2(all_0_593_593, all_0_596_596) = all_0_357_357 & op2(all_0_593_593, all_0_675_675) = all_0_347_347 & op2(all_0_593_593, e22) = all_0_345_345 & op2(all_0_594_594, all_0_592_592) = all_0_362_362 & op2(all_0_594_594, all_0_593_593) = all_0_364_364 & op2(all_0_594_594, all_0_594_594) = all_0_366_366 & op2(all_0_594_594, all_0_595_595) = all_0_368_368 & op2(all_0_594_594, all_0_596_596) = all_0_370_370 & op2(all_0_594_594, all_0_675_675) = all_0_361_361 & op2(all_0_594_594, e22) = all_0_359_359 & op2(all_0_595_595, all_0_592_592) = all_0_375_375 & op2(all_0_595_595, all_0_593_593) = all_0_377_377 & op2(all_0_595_595, all_0_594_594) = all_0_379_379 & op2(all_0_595_595, all_0_595_595) = all_0_381_381 & op2(all_0_595_595, all_0_596_596) = all_0_383_383 & op2(all_0_595_595, all_0_675_675) = all_0_374_374 & op2(all_0_595_595, all_0_675_675) = all_0_594_594 & op2(all_0_595_595, e22) = all_0_372_372 & op2(all_0_596_596, all_0_592_592) = all_0_389_389 & op2(all_0_596_596, all_0_593_593) = all_0_391_391 & op2(all_0_596_596, all_0_594_594) = all_0_393_393 & op2(all_0_596_596, all_0_595_595) = all_0_395_395 & op2(all_0_596_596, all_0_596_596) = all_0_397_397 & op2(all_0_596_596, all_0_675_675) = all_0_387_387 & op2(all_0_596_596, e22) = all_0_385_385 & op2(all_0_597_597, all_0_597_597) = all_0_425_425 & op2(all_0_597_597, all_0_598_598) = all_0_427_427 & op2(all_0_597_597, all_0_599_599) = all_0_429_429 & op2(all_0_597_597, all_0_600_600) = all_0_431_431 & op2(all_0_597_597, all_0_601_601) = all_0_433_433 & op2(all_0_597_597, all_0_682_682) = all_0_423_423 & op2(all_0_597_597, e21) = all_0_421_421 & op2(all_0_598_598, all_0_597_597) = all_0_439_439 & op2(all_0_598_598, all_0_598_598) = all_0_441_441 & op2(all_0_598_598, all_0_599_599) = all_0_443_443 & op2(all_0_598_598, all_0_600_600) = all_0_445_445 & op2(all_0_598_598, all_0_601_601) = all_0_447_447 & op2(all_0_598_598, all_0_682_682) = all_0_437_437 & op2(all_0_598_598, e21) = all_0_435_435 & op2(all_0_599_599, all_0_597_597) = all_0_452_452 & op2(all_0_599_599, all_0_598_598) = all_0_454_454 & op2(all_0_599_599, all_0_599_599) = all_0_456_456 & op2(all_0_599_599, all_0_600_600) = all_0_458_458 & op2(all_0_599_599, all_0_601_601) = all_0_460_460 & op2(all_0_599_599, all_0_682_682) = all_0_451_451 & op2(all_0_599_599, e21) = all_0_449_449 & op2(all_0_600_600, all_0_597_597) = all_0_465_465 & op2(all_0_600_600, all_0_598_598) = all_0_467_467 & op2(all_0_600_600, all_0_599_599) = all_0_469_469 & op2(all_0_600_600, all_0_600_600) = all_0_471_471 & op2(all_0_600_600, all_0_601_601) = all_0_473_473 & op2(all_0_600_600, all_0_682_682) = all_0_464_464 & op2(all_0_600_600, all_0_682_682) = all_0_599_599 & op2(all_0_600_600, e21) = all_0_462_462 & op2(all_0_601_601, all_0_597_597) = all_0_479_479 & op2(all_0_601_601, all_0_598_598) = all_0_481_481 & op2(all_0_601_601, all_0_599_599) = all_0_483_483 & op2(all_0_601_601, all_0_600_600) = all_0_485_485 & op2(all_0_601_601, all_0_601_601) = all_0_487_487 & op2(all_0_601_601, all_0_682_682) = all_0_477_477 & op2(all_0_601_601, e21) = all_0_475_475 & op2(all_0_602_602, all_0_602_602) = all_0_515_515 & op2(all_0_602_602, all_0_603_603) = all_0_517_517 & op2(all_0_602_602, all_0_604_604) = all_0_519_519 & op2(all_0_602_602, all_0_605_605) = all_0_521_521 & op2(all_0_602_602, all_0_606_606) = all_0_523_523 & op2(all_0_602_602, all_0_690_690) = all_0_513_513 & op2(all_0_602_602, e20) = all_0_511_511 & op2(all_0_603_603, all_0_602_602) = all_0_529_529 & op2(all_0_603_603, all_0_603_603) = all_0_531_531 & op2(all_0_603_603, all_0_604_604) = all_0_533_533 & op2(all_0_603_603, all_0_605_605) = all_0_535_535 & op2(all_0_603_603, all_0_606_606) = all_0_537_537 & op2(all_0_603_603, all_0_690_690) = all_0_527_527 & op2(all_0_603_603, e20) = all_0_525_525 & op2(all_0_604_604, all_0_602_602) = all_0_542_542 & op2(all_0_604_604, all_0_603_603) = all_0_544_544 & op2(all_0_604_604, all_0_604_604) = all_0_546_546 & op2(all_0_604_604, all_0_605_605) = all_0_548_548 & op2(all_0_604_604, all_0_606_606) = all_0_550_550 & op2(all_0_604_604, all_0_690_690) = all_0_541_541 & op2(all_0_604_604, e20) = all_0_539_539 & op2(all_0_605_605, all_0_602_602) = all_0_555_555 & op2(all_0_605_605, all_0_603_603) = all_0_557_557 & op2(all_0_605_605, all_0_604_604) = all_0_559_559 & op2(all_0_605_605, all_0_605_605) = all_0_561_561 & op2(all_0_605_605, all_0_606_606) = all_0_563_563 & op2(all_0_605_605, all_0_690_690) = all_0_554_554 & op2(all_0_605_605, all_0_690_690) = all_0_604_604 & op2(all_0_605_605, e20) = all_0_552_552 & op2(all_0_606_606, all_0_602_602) = all_0_569_569 & op2(all_0_606_606, all_0_603_603) = all_0_571_571 & op2(all_0_606_606, all_0_604_604) = all_0_573_573 & op2(all_0_606_606, all_0_605_605) = all_0_575_575 & op2(all_0_606_606, all_0_606_606) = all_0_577_577 & op2(all_0_606_606, all_0_690_690) = all_0_567_567 & op2(all_0_606_606, e20) = all_0_565_565 & op2(all_0_607_607, e25) = e26 & op2(all_0_608_608, e24) = e26 & op2(all_0_609_609, e23) = e26 & op2(all_0_610_610, e22) = e26 & op2(all_0_611_611, e21) = e26 & op2(all_0_612_612, e20) = e26 & op2(all_0_613_613, e24) = e25 & op2(all_0_614_614, e23) = e25 & op2(all_0_615_615, e20) = e25 & op2(all_0_616_616, e26) = e24 & op2(all_0_617_617, e25) = e24 & op2(all_0_618_618, e24) = e24 & op2(all_0_619_619, e23) = e24 & op2(all_0_620_620, e22) = e24 & op2(all_0_621_621, e21) = e24 & op2(all_0_622_622, e20) = e24 & op2(all_0_623_623, e25) = e23 & op2(all_0_624_624, e24) = e23 & op2(all_0_625_625, e23) = e23 & op2(all_0_626_626, e22) = e23 & op2(all_0_627_627, e21) = e23 & op2(all_0_628_628, e20) = e23 & op2(all_0_629_629, e26) = e22 & op2(all_0_630_630, e25) = e22 & op2(all_0_631_631, e24) = e22 & op2(all_0_632_632, e23) = e22 & op2(all_0_633_633, e22) = e22 & op2(all_0_634_634, e21) = e22 & op2(all_0_635_635, e20) = e22 & op2(all_0_636_636, e25) = e21 & op2(all_0_637_637, e24) = e21 & op2(all_0_638_638, e23) = e21 & op2(all_0_639_639, e22) = e21 & op2(all_0_640_640, e21) = e21 & op2(all_0_641_641, e20) = e21 & op2(all_0_642_642, e26) = e20 & op2(all_0_643_643, e25) = e20 & op2(all_0_644_644, e24) = e20 & op2(all_0_645_645, e23) = e20 & op2(all_0_646_646, e22) = e20 & op2(all_0_647_647, e21) = e20 & op2(all_0_648_648, e20) = e20 & op2(all_0_649_649, e26) = all_0_616_616 & op2(all_0_650_650, e26) = all_0_629_629 & op2(all_0_651_651, e26) = all_0_642_642 & op2(all_0_652_652, e26) = e26 & op2(all_0_652_652, e25) = all_0_607_607 & op2(all_0_653_653, e25) = all_0_617_617 & op2(all_0_654_654, e25) = all_0_623_623 & op2(all_0_655_655, e25) = all_0_630_630 & op2(all_0_655_655, e22) = e25 & op2(all_0_656_656, all_0_579_579) = all_0_119_119 & op2(all_0_656_656, all_0_580_580) = all_0_121_121 & op2(all_0_656_656, all_0_581_581) = all_0_123_123 & op2(all_0_656_656, all_0_656_656) = all_0_127_127 & op2(all_0_656_656, all_0_682_682) = all_0_125_125 & op2(all_0_656_656, e25) = all_0_115_115 & op2(all_0_656_656, e25) = all_0_636_636 & op2(all_0_656_656, e21) = all_0_117_117 & op2(all_0_657_657, e25) = all_0_643_643 & op2(all_0_658_658, e26) = e23 & op2(all_0_658_658, e24) = all_0_608_608 & op2(all_0_659_659, e24) = all_0_613_613 & op2(all_0_660_660, all_0_582_582) = all_0_141_141 & op2(all_0_660_660, all_0_583_583) = all_0_143_143 & op2(all_0_660_660, all_0_584_584) = all_0_145_145 & op2(all_0_660_660, all_0_585_585) = all_0_147_147 & op2(all_0_660_660, all_0_586_586) = all_0_149_149 & op2(all_0_660_660, all_0_660_660) = all_0_140_140 & op2(all_0_660_660, all_0_660_660) = all_0_585_585 & op2(all_0_660_660, e24) = all_0_138_138 & op2(all_0_660_660, e24) = all_0_618_618 & op2(all_0_661_661, e24) = all_0_624_624 & op2(all_0_662_662, e24) = all_0_631_631 & op2(all_0_663_663, e24) = all_0_637_637 & op2(all_0_664_664, e24) = all_0_644_644 & op2(all_0_665_665, e26) = e21 & op2(all_0_665_665, e23) = all_0_609_609 & op2(all_0_666_666, e23) = all_0_614_614 & op2(all_0_667_667, e23) = all_0_619_619 & op2(all_0_668_668, all_0_587_587) = all_0_231_231 & op2(all_0_668_668, all_0_588_588) = all_0_233_233 & op2(all_0_668_668, all_0_589_589) = all_0_235_235 & op2(all_0_668_668, all_0_590_590) = all_0_237_237 & op2(all_0_668_668, all_0_591_591) = all_0_239_239 & op2(all_0_668_668, all_0_668_668) = all_0_230_230 & op2(all_0_668_668, all_0_668_668) = all_0_590_590 & op2(all_0_668_668, e23) = all_0_228_228 & op2(all_0_668_668, e23) = all_0_625_625 & op2(all_0_669_669, e23) = all_0_632_632 & op2(all_0_670_670, e23) = all_0_638_638 & op2(all_0_671_671, e23) = all_0_645_645 & op2(all_0_672_672, e22) = all_0_610_610 & op2(all_0_673_673, e22) = all_0_620_620 & op2(all_0_674_674, e22) = all_0_626_626 & op2(all_0_675_675, all_0_592_592) = all_0_321_321 & op2(all_0_675_675, all_0_593_593) = all_0_323_323 & op2(all_0_675_675, all_0_594_594) = all_0_325_325 & op2(all_0_675_675, all_0_595_595) = all_0_327_327 & op2(all_0_675_675, all_0_596_596) = all_0_329_329 & op2(all_0_675_675, all_0_675_675) = all_0_320_320 & op2(all_0_675_675, all_0_675_675) = all_0_595_595 & op2(all_0_675_675, e22) = all_0_318_318 & op2(all_0_675_675, e22) = all_0_633_633 & op2(all_0_676_676, e22) = all_0_639_639 & op2(all_0_676_676, e21) = e25 & op2(all_0_677_677, e22) = all_0_646_646 & op2(all_0_678_678, e21) = all_0_611_611 & op2(all_0_679_679, e21) = all_0_621_621 & op2(all_0_680_680, e21) = all_0_627_627 & op2(all_0_681_681, e21) = all_0_634_634 & op2(all_0_682_682, all_0_579_579) = all_0_105_105 & op2(all_0_682_682, all_0_580_580) = all_0_107_107 & op2(all_0_682_682, all_0_581_581) = all_0_109_109 & op2(all_0_682_682, all_0_597_597) = all_0_411_411 & op2(all_0_682_682, all_0_598_598) = all_0_413_413 & op2(all_0_682_682, all_0_599_599) = all_0_415_415 & op2(all_0_682_682, all_0_600_600) = all_0_417_417 & op2(all_0_682_682, all_0_601_601) = all_0_419_419 & op2(all_0_682_682, all_0_656_656) = all_0_113_113 & op2(all_0_682_682, all_0_682_682) = all_0_111_111 & op2(all_0_682_682, all_0_682_682) = all_0_410_410 & op2(all_0_682_682, all_0_682_682) = all_0_600_600 & op2(all_0_682_682, e25) = all_0_102_102 & op2(all_0_682_682, e21) = all_0_104_104 & op2(all_0_682_682, e21) = all_0_408_408 & op2(all_0_682_682, e21) = all_0_581_581 & op2(all_0_682_682, e21) = all_0_640_640 & op2(all_0_683_683, e21) = all_0_647_647 & op2(all_0_684_684, e26) = e25 & op2(all_0_684_684, e20) = all_0_612_612 & op2(all_0_685_685, e20) = all_0_615_615 & op2(all_0_686_686, e20) = all_0_622_622 & op2(all_0_687_687, e20) = all_0_628_628 & op2(all_0_688_688, e20) = all_0_635_635 & op2(all_0_689_689, e20) = all_0_641_641 & op2(all_0_690_690, all_0_602_602) = all_0_501_501 & op2(all_0_690_690, all_0_603_603) = all_0_503_503 & op2(all_0_690_690, all_0_604_604) = all_0_505_505 & op2(all_0_690_690, all_0_605_605) = all_0_507_507 & op2(all_0_690_690, all_0_606_606) = all_0_509_509 & op2(all_0_690_690, all_0_690_690) = all_0_500_500 & op2(all_0_690_690, all_0_690_690) = all_0_605_605 & op2(all_0_690_690, e20) = all_0_498_498 & op2(all_0_690_690, e20) = all_0_648_648 & op2(e26, e26) = e25 & op2(e26, e25) = e20 & op2(e26, e24) = all_0_649_649 & op2(e26, e23) = e24 & op2(e26, e22) = all_0_650_650 & op2(e26, e21) = e23 & op2(e26, e20) = all_0_651_651 & op2(e25, all_0_579_579) = all_0_42_42 & op2(e25, all_0_580_580) = all_0_44_44 & op2(e25, all_0_580_580) = all_0_579_579 & op2(e25, all_0_581_581) = all_0_45_45 & op2(e25, all_0_656_656) = all_0_48_48 & op2(e25, all_0_682_682) = all_0_47_47 & op2(e25, all_0_682_682) = all_0_580_580 & op2(e25, e26) = all_0_652_652 & op2(e25, e25) = e21 & op2(e25, e24) = all_0_653_653 & op2(e25, e23) = all_0_654_654 & op2(e25, e22) = all_0_655_655 & op2(e25, e21) = all_0_656_656 & op2(e25, e20) = all_0_657_657 & op2(e24, all_0_582_582) = all_0_130_130 & op2(e24, all_0_583_583) = all_0_132_132 & op2(e24, all_0_583_583) = all_0_582_582 & op2(e24, all_0_584_584) = all_0_133_133 & op2(e24, all_0_585_585) = all_0_135_135 & op2(e24, all_0_585_585) = all_0_583_583 & op2(e24, all_0_586_586) = all_0_136_136 & op2(e24, all_0_660_660) = all_0_129_129 & op2(e24, all_0_660_660) = all_0_586_586 & op2(e24, e26) = all_0_658_658 & op2(e24, e25) = all_0_659_659 & op2(e24, e24) = all_0_660_660 & op2(e24, e23) = all_0_661_661 & op2(e24, e22) = all_0_662_662 & op2(e24, e21) = all_0_663_663 & op2(e24, e20) = all_0_664_664 & op2(e23, all_0_587_587) = all_0_220_220 & op2(e23, all_0_588_588) = all_0_222_222 & op2(e23, all_0_588_588) = all_0_587_587 & op2(e23, all_0_589_589) = all_0_223_223 & op2(e23, all_0_590_590) = all_0_225_225 & op2(e23, all_0_590_590) = all_0_588_588 & op2(e23, all_0_591_591) = all_0_226_226 & op2(e23, all_0_668_668) = all_0_219_219 & op2(e23, all_0_668_668) = all_0_591_591 & op2(e23, e26) = all_0_665_665 & op2(e23, e25) = all_0_666_666 & op2(e23, e24) = all_0_667_667 & op2(e23, e23) = all_0_668_668 & op2(e23, e22) = all_0_669_669 & op2(e23, e21) = all_0_670_670 & op2(e23, e20) = all_0_671_671 & op2(e22, all_0_592_592) = all_0_310_310 & op2(e22, all_0_593_593) = all_0_312_312 & op2(e22, all_0_593_593) = all_0_592_592 & op2(e22, all_0_594_594) = all_0_313_313 & op2(e22, all_0_595_595) = all_0_315_315 & op2(e22, all_0_595_595) = all_0_593_593 & op2(e22, all_0_596_596) = all_0_316_316 & op2(e22, all_0_675_675) = all_0_309_309 & op2(e22, all_0_675_675) = all_0_596_596 & op2(e22, e26) = all_0_672_672 & op2(e22, e25) = e25 & op2(e22, e24) = all_0_673_673 & op2(e22, e23) = all_0_674_674 & op2(e22, e22) = all_0_675_675 & op2(e22, e21) = all_0_676_676 & op2(e22, e20) = all_0_677_677 & op2(e21, all_0_579_579) = all_0_51_51 & op2(e21, all_0_580_580) = all_0_53_53 & op2(e21, all_0_581_581) = all_0_55_55 & op2(e21, all_0_597_597) = all_0_400_400 & op2(e21, all_0_598_598) = all_0_402_402 & op2(e21, all_0_598_598) = all_0_597_597 & op2(e21, all_0_599_599) = all_0_403_403 & op2(e21, all_0_600_600) = all_0_405_405 & op2(e21, all_0_600_600) = all_0_598_598 & op2(e21, all_0_601_601) = all_0_406_406 & op2(e21, all_0_656_656) = all_0_59_59 & op2(e21, all_0_682_682) = all_0_57_57 & op2(e21, all_0_682_682) = all_0_399_399 & op2(e21, all_0_682_682) = all_0_601_601 & op2(e21, e26) = all_0_678_678 & op2(e21, e25) = e22 & op2(e21, e24) = all_0_679_679 & op2(e21, e23) = all_0_680_680 & op2(e21, e22) = all_0_681_681 & op2(e21, e21) = all_0_682_682 & op2(e21, e20) = all_0_683_683 & op2(e20, all_0_602_602) = all_0_490_490 & op2(e20, all_0_603_603) = all_0_492_492 & op2(e20, all_0_603_603) = all_0_602_602 & op2(e20, all_0_604_604) = all_0_493_493 & op2(e20, all_0_605_605) = all_0_495_495 & op2(e20, all_0_605_605) = all_0_603_603 & op2(e20, all_0_606_606) = all_0_496_496 & op2(e20, all_0_690_690) = all_0_489_489 & op2(e20, all_0_690_690) = all_0_606_606 & op2(e20, e26) = all_0_684_684 & op2(e20, e25) = all_0_685_685 & op2(e20, e24) = all_0_686_686 & op2(e20, e23) = all_0_687_687 & op2(e20, e22) = all_0_688_688 & op2(e20, e21) = all_0_689_689 & op2(e20, e20) = all_0_690_690 & ! [v0] : ! [v1] : ! [v2] : ! [v3] : (v1 = v0 | ~ (op1(v3, v2) = v1) | ~ (op1(v3, v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : ! [v3] : (v1 = v0 | ~ (op2(v3, v2) = v1) | ~ (op2(v3, v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h1(v2) = v1) | ~ (h1(v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h2(v2) = v1) | ~ (h2(v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h3(v2) = v1) | ~ (h3(v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h4(v2) = v1) | ~ (h4(v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h5(v2) = v1) | ~ (h5(v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h6(v2) = v1) | ~ (h6(v2) = v0)) & ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h7(v2) = v1) | ~ (h7(v2) = v0)) & ( ~ (all_0_0_0 = all_0_649_649) | ~ (all_0_1_1 = all_0_650_650) | ~ (all_0_2_2 = all_0_651_651) | ~ (all_0_3_3 = all_0_652_652) | ~ (all_0_4_4 = all_0_653_653) | ~ (all_0_5_5 = all_0_654_654) | ~ (all_0_6_6 = all_0_655_655) | ~ (all_0_7_7 = all_0_656_656) | ~ (all_0_8_8 = all_0_657_657) | ~ (all_0_9_9 = all_0_658_658) | ~ (all_0_10_10 = all_0_659_659) | ~ (all_0_11_11 = all_0_660_660) | ~ (all_0_12_12 = all_0_661_661) | ~ (all_0_13_13 = all_0_662_662) | ~ (all_0_14_14 = all_0_663_663) | ~ (all_0_15_15 = all_0_664_664) | ~ (all_0_16_16 = all_0_665_665) | ~ (all_0_17_17 = all_0_666_666) | ~ (all_0_18_18 = all_0_667_667) | ~ (all_0_19_19 = all_0_668_668) | ~ (all_0_20_20 = all_0_669_669) | ~ (all_0_21_21 = all_0_670_670) | ~ (all_0_22_22 = all_0_671_671) | ~ (all_0_23_23 = all_0_672_672) | ~ (all_0_24_24 = all_0_673_673) | ~ (all_0_25_25 = all_0_674_674) | ~ (all_0_26_26 = all_0_675_675) | ~ (all_0_27_27 = all_0_676_676) | ~ (all_0_28_28 = all_0_677_677) | ~ (all_0_29_29 = all_0_678_678) | ~ (all_0_30_30 = all_0_679_679) | ~ (all_0_31_31 = all_0_680_680) | ~ (all_0_32_32 = all_0_681_681) | ~ (all_0_33_33 = all_0_682_682) | ~ (all_0_34_34 = all_0_683_683) | ~ (all_0_35_35 = all_0_684_684) | ~ (all_0_36_36 = all_0_685_685) | ~ (all_0_37_37 = all_0_686_686) | ~ (all_0_38_38 = all_0_687_687) | ~ (all_0_39_39 = all_0_688_688) | ~ (all_0_40_40 = all_0_689_689) | ~ (all_0_41_41 = all_0_690_690)) & ( ~ (all_0_42_42 = all_0_43_43) | ~ (all_0_44_44 = all_0_579_579) | ~ (all_0_45_45 = all_0_46_46) | ~ (all_0_47_47 = all_0_580_580) | ~ (all_0_48_48 = all_0_49_49) | ~ (all_0_50_50 = e22) | ~ (all_0_51_51 = all_0_52_52) | ~ (all_0_53_53 = all_0_54_54) | ~ (all_0_55_55 = all_0_56_56) | ~ (all_0_57_57 = all_0_58_58) | ~ (all_0_59_59 = all_0_60_60) | ~ (all_0_61_61 = all_0_62_62) | ~ (all_0_63_63 = all_0_64_64) | ~ (all_0_65_65 = all_0_66_66) | ~ (all_0_67_67 = all_0_68_68) | ~ (all_0_69_69 = all_0_70_70) | ~ (all_0_71_71 = all_0_72_72) | ~ (all_0_73_73 = all_0_74_74) | ~ (all_0_75_75 = all_0_76_76) | ~ (all_0_77_77 = all_0_78_78) | ~ (all_0_79_79 = all_0_80_80) | ~ (all_0_81_81 = all_0_82_82) | ~ (all_0_83_83 = all_0_84_84) | ~ (all_0_85_85 = all_0_86_86) | ~ (all_0_87_87 = all_0_88_88) | ~ (all_0_89_89 = all_0_90_90) | ~ (all_0_91_91 = e21) | ~ (all_0_92_92 = all_0_93_93) | ~ (all_0_94_94 = all_0_95_95) | ~ (all_0_96_96 = all_0_97_97) | ~ (all_0_98_98 = all_0_99_99) | ~ (all_0_100_100 = all_0_101_101) | ~ (all_0_102_102 = all_0_103_103) | ~ (all_0_104_104 = all_0_581_581) | ~ (all_0_105_105 = all_0_106_106) | ~ (all_0_107_107 = all_0_108_108) | ~ (all_0_109_109 = all_0_110_110) | ~ (all_0_111_111 = all_0_112_112) | ~ (all_0_113_113 = all_0_114_114) | ~ (all_0_115_115 = all_0_116_116) | ~ (all_0_117_117 = all_0_118_118) | ~ (all_0_119_119 = all_0_120_120) | ~ (all_0_121_121 = all_0_122_122) | ~ (all_0_123_123 = all_0_124_124) | ~ (all_0_125_125 = all_0_126_126) | ~ (all_0_127_127 = all_0_128_128) | ( ~ (all_0_579_579 = e26) & ~ (all_0_580_580 = e26) & ~ (all_0_581_581 = e26) & ~ (all_0_656_656 = e26) & ~ (all_0_682_682 = e26)) | ( ~ (all_0_579_579 = e24) & ~ (all_0_580_580 = e24) & ~ (all_0_581_581 = e24) & ~ (all_0_656_656 = e24) & ~ (all_0_682_682 = e24)) | ( ~ (all_0_579_579 = e23) & ~ (all_0_580_580 = e23) & ~ (all_0_581_581 = e23)) | ( ~ (all_0_579_579 = e22) & ~ (all_0_580_580 = e22) & ~ (all_0_581_581 = e22) & ~ (all_0_656_656 = e22)) | ( ~ (all_0_579_579 = e20) & ~ (all_0_580_580 = e20) & ~ (all_0_581_581 = e20) & ~ (all_0_656_656 = e20) & ~ (all_0_682_682 = e20))) & ( ~ (all_0_129_129 = all_0_586_586) | ~ (all_0_130_130 = all_0_131_131) | ~ (all_0_132_132 = all_0_582_582) | ~ (all_0_133_133 = all_0_134_134) | ~ (all_0_135_135 = all_0_583_583) | ~ (all_0_136_136 = all_0_137_137) | ~ (all_0_138_138 = all_0_139_139) | ~ (all_0_140_140 = all_0_585_585) | ~ (all_0_141_141 = all_0_142_142) | ~ (all_0_143_143 = all_0_144_144) | ~ (all_0_145_145 = all_0_146_146) | ~ (all_0_147_147 = all_0_148_148) | ~ (all_0_149_149 = all_0_150_150) | ~ (all_0_151_151 = all_0_152_152) | ~ (all_0_153_153 = all_0_154_154) | ~ (all_0_155_155 = all_0_156_156) | ~ (all_0_157_157 = all_0_158_158) | ~ (all_0_159_159 = all_0_160_160) | ~ (all_0_161_161 = all_0_162_162) | ~ (all_0_163_163 = all_0_164_164) | ~ (all_0_165_165 = all_0_166_166) | ~ (all_0_167_167 = all_0_168_168) | ~ (all_0_169_169 = all_0_170_170) | ~ (all_0_171_171 = all_0_172_172) | ~ (all_0_173_173 = all_0_174_174) | ~ (all_0_175_175 = all_0_176_176) | ~ (all_0_177_177 = all_0_178_178) | ~ (all_0_179_179 = all_0_180_180) | ~ (all_0_181_181 = all_0_660_660) | ~ (all_0_182_182 = all_0_183_183) | ~ (all_0_184_184 = all_0_185_185) | ~ (all_0_186_186 = all_0_187_187) | ~ (all_0_188_188 = all_0_189_189) | ~ (all_0_190_190 = all_0_191_191) | ~ (all_0_192_192 = all_0_193_193) | ~ (all_0_194_194 = all_0_584_584) | ~ (all_0_195_195 = all_0_196_196) | ~ (all_0_197_197 = all_0_198_198) | ~ (all_0_199_199 = all_0_200_200) | ~ (all_0_201_201 = all_0_202_202) | ~ (all_0_203_203 = all_0_204_204) | ~ (all_0_205_205 = all_0_206_206) | ~ (all_0_207_207 = all_0_208_208) | ~ (all_0_209_209 = all_0_210_210) | ~ (all_0_211_211 = all_0_212_212) | ~ (all_0_213_213 = all_0_214_214) | ~ (all_0_215_215 = all_0_216_216) | ~ (all_0_217_217 = all_0_218_218) | ( ~ (all_0_582_582 = e26) & ~ (all_0_583_583 = e26) & ~ (all_0_584_584 = e26) & ~ (all_0_585_585 = e26) & ~ (all_0_586_586 = e26) & ~ (all_0_660_660 = e26)) | ( ~ (all_0_582_582 = e25) & ~ (all_0_583_583 = e25) & ~ (all_0_584_584 = e25) & ~ (all_0_585_585 = e25) & ~ (all_0_586_586 = e25) & ~ (all_0_660_660 = e25)) | ( ~ (all_0_582_582 = e23) & ~ (all_0_583_583 = e23) & ~ (all_0_584_584 = e23) & ~ (all_0_585_585 = e23) & ~ (all_0_586_586 = e23) & ~ (all_0_660_660 = e23)) | ( ~ (all_0_582_582 = e22) & ~ (all_0_583_583 = e22) & ~ (all_0_584_584 = e22) & ~ (all_0_585_585 = e22) & ~ (all_0_586_586 = e22) & ~ (all_0_660_660 = e22)) | ( ~ (all_0_582_582 = e21) & ~ (all_0_583_583 = e21) & ~ (all_0_584_584 = e21) & ~ (all_0_585_585 = e21) & ~ (all_0_586_586 = e21) & ~ (all_0_660_660 = e21)) | ( ~ (all_0_582_582 = e20) & ~ (all_0_583_583 = e20) & ~ (all_0_584_584 = e20) & ~ (all_0_585_585 = e20) & ~ (all_0_586_586 = e20) & ~ (all_0_660_660 = e20))) & ( ~ (all_0_219_219 = all_0_591_591) | ~ (all_0_220_220 = all_0_221_221) | ~ (all_0_222_222 = all_0_587_587) | ~ (all_0_223_223 = all_0_224_224) | ~ (all_0_225_225 = all_0_588_588) | ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20))) & ( ~ (all_0_309_309 = all_0_596_596) | ~ (all_0_310_310 = all_0_311_311) | ~ (all_0_312_312 = all_0_592_592) | ~ (all_0_313_313 = all_0_314_314) | ~ (all_0_315_315 = all_0_593_593) | ~ (all_0_316_316 = all_0_317_317) | ~ (all_0_318_318 = all_0_319_319) | ~ (all_0_320_320 = all_0_595_595) | ~ (all_0_321_321 = all_0_322_322) | ~ (all_0_323_323 = all_0_324_324) | ~ (all_0_325_325 = all_0_326_326) | ~ (all_0_327_327 = all_0_328_328) | ~ (all_0_329_329 = all_0_330_330) | ~ (all_0_331_331 = all_0_332_332) | ~ (all_0_333_333 = all_0_334_334) | ~ (all_0_335_335 = all_0_336_336) | ~ (all_0_337_337 = all_0_338_338) | ~ (all_0_339_339 = all_0_340_340) | ~ (all_0_341_341 = all_0_342_342) | ~ (all_0_343_343 = all_0_344_344) | ~ (all_0_345_345 = all_0_346_346) | ~ (all_0_347_347 = all_0_348_348) | ~ (all_0_349_349 = all_0_350_350) | ~ (all_0_351_351 = all_0_352_352) | ~ (all_0_353_353 = all_0_354_354) | ~ (all_0_355_355 = all_0_356_356) | ~ (all_0_357_357 = all_0_358_358) | ~ (all_0_359_359 = all_0_360_360) | ~ (all_0_361_361 = all_0_675_675) | ~ (all_0_362_362 = all_0_363_363) | ~ (all_0_364_364 = all_0_365_365) | ~ (all_0_366_366 = all_0_367_367) | ~ (all_0_368_368 = all_0_369_369) | ~ (all_0_370_370 = all_0_371_371) | ~ (all_0_372_372 = all_0_373_373) | ~ (all_0_374_374 = all_0_594_594) | ~ (all_0_375_375 = all_0_376_376) | ~ (all_0_377_377 = all_0_378_378) | ~ (all_0_379_379 = all_0_380_380) | ~ (all_0_381_381 = all_0_382_382) | ~ (all_0_383_383 = all_0_384_384) | ~ (all_0_385_385 = all_0_386_386) | ~ (all_0_387_387 = all_0_388_388) | ~ (all_0_389_389 = all_0_390_390) | ~ (all_0_391_391 = all_0_392_392) | ~ (all_0_393_393 = all_0_394_394) | ~ (all_0_395_395 = all_0_396_396) | ~ (all_0_397_397 = all_0_398_398) | ( ~ (all_0_592_592 = e26) & ~ (all_0_593_593 = e26) & ~ (all_0_594_594 = e26) & ~ (all_0_595_595 = e26) & ~ (all_0_596_596 = e26) & ~ (all_0_675_675 = e26)) | ( ~ (all_0_592_592 = e25) & ~ (all_0_593_593 = e25) & ~ (all_0_594_594 = e25) & ~ (all_0_595_595 = e25) & ~ (all_0_596_596 = e25)) | ( ~ (all_0_592_592 = e24) & ~ (all_0_593_593 = e24) & ~ (all_0_594_594 = e24) & ~ (all_0_595_595 = e24) & ~ (all_0_596_596 = e24) & ~ (all_0_675_675 = e24)) | ( ~ (all_0_592_592 = e23) & ~ (all_0_593_593 = e23) & ~ (all_0_594_594 = e23) & ~ (all_0_595_595 = e23) & ~ (all_0_596_596 = e23) & ~ (all_0_675_675 = e23)) | ( ~ (all_0_592_592 = e21) & ~ (all_0_593_593 = e21) & ~ (all_0_594_594 = e21) & ~ (all_0_595_595 = e21) & ~ (all_0_596_596 = e21) & ~ (all_0_675_675 = e21)) | ( ~ (all_0_592_592 = e20) & ~ (all_0_593_593 = e20) & ~ (all_0_594_594 = e20) & ~ (all_0_595_595 = e20) & ~ (all_0_596_596 = e20) & ~ (all_0_675_675 = e20))) & ( ~ (all_0_399_399 = all_0_601_601) | ~ (all_0_400_400 = all_0_401_401) | ~ (all_0_402_402 = all_0_597_597) | ~ (all_0_403_403 = all_0_404_404) | ~ (all_0_405_405 = all_0_598_598) | ~ (all_0_406_406 = all_0_407_407) | ~ (all_0_408_408 = all_0_409_409) | ~ (all_0_410_410 = all_0_600_600) | ~ (all_0_411_411 = all_0_412_412) | ~ (all_0_413_413 = all_0_414_414) | ~ (all_0_415_415 = all_0_416_416) | ~ (all_0_417_417 = all_0_418_418) | ~ (all_0_419_419 = all_0_420_420) | ~ (all_0_421_421 = all_0_422_422) | ~ (all_0_423_423 = all_0_424_424) | ~ (all_0_425_425 = all_0_426_426) | ~ (all_0_427_427 = all_0_428_428) | ~ (all_0_429_429 = all_0_430_430) | ~ (all_0_431_431 = all_0_432_432) | ~ (all_0_433_433 = all_0_434_434) | ~ (all_0_435_435 = all_0_436_436) | ~ (all_0_437_437 = all_0_438_438) | ~ (all_0_439_439 = all_0_440_440) | ~ (all_0_441_441 = all_0_442_442) | ~ (all_0_443_443 = all_0_444_444) | ~ (all_0_445_445 = all_0_446_446) | ~ (all_0_447_447 = all_0_448_448) | ~ (all_0_449_449 = all_0_450_450) | ~ (all_0_451_451 = all_0_682_682) | ~ (all_0_452_452 = all_0_453_453) | ~ (all_0_454_454 = all_0_455_455) | ~ (all_0_456_456 = all_0_457_457) | ~ (all_0_458_458 = all_0_459_459) | ~ (all_0_460_460 = all_0_461_461) | ~ (all_0_462_462 = all_0_463_463) | ~ (all_0_464_464 = all_0_599_599) | ~ (all_0_465_465 = all_0_466_466) | ~ (all_0_467_467 = all_0_468_468) | ~ (all_0_469_469 = all_0_470_470) | ~ (all_0_471_471 = all_0_472_472) | ~ (all_0_473_473 = all_0_474_474) | ~ (all_0_475_475 = all_0_476_476) | ~ (all_0_477_477 = all_0_478_478) | ~ (all_0_479_479 = all_0_480_480) | ~ (all_0_481_481 = all_0_482_482) | ~ (all_0_483_483 = all_0_484_484) | ~ (all_0_485_485 = all_0_486_486) | ~ (all_0_487_487 = all_0_488_488) | ( ~ (all_0_597_597 = e26) & ~ (all_0_598_598 = e26) & ~ (all_0_599_599 = e26) & ~ (all_0_600_600 = e26) & ~ (all_0_601_601 = e26) & ~ (all_0_682_682 = e26)) | ( ~ (all_0_597_597 = e25) & ~ (all_0_598_598 = e25) & ~ (all_0_599_599 = e25) & ~ (all_0_600_600 = e25) & ~ (all_0_601_601 = e25) & ~ (all_0_682_682 = e25)) | ( ~ (all_0_597_597 = e24) & ~ (all_0_598_598 = e24) & ~ (all_0_599_599 = e24) & ~ (all_0_600_600 = e24) & ~ (all_0_601_601 = e24) & ~ (all_0_682_682 = e24)) | ( ~ (all_0_597_597 = e23) & ~ (all_0_598_598 = e23) & ~ (all_0_599_599 = e23) & ~ (all_0_600_600 = e23) & ~ (all_0_601_601 = e23)) | ( ~ (all_0_597_597 = e22) & ~ (all_0_598_598 = e22) & ~ (all_0_599_599 = e22) & ~ (all_0_600_600 = e22) & ~ (all_0_601_601 = e22)) | ( ~ (all_0_597_597 = e20) & ~ (all_0_598_598 = e20) & ~ (all_0_599_599 = e20) & ~ (all_0_600_600 = e20) & ~ (all_0_601_601 = e20) & ~ (all_0_682_682 = e20))) & ( ~ (all_0_489_489 = all_0_606_606) | ~ (all_0_490_490 = all_0_491_491) | ~ (all_0_492_492 = all_0_602_602) | ~ (all_0_493_493 = all_0_494_494) | ~ (all_0_495_495 = all_0_603_603) | ~ (all_0_496_496 = all_0_497_497) | ~ (all_0_498_498 = all_0_499_499) | ~ (all_0_500_500 = all_0_605_605) | ~ (all_0_501_501 = all_0_502_502) | ~ (all_0_503_503 = all_0_504_504) | ~ (all_0_505_505 = all_0_506_506) | ~ (all_0_507_507 = all_0_508_508) | ~ (all_0_509_509 = all_0_510_510) | ~ (all_0_511_511 = all_0_512_512) | ~ (all_0_513_513 = all_0_514_514) | ~ (all_0_515_515 = all_0_516_516) | ~ (all_0_517_517 = all_0_518_518) | ~ (all_0_519_519 = all_0_520_520) | ~ (all_0_521_521 = all_0_522_522) | ~ (all_0_523_523 = all_0_524_524) | ~ (all_0_525_525 = all_0_526_526) | ~ (all_0_527_527 = all_0_528_528) | ~ (all_0_529_529 = all_0_530_530) | ~ (all_0_531_531 = all_0_532_532) | ~ (all_0_533_533 = all_0_534_534) | ~ (all_0_535_535 = all_0_536_536) | ~ (all_0_537_537 = all_0_538_538) | ~ (all_0_539_539 = all_0_540_540) | ~ (all_0_541_541 = all_0_690_690) | ~ (all_0_542_542 = all_0_543_543) | ~ (all_0_544_544 = all_0_545_545) | ~ (all_0_546_546 = all_0_547_547) | ~ (all_0_548_548 = all_0_549_549) | ~ (all_0_550_550 = all_0_551_551) | ~ (all_0_552_552 = all_0_553_553) | ~ (all_0_554_554 = all_0_604_604) | ~ (all_0_555_555 = all_0_556_556) | ~ (all_0_557_557 = all_0_558_558) | ~ (all_0_559_559 = all_0_560_560) | ~ (all_0_561_561 = all_0_562_562) | ~ (all_0_563_563 = all_0_564_564) | ~ (all_0_565_565 = all_0_566_566) | ~ (all_0_567_567 = all_0_568_568) | ~ (all_0_569_569 = all_0_570_570) | ~ (all_0_571_571 = all_0_572_572) | ~ (all_0_573_573 = all_0_574_574) | ~ (all_0_575_575 = all_0_576_576) | ~ (all_0_577_577 = all_0_578_578) | ( ~ (all_0_602_602 = e26) & ~ (all_0_603_603 = e26) & ~ (all_0_604_604 = e26) & ~ (all_0_605_605 = e26) & ~ (all_0_606_606 = e26) & ~ (all_0_690_690 = e26)) | ( ~ (all_0_602_602 = e25) & ~ (all_0_603_603 = e25) & ~ (all_0_604_604 = e25) & ~ (all_0_605_605 = e25) & ~ (all_0_606_606 = e25) & ~ (all_0_690_690 = e25)) | ( ~ (all_0_602_602 = e24) & ~ (all_0_603_603 = e24) & ~ (all_0_604_604 = e24) & ~ (all_0_605_605 = e24) & ~ (all_0_606_606 = e24) & ~ (all_0_690_690 = e24)) | ( ~ (all_0_602_602 = e23) & ~ (all_0_603_603 = e23) & ~ (all_0_604_604 = e23) & ~ (all_0_605_605 = e23) & ~ (all_0_606_606 = e23) & ~ (all_0_690_690 = e23)) | ( ~ (all_0_602_602 = e22) & ~ (all_0_603_603 = e22) & ~ (all_0_604_604 = e22) & ~ (all_0_605_605 = e22) & ~ (all_0_606_606 = e22) & ~ (all_0_690_690 = e22)) | ( ~ (all_0_602_602 = e21) & ~ (all_0_603_603 = e21) & ~ (all_0_604_604 = e21) & ~ (all_0_605_605 = e21) & ~ (all_0_606_606 = e21) & ~ (all_0_690_690 = e21))) & (all_0_649_649 = e26 | all_0_649_649 = e22 | all_0_649_649 = e21) & (all_0_649_649 = e26 | all_0_650_650 = e26 | all_0_651_651 = e26) & (all_0_649_649 = e26 | all_0_653_653 = e26 | all_0_660_660 = e26 | all_0_667_667 = e26 | all_0_673_673 = e26 | all_0_679_679 = e26 | all_0_686_686 = e26) & (all_0_649_649 = e22 | all_0_650_650 = e22 | all_0_651_651 = e22) & (all_0_649_649 = e22 | all_0_653_653 = e22 | all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22) & (all_0_649_649 = e21 | all_0_650_650 = e21 | all_0_651_651 = e21) & (all_0_649_649 = e21 | all_0_660_660 = e21 | all_0_667_667 = e21 | all_0_673_673 = e21 | all_0_679_679 = e21 | all_0_686_686 = e21) & (all_0_650_650 = e26 | all_0_650_650 = e22 | all_0_650_650 = e21) & (all_0_650_650 = e26 | all_0_655_655 = e26 | all_0_662_662 = e26 | all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26) & (all_0_650_650 = e22 | all_0_655_655 = e22 | all_0_662_662 = e22 | all_0_669_669 = e22 | all_0_675_675 = e22 | all_0_688_688 = e22) & (all_0_650_650 = e21 | all_0_662_662 = e21 | all_0_669_669 = e21 | all_0_675_675 = e21 | all_0_681_681 = e21 | all_0_688_688 = e21) & (all_0_651_651 = e26 | all_0_651_651 = e22 | all_0_651_651 = e21) & (all_0_651_651 = e26 | all_0_657_657 = e26 | all_0_664_664 = e26 | all_0_671_671 = e26 | all_0_677_677 = e26 | all_0_683_683 = e26 | all_0_690_690 = e26) & (all_0_651_651 = e22 | all_0_657_657 = e22 | all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22) & (all_0_651_651 = e21 | all_0_664_664 = e21 | all_0_671_671 = e21 | all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21) & (all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 | all_0_652_652 = e20) & (all_0_652_652 = e26 | all_0_653_653 = e26 | all_0_654_654 = e26 | all_0_655_655 = e26 | all_0_656_656 = e26 | all_0_657_657 = e26) & (all_0_652_652 = e26 | all_0_658_658 = e26 | all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26) & (all_0_652_652 = e24 | all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24) & (all_0_652_652 = e24 | all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24) & (all_0_652_652 = e23 | all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23) & (all_0_652_652 = e23 | all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23) & (all_0_652_652 = e22 | all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22) & (all_0_652_652 = e22 | all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22) & (all_0_652_652 = e20 | all_0_653_653 = e20 | all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20) & (all_0_652_652 = e20 | all_0_658_658 = e20 | all_0_665_665 = e20 | all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20) & (all_0_653_653 = e26 | all_0_653_653 = e25 | all_0_653_653 = e24 | all_0_653_653 = e23 | all_0_653_653 = e22 | all_0_653_653 = e20) & (all_0_653_653 = e25 | all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25) & (all_0_653_653 = e25 | all_0_660_660 = e25 | all_0_667_667 = e25 | all_0_679_679 = e25 | all_0_686_686 = e25) & (all_0_653_653 = e24 | all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24) & (all_0_653_653 = e23 | all_0_660_660 = e23 | all_0_667_667 = e23 | all_0_673_673 = e23 | all_0_679_679 = e23 | all_0_686_686 = e23) & (all_0_653_653 = e20 | all_0_660_660 = e20 | all_0_667_667 = e20 | all_0_673_673 = e20 | all_0_679_679 = e20 | all_0_686_686 = e20) & (all_0_654_654 = e26 | all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 | all_0_654_654 = e20) & (all_0_654_654 = e26 | all_0_661_661 = e26 | all_0_668_668 = e26 | all_0_674_674 = e26 | all_0_680_680 = e26 | all_0_687_687 = e26) & (all_0_654_654 = e25 | all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25) & (all_0_654_654 = e23 | all_0_661_661 = e23 | all_0_668_668 = e23 | all_0_674_674 = e23 | all_0_680_680 = e23 | all_0_687_687 = e23) & (all_0_654_654 = e22 | all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22) & (all_0_654_654 = e20 | all_0_661_661 = e20 | all_0_668_668 = e20 | all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20) & (all_0_655_655 = e26 | all_0_655_655 = e25 | all_0_655_655 = e24 | all_0_655_655 = e23 | all_0_655_655 = e22 | all_0_655_655 = e20) & (all_0_655_655 = e25 | all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25) & (all_0_655_655 = e24 | all_0_662_662 = e24 | all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24) & (all_0_655_655 = e23 | all_0_662_662 = e23 | all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23) & (all_0_655_655 = e20 | all_0_662_662 = e20 | all_0_669_669 = e20 | all_0_675_675 = e20 | all_0_681_681 = e20 | all_0_688_688 = e20) & (all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 | all_0_656_656 = e20) & (all_0_656_656 = e26 | all_0_663_663 = e26 | all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26) & (all_0_656_656 = e25 | all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25) & (all_0_656_656 = e24 | all_0_663_663 = e24 | all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24) & (all_0_656_656 = e22 | all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22) & (all_0_656_656 = e20 | all_0_663_663 = e20 | all_0_670_670 = e20 | all_0_676_676 = e20 | all_0_682_682 = e20 | all_0_689_689 = e20) & (all_0_657_657 = e26 | all_0_657_657 = e25 | all_0_657_657 = e24 | all_0_657_657 = e23 | all_0_657_657 = e22 | all_0_657_657 = e20) & (all_0_657_657 = e25 | all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25) & (all_0_657_657 = e24 | all_0_664_664 = e24 | all_0_671_671 = e24 | all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24) & (all_0_657_657 = e23 | all_0_664_664 = e23 | all_0_671_671 = e23 | all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23) & (all_0_657_657 = e20 | all_0_664_664 = e20 | all_0_671_671 = e20 | all_0_677_677 = e20 | all_0_683_683 = e20 | all_0_690_690 = e20) & (all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 | all_0_658_658 = e21 | all_0_658_658 = e20) & (all_0_658_658 = e26 | all_0_659_659 = e26 | all_0_660_660 = e26 | all_0_661_661 = e26 | all_0_662_662 = e26 | all_0_663_663 = e26 | all_0_664_664 = e26) & (all_0_658_658 = e24 | all_0_659_659 = e24 | all_0_660_660 = e24 | all_0_662_662 = e24 | all_0_663_663 = e24 | all_0_664_664 = e24) & (all_0_658_658 = e23 | all_0_659_659 = e23 | all_0_660_660 = e23 | all_0_661_661 = e23 | all_0_662_662 = e23 | all_0_664_664 = e23) & (all_0_658_658 = e22 | all_0_660_660 = e22 | all_0_661_661 = e22 | all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22) & (all_0_658_658 = e21 | all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21) & (all_0_658_658 = e21 | all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21) & (all_0_658_658 = e20 | all_0_660_660 = e20 | all_0_661_661 = e20 | all_0_662_662 = e20 | all_0_663_663 = e20 | all_0_664_664 = e20) & (all_0_659_659 = e26 | all_0_659_659 = e24 | all_0_659_659 = e23) & (all_0_659_659 = e26 | all_0_666_666 = e26 | all_0_685_685 = e26) & (all_0_659_659 = e24 | all_0_666_666 = e24 | all_0_685_685 = e24) & (all_0_659_659 = e23 | all_0_666_666 = e23 | all_0_685_685 = e23) & (all_0_660_660 = e26 | all_0_660_660 = e25 | all_0_660_660 = e24 | all_0_660_660 = e23 | all_0_660_660 = e22 | all_0_660_660 = e21 | all_0_660_660 = e20) & (all_0_660_660 = e25 | all_0_661_661 = e25 | all_0_662_662 = e25 | all_0_663_663 = e25 | all_0_664_664 = e25) & (all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_682_682 = e21 | all_0_690_690 = e20) & (all_0_661_661 = e26 | all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 | all_0_661_661 = e21 | all_0_661_661 = e20) & (all_0_661_661 = e21 | all_0_668_668 = e21 | all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21) & (all_0_662_662 = e26 | all_0_662_662 = e25 | all_0_662_662 = e24 | all_0_662_662 = e23 | all_0_662_662 = e22 | all_0_662_662 = e21 | all_0_662_662 = e20) & (all_0_663_663 = e26 | all_0_663_663 = e25 | all_0_663_663 = e24 | all_0_663_663 = e22 | all_0_663_663 = e21 | all_0_663_663 = e20) & (all_0_663_663 = e21 | all_0_670_670 = e21 | all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21) & (all_0_664_664 = e26 | all_0_664_664 = e25 | all_0_664_664 = e24 | all_0_664_664 = e23 | all_0_664_664 = e22 | all_0_664_664 = e21 | all_0_664_664 = e20) & (all_0_665_665 = e26 | all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 | all_0_665_665 = e21 | all_0_665_665 = e20) & (all_0_665_665 = e26 | all_0_666_666 = e26 | all_0_667_667 = e26 | all_0_668_668 = e26 | all_0_669_669 = e26 | all_0_670_670 = e26 | all_0_671_671 = e26) & (all_0_665_665 = e24 | all_0_666_666 = e24 | all_0_667_667 = e24 | all_0_669_669 = e24 | all_0_670_670 = e24 | all_0_671_671 = e24) & (all_0_665_665 = e23 | all_0_666_666 = e23 | all_0_667_667 = e23 | all_0_668_668 = e23 | all_0_669_669 = e23 | all_0_671_671 = e23) & (all_0_665_665 = e22 | all_0_667_667 = e22 | all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22) & (all_0_665_665 = e21 | all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21) & (all_0_665_665 = e20 | all_0_667_667 = e20 | all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20) & (all_0_666_666 = e26 | all_0_666_666 = e24 | all_0_666_666 = e23) & (all_0_667_667 = e26 | all_0_667_667 = e25 | all_0_667_667 = e24 | all_0_667_667 = e23 | all_0_667_667 = e22 | all_0_667_667 = e21 | all_0_667_667 = e20) & (all_0_667_667 = e25 | all_0_668_668 = e25 | all_0_669_669 = e25 | all_0_670_670 = e25 | all_0_671_671 = e25) & (all_0_668_668 = e26 | all_0_668_668 = e25 | all_0_668_668 = e23 | all_0_668_668 = e22 | all_0_668_668 = e21 | all_0_668_668 = e20) & (all_0_669_669 = e26 | all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 | all_0_669_669 = e21 | all_0_669_669 = e20) & (all_0_670_670 = e26 | all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 | all_0_670_670 = e21 | all_0_670_670 = e20) & (all_0_671_671 = e26 | all_0_671_671 = e25 | all_0_671_671 = e24 | all_0_671_671 = e23 | all_0_671_671 = e22 | all_0_671_671 = e21 | all_0_671_671 = e20) & (all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e21 | all_0_672_672 = e20) & (all_0_672_672 = e26 | all_0_673_673 = e26 | all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26) & (all_0_672_672 = e24 | all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24) & (all_0_672_672 = e23 | all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23) & (all_0_672_672 = e22 | all_0_673_673 = e22 | all_0_674_674 = e22 | all_0_675_675 = e22 | all_0_676_676 = e22 | all_0_677_677 = e22) & (all_0_672_672 = e21 | all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21) & (all_0_672_672 = e20 | all_0_673_673 = e20 | all_0_674_674 = e20 | all_0_675_675 = e20 | all_0_676_676 = e20 | all_0_677_677 = e20) & (all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 | all_0_673_673 = e21 | all_0_673_673 = e20) & (all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e21 | all_0_674_674 = e20) & (all_0_675_675 = e26 | all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 | all_0_675_675 = e21 | all_0_675_675 = e20) & (all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e21 | all_0_676_676 = e20) & (all_0_677_677 = e26 | all_0_677_677 = e24 | all_0_677_677 = e23 | all_0_677_677 = e22 | all_0_677_677 = e21 | all_0_677_677 = e20) & (all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e21 | all_0_678_678 = e20) & (all_0_678_678 = e26 | all_0_679_679 = e26 | all_0_680_680 = e26 | all_0_681_681 = e26 | all_0_682_682 = e26 | all_0_683_683 = e26) & (all_0_678_678 = e24 | all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24) & (all_0_678_678 = e23 | all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23) & (all_0_678_678 = e21 | all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21) & (all_0_678_678 = e20 | all_0_679_679 = e20 | all_0_680_680 = e20 | all_0_681_681 = e20 | all_0_682_682 = e20 | all_0_683_683 = e20) & (all_0_679_679 = e26 | all_0_679_679 = e25 | all_0_679_679 = e24 | all_0_679_679 = e23 | all_0_679_679 = e21 | all_0_679_679 = e20) & (all_0_679_679 = e25 | all_0_680_680 = e25 | all_0_681_681 = e25 | all_0_682_682 = e25 | all_0_683_683 = e25) & (all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 | all_0_680_680 = e21 | all_0_680_680 = e20) & (all_0_681_681 = e26 | all_0_681_681 = e25 | all_0_681_681 = e24 | all_0_681_681 = e23 | all_0_681_681 = e21 | all_0_681_681 = e20) & (all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e21 | all_0_682_682 = e20) & (all_0_683_683 = e26 | all_0_683_683 = e25 | all_0_683_683 = e24 | all_0_683_683 = e23 | all_0_683_683 = e21 | all_0_683_683 = e20) & (all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e21 | all_0_684_684 = e20) & (all_0_684_684 = e26 | all_0_685_685 = e26 | all_0_686_686 = e26 | all_0_687_687 = e26 | all_0_688_688 = e26 | all_0_689_689 = e26 | all_0_690_690 = e26) & (all_0_684_684 = e24 | all_0_685_685 = e24 | all_0_686_686 = e24 | all_0_688_688 = e24 | all_0_689_689 = e24 | all_0_690_690 = e24) & (all_0_684_684 = e23 | all_0_685_685 = e23 | all_0_686_686 = e23 | all_0_687_687 = e23 | all_0_688_688 = e23 | all_0_690_690 = e23) & (all_0_684_684 = e22 | all_0_686_686 = e22 | all_0_687_687 = e22 | all_0_688_688 = e22 | all_0_689_689 = e22 | all_0_690_690 = e22) & (all_0_684_684 = e21 | all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21) & (all_0_684_684 = e20 | all_0_686_686 = e20 | all_0_687_687 = e20 | all_0_688_688 = e20 | all_0_689_689 = e20 | all_0_690_690 = e20) & (all_0_685_685 = e26 | all_0_685_685 = e24 | all_0_685_685 = e23) & (all_0_686_686 = e26 | all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 | all_0_686_686 = e21 | all_0_686_686 = e20) & (all_0_686_686 = e25 | all_0_687_687 = e25 | all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25) & (all_0_687_687 = e26 | all_0_687_687 = e25 | all_0_687_687 = e23 | all_0_687_687 = e22 | all_0_687_687 = e21 | all_0_687_687 = e20) & (all_0_688_688 = e26 | all_0_688_688 = e25 | all_0_688_688 = e24 | all_0_688_688 = e23 | all_0_688_688 = e22 | all_0_688_688 = e21 | all_0_688_688 = e20) & (all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 | all_0_689_689 = e21 | all_0_689_689 = e20) & (all_0_690_690 = e26 | all_0_690_690 = e25 | all_0_690_690 = e24 | all_0_690_690 = e23 | all_0_690_690 = e22 | all_0_690_690 = e21 | all_0_690_690 = e20) & (all_0_733_733 = e16 | all_0_733_733 = e12 | all_0_733_733 = e11) & (all_0_733_733 = e16 | all_0_734_734 = e16 | all_0_735_735 = e16) & (all_0_733_733 = e16 | all_0_737_737 = e16 | all_0_744_744 = e16 | all_0_751_751 = e16 | all_0_757_757 = e16 | all_0_763_763 = e16 | all_0_770_770 = e16) & (all_0_733_733 = e12 | all_0_734_734 = e12 | all_0_735_735 = e12) & (all_0_733_733 = e12 | all_0_737_737 = e12 | all_0_744_744 = e12 | all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12) & (all_0_733_733 = e11 | all_0_734_734 = e11 | all_0_735_735 = e11) & (all_0_733_733 = e11 | all_0_744_744 = e11 | all_0_751_751 = e11 | all_0_757_757 = e11 | all_0_763_763 = e11 | all_0_770_770 = e11) & (all_0_734_734 = e16 | all_0_734_734 = e12 | all_0_734_734 = e11) & (all_0_734_734 = e16 | all_0_739_739 = e16 | all_0_746_746 = e16 | all_0_753_753 = e16 | all_0_759_759 = e16 | all_0_765_765 = e16 | all_0_772_772 = e16) & (all_0_734_734 = e12 | all_0_739_739 = e12 | all_0_746_746 = e12 | all_0_753_753 = e12 | all_0_759_759 = e12 | all_0_772_772 = e12) & (all_0_734_734 = e11 | all_0_746_746 = e11 | all_0_753_753 = e11 | all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11) & (all_0_735_735 = e16 | all_0_735_735 = e12 | all_0_735_735 = e11) & (all_0_735_735 = e16 | all_0_741_741 = e16 | all_0_748_748 = e16 | all_0_755_755 = e16 | all_0_761_761 = e16 | all_0_767_767 = e16 | all_0_774_774 = e16) & (all_0_735_735 = e12 | all_0_741_741 = e12 | all_0_748_748 = e12 | all_0_755_755 = e12 | all_0_761_761 = e12 | all_0_774_774 = e12) & (all_0_735_735 = e11 | all_0_748_748 = e11 | all_0_755_755 = e11 | all_0_761_761 = e11 | all_0_767_767 = e11 | all_0_774_774 = e11) & (all_0_736_736 = e16 | all_0_736_736 = e14 | all_0_736_736 = e13 | all_0_736_736 = e12 | all_0_736_736 = e10) & (all_0_736_736 = e16 | all_0_737_737 = e16 | all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16) & (all_0_736_736 = e16 | all_0_742_742 = e16 | all_0_749_749 = e16 | all_0_756_756 = e16 | all_0_762_762 = e16 | all_0_768_768 = e16) & (all_0_736_736 = e14 | all_0_737_737 = e14 | all_0_739_739 = e14 | all_0_740_740 = e14 | all_0_741_741 = e14) & (all_0_736_736 = e14 | all_0_742_742 = e14 | all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14) & (all_0_736_736 = e13 | all_0_737_737 = e13 | all_0_738_738 = e13 | all_0_739_739 = e13 | all_0_741_741 = e13) & (all_0_736_736 = e13 | all_0_742_742 = e13 | all_0_749_749 = e13 | all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13) & (all_0_736_736 = e12 | all_0_737_737 = e12 | all_0_738_738 = e12 | all_0_739_739 = e12 | all_0_740_740 = e12 | all_0_741_741 = e12) & (all_0_736_736 = e12 | all_0_742_742 = e12 | all_0_749_749 = e12 | all_0_756_756 = e12 | all_0_768_768 = e12) & (all_0_736_736 = e10 | all_0_737_737 = e10 | all_0_738_738 = e10 | all_0_739_739 = e10 | all_0_740_740 = e10 | all_0_741_741 = e10) & (all_0_736_736 = e10 | all_0_742_742 = e10 | all_0_749_749 = e10 | all_0_756_756 = e10 | all_0_762_762 = e10 | all_0_768_768 = e10) & (all_0_737_737 = e16 | all_0_737_737 = e15 | all_0_737_737 = e14 | all_0_737_737 = e13 | all_0_737_737 = e12 | all_0_737_737 = e10) & (all_0_737_737 = e15 | all_0_738_738 = e15 | all_0_739_739 = e15 | all_0_740_740 = e15 | all_0_741_741 = e15) & (all_0_737_737 = e15 | all_0_744_744 = e15 | all_0_751_751 = e15 | all_0_763_763 = e15 | all_0_770_770 = e15) & (all_0_737_737 = e14 | all_0_744_744 = e14 | all_0_751_751 = e14 | all_0_757_757 = e14 | all_0_763_763 = e14 | all_0_770_770 = e14) & (all_0_737_737 = e13 | all_0_744_744 = e13 | all_0_751_751 = e13 | all_0_757_757 = e13 | all_0_763_763 = e13 | all_0_770_770 = e13) & (all_0_737_737 = e10 | all_0_744_744 = e10 | all_0_751_751 = e10 | all_0_757_757 = e10 | all_0_763_763 = e10 | all_0_770_770 = e10) & (all_0_738_738 = e16 | all_0_738_738 = e15 | all_0_738_738 = e13 | all_0_738_738 = e12 | all_0_738_738 = e10) & (all_0_738_738 = e16 | all_0_745_745 = e16 | all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16) & (all_0_738_738 = e15 | all_0_745_745 = e15 | all_0_752_752 = e15 | all_0_764_764 = e15 | all_0_771_771 = e15) & (all_0_738_738 = e13 | all_0_745_745 = e13 | all_0_752_752 = e13 | all_0_758_758 = e13 | all_0_764_764 = e13 | all_0_771_771 = e13) & (all_0_738_738 = e12 | all_0_745_745 = e12 | all_0_752_752 = e12 | all_0_758_758 = e12 | all_0_771_771 = e12) & (all_0_738_738 = e10 | all_0_745_745 = e10 | all_0_752_752 = e10 | all_0_758_758 = e10 | all_0_764_764 = e10 | all_0_771_771 = e10) & (all_0_739_739 = e16 | all_0_739_739 = e15 | all_0_739_739 = e14 | all_0_739_739 = e13 | all_0_739_739 = e12 | all_0_739_739 = e10) & (all_0_739_739 = e15 | all_0_746_746 = e15 | all_0_753_753 = e15 | all_0_765_765 = e15 | all_0_772_772 = e15) & (all_0_739_739 = e14 | all_0_746_746 = e14 | all_0_753_753 = e14 | all_0_759_759 = e14 | all_0_765_765 = e14 | all_0_772_772 = e14) & (all_0_739_739 = e13 | all_0_746_746 = e13 | all_0_753_753 = e13 | all_0_759_759 = e13 | all_0_765_765 = e13 | all_0_772_772 = e13) & (all_0_739_739 = e10 | all_0_746_746 = e10 | all_0_753_753 = e10 | all_0_759_759 = e10 | all_0_765_765 = e10 | all_0_772_772 = e10) & (all_0_740_740 = e16 | all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10) & (all_0_740_740 = e16 | all_0_747_747 = e16 | all_0_754_754 = e16 | all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16) & (all_0_740_740 = e15 | all_0_747_747 = e15 | all_0_754_754 = e15 | all_0_766_766 = e15 | all_0_773_773 = e15) & (all_0_740_740 = e14 | all_0_747_747 = e14 | all_0_754_754 = e14 | all_0_760_760 = e14 | all_0_766_766 = e14 | all_0_773_773 = e14) & (all_0_740_740 = e12 | all_0_747_747 = e12 | all_0_754_754 = e12 | all_0_760_760 = e12 | all_0_773_773 = e12) & (all_0_740_740 = e10 | all_0_747_747 = e10 | all_0_754_754 = e10 | all_0_760_760 = e10 | all_0_766_766 = e10 | all_0_773_773 = e10) & (all_0_741_741 = e16 | all_0_741_741 = e15 | all_0_741_741 = e14 | all_0_741_741 = e13 | all_0_741_741 = e12 | all_0_741_741 = e10) & (all_0_741_741 = e15 | all_0_748_748 = e15 | all_0_755_755 = e15 | all_0_767_767 = e15 | all_0_774_774 = e15) & (all_0_741_741 = e14 | all_0_748_748 = e14 | all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14) & (all_0_741_741 = e13 | all_0_748_748 = e13 | all_0_755_755 = e13 | all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13) & (all_0_741_741 = e10 | all_0_748_748 = e10 | all_0_755_755 = e10 | all_0_761_761 = e10 | all_0_767_767 = e10 | all_0_774_774 = e10) & (all_0_742_742 = e16 | all_0_742_742 = e14 | all_0_742_742 = e13 | all_0_742_742 = e12 | all_0_742_742 = e11 | all_0_742_742 = e10) & (all_0_742_742 = e16 | all_0_743_743 = e16 | all_0_744_744 = e16 | all_0_745_745 = e16 | all_0_746_746 = e16 | all_0_747_747 = e16 | all_0_748_748 = e16) & (all_0_742_742 = e14 | all_0_743_743 = e14 | all_0_744_744 = e14 | all_0_746_746 = e14 | all_0_747_747 = e14 | all_0_748_748 = e14) & (all_0_742_742 = e13 | all_0_743_743 = e13 | all_0_744_744 = e13 | all_0_745_745 = e13 | all_0_746_746 = e13 | all_0_748_748 = e13) & (all_0_742_742 = e12 | all_0_744_744 = e12 | all_0_745_745 = e12 | all_0_746_746 = e12 | all_0_747_747 = e12 | all_0_748_748 = e12) & (all_0_742_742 = e11 | all_0_744_744 = e11 | all_0_745_745 = e11 | all_0_746_746 = e11 | all_0_747_747 = e11 | all_0_748_748 = e11) & (all_0_742_742 = e11 | all_0_749_749 = e11 | all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11) & (all_0_742_742 = e10 | all_0_744_744 = e10 | all_0_745_745 = e10 | all_0_746_746 = e10 | all_0_747_747 = e10 | all_0_748_748 = e10) & (all_0_743_743 = e16 | all_0_743_743 = e14 | all_0_743_743 = e13) & (all_0_743_743 = e16 | all_0_750_750 = e16 | all_0_769_769 = e16) & (all_0_743_743 = e14 | all_0_750_750 = e14 | all_0_769_769 = e14) & (all_0_743_743 = e13 | all_0_750_750 = e13 | all_0_769_769 = e13) & (all_0_744_744 = e16 | all_0_744_744 = e15 | all_0_744_744 = e14 | all_0_744_744 = e13 | all_0_744_744 = e12 | all_0_744_744 = e11 | all_0_744_744 = e10) & (all_0_744_744 = e15 | all_0_745_745 = e15 | all_0_746_746 = e15 | all_0_747_747 = e15 | all_0_748_748 = e15) & (all_0_744_744 = e14 | all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 | all_0_774_774 = e10) & (all_0_745_745 = e16 | all_0_745_745 = e15 | all_0_745_745 = e13 | all_0_745_745 = e12 | all_0_745_745 = e11 | all_0_745_745 = e10) & (all_0_745_745 = e11 | all_0_752_752 = e11 | all_0_758_758 = e11 | all_0_764_764 = e11 | all_0_771_771 = e11) & (all_0_746_746 = e16 | all_0_746_746 = e15 | all_0_746_746 = e14 | all_0_746_746 = e13 | all_0_746_746 = e12 | all_0_746_746 = e11 | all_0_746_746 = e10) & (all_0_747_747 = e16 | all_0_747_747 = e15 | all_0_747_747 = e14 | all_0_747_747 = e12 | all_0_747_747 = e11 | all_0_747_747 = e10) & (all_0_747_747 = e11 | all_0_754_754 = e11 | all_0_760_760 = e11 | all_0_766_766 = e11 | all_0_773_773 = e11) & (all_0_748_748 = e16 | all_0_748_748 = e15 | all_0_748_748 = e14 | all_0_748_748 = e13 | all_0_748_748 = e12 | all_0_748_748 = e11 | all_0_748_748 = e10) & (all_0_749_749 = e16 | all_0_749_749 = e14 | all_0_749_749 = e13 | all_0_749_749 = e12 | all_0_749_749 = e11 | all_0_749_749 = e10) & (all_0_749_749 = e16 | all_0_750_750 = e16 | all_0_751_751 = e16 | all_0_752_752 = e16 | all_0_753_753 = e16 | all_0_754_754 = e16 | all_0_755_755 = e16) & (all_0_749_749 = e14 | all_0_750_750 = e14 | all_0_751_751 = e14 | all_0_753_753 = e14 | all_0_754_754 = e14 | all_0_755_755 = e14) & (all_0_749_749 = e13 | all_0_750_750 = e13 | all_0_751_751 = e13 | all_0_752_752 = e13 | all_0_753_753 = e13 | all_0_755_755 = e13) & (all_0_749_749 = e12 | all_0_751_751 = e12 | all_0_752_752 = e12 | all_0_753_753 = e12 | all_0_754_754 = e12 | all_0_755_755 = e12) & (all_0_749_749 = e11 | all_0_751_751 = e11 | all_0_752_752 = e11 | all_0_753_753 = e11 | all_0_754_754 = e11 | all_0_755_755 = e11) & (all_0_749_749 = e10 | all_0_751_751 = e10 | all_0_752_752 = e10 | all_0_753_753 = e10 | all_0_754_754 = e10 | all_0_755_755 = e10) & (all_0_750_750 = e16 | all_0_750_750 = e14 | all_0_750_750 = e13) & (all_0_751_751 = e16 | all_0_751_751 = e15 | all_0_751_751 = e14 | all_0_751_751 = e13 | all_0_751_751 = e12 | all_0_751_751 = e11 | all_0_751_751 = e10) & (all_0_751_751 = e15 | all_0_752_752 = e15 | all_0_753_753 = e15 | all_0_754_754 = e15 | all_0_755_755 = e15) & (all_0_752_752 = e16 | all_0_752_752 = e15 | all_0_752_752 = e13 | all_0_752_752 = e12 | all_0_752_752 = e11 | all_0_752_752 = e10) & (all_0_753_753 = e16 | all_0_753_753 = e15 | all_0_753_753 = e14 | all_0_753_753 = e13 | all_0_753_753 = e12 | all_0_753_753 = e11 | all_0_753_753 = e10) & (all_0_754_754 = e16 | all_0_754_754 = e15 | all_0_754_754 = e14 | all_0_754_754 = e12 | all_0_754_754 = e11 | all_0_754_754 = e10) & (all_0_755_755 = e16 | all_0_755_755 = e15 | all_0_755_755 = e14 | all_0_755_755 = e13 | all_0_755_755 = e12 | all_0_755_755 = e11 | all_0_755_755 = e10) & (all_0_756_756 = e16 | all_0_756_756 = e14 | all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 | all_0_756_756 = e10) & (all_0_756_756 = e16 | all_0_757_757 = e16 | all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16) & (all_0_756_756 = e14 | all_0_757_757 = e14 | all_0_759_759 = e14 | all_0_760_760 = e14 | all_0_761_761 = e14) & (all_0_756_756 = e13 | all_0_757_757 = e13 | all_0_758_758 = e13 | all_0_759_759 = e13 | all_0_761_761 = e13) & (all_0_756_756 = e12 | all_0_757_757 = e12 | all_0_758_758 = e12 | all_0_759_759 = e12 | all_0_760_760 = e12 | all_0_761_761 = e12) & (all_0_756_756 = e11 | all_0_757_757 = e11 | all_0_758_758 = e11 | all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11) & (all_0_756_756 = e10 | all_0_757_757 = e10 | all_0_758_758 = e10 | all_0_759_759 = e10 | all_0_760_760 = e10 | all_0_761_761 = e10) & (all_0_757_757 = e16 | all_0_757_757 = e14 | all_0_757_757 = e13 | all_0_757_757 = e12 | all_0_757_757 = e11 | all_0_757_757 = e10) & (all_0_758_758 = e16 | all_0_758_758 = e13 | all_0_758_758 = e12 | all_0_758_758 = e11 | all_0_758_758 = e10) & (all_0_759_759 = e16 | all_0_759_759 = e14 | all_0_759_759 = e13 | all_0_759_759 = e12 | all_0_759_759 = e11 | all_0_759_759 = e10) & (all_0_760_760 = e16 | all_0_760_760 = e14 | all_0_760_760 = e12 | all_0_760_760 = e11 | all_0_760_760 = e10) & (all_0_761_761 = e16 | all_0_761_761 = e14 | all_0_761_761 = e13 | all_0_761_761 = e12 | all_0_761_761 = e11 | all_0_761_761 = e10) & (all_0_762_762 = e16 | all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 | all_0_762_762 = e10) & (all_0_762_762 = e16 | all_0_763_763 = e16 | all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16) & (all_0_762_762 = e14 | all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14) & (all_0_762_762 = e13 | all_0_763_763 = e13 | all_0_764_764 = e13 | all_0_765_765 = e13 | all_0_767_767 = e13) & (all_0_762_762 = e11 | all_0_763_763 = e11 | all_0_764_764 = e11 | all_0_765_765 = e11 | all_0_766_766 = e11 | all_0_767_767 = e11) & (all_0_762_762 = e10 | all_0_763_763 = e10 | all_0_764_764 = e10 | all_0_765_765 = e10 | all_0_766_766 = e10 | all_0_767_767 = e10) & (all_0_763_763 = e16 | all_0_763_763 = e15 | all_0_763_763 = e14 | all_0_763_763 = e13 | all_0_763_763 = e11 | all_0_763_763 = e10) & (all_0_763_763 = e15 | all_0_764_764 = e15 | all_0_765_765 = e15 | all_0_766_766 = e15 | all_0_767_767 = e15) & (all_0_764_764 = e16 | all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 | all_0_764_764 = e10) & (all_0_765_765 = e16 | all_0_765_765 = e15 | all_0_765_765 = e14 | all_0_765_765 = e13 | all_0_765_765 = e11 | all_0_765_765 = e10) & (all_0_766_766 = e16 | all_0_766_766 = e15 | all_0_766_766 = e14 | all_0_766_766 = e11 | all_0_766_766 = e10) & (all_0_767_767 = e16 | all_0_767_767 = e15 | all_0_767_767 = e14 | all_0_767_767 = e13 | all_0_767_767 = e11 | all_0_767_767 = e10) & (all_0_768_768 = e16 | all_0_768_768 = e14 | all_0_768_768 = e13 | all_0_768_768 = e12 | all_0_768_768 = e11 | all_0_768_768 = e10) & (all_0_768_768 = e16 | all_0_769_769 = e16 | all_0_770_770 = e16 | all_0_771_771 = e16 | all_0_772_772 = e16 | all_0_773_773 = e16 | all_0_774_774 = e16) & (all_0_768_768 = e14 | all_0_769_769 = e14 | all_0_770_770 = e14 | all_0_772_772 = e14 | all_0_773_773 = e14 | all_0_774_774 = e14) & (all_0_768_768 = e13 | all_0_769_769 = e13 | all_0_770_770 = e13 | all_0_771_771 = e13 | all_0_772_772 = e13 | all_0_774_774 = e13) & (all_0_768_768 = e12 | all_0_770_770 = e12 | all_0_771_771 = e12 | all_0_772_772 = e12 | all_0_773_773 = e12 | all_0_774_774 = e12) & (all_0_768_768 = e11 | all_0_770_770 = e11 | all_0_771_771 = e11 | all_0_772_772 = e11 | all_0_773_773 = e11 | all_0_774_774 = e11) & (all_0_768_768 = e10 | all_0_770_770 = e10 | all_0_771_771 = e10 | all_0_772_772 = e10 | all_0_773_773 = e10 | all_0_774_774 = e10) & (all_0_769_769 = e16 | all_0_769_769 = e14 | all_0_769_769 = e13) & (all_0_770_770 = e16 | all_0_770_770 = e15 | all_0_770_770 = e14 | all_0_770_770 = e13 | all_0_770_770 = e12 | all_0_770_770 = e11 | all_0_770_770 = e10) & (all_0_770_770 = e15 | all_0_771_771 = e15 | all_0_772_772 = e15 | all_0_773_773 = e15 | all_0_774_774 = e15) & (all_0_771_771 = e16 | all_0_771_771 = e15 | all_0_771_771 = e13 | all_0_771_771 = e12 | all_0_771_771 = e11 | all_0_771_771 = e10) & (all_0_772_772 = e16 | all_0_772_772 = e15 | all_0_772_772 = e14 | all_0_772_772 = e13 | all_0_772_772 = e12 | all_0_772_772 = e11 | all_0_772_772 = e10) & (all_0_773_773 = e16 | all_0_773_773 = e15 | all_0_773_773 = e14 | all_0_773_773 = e12 | all_0_773_773 = e11 | all_0_773_773 = e10) & (all_0_774_774 = e16 | all_0_774_774 = e15 | all_0_774_774 = e14 | all_0_774_774 = e13 | all_0_774_774 = e12 | all_0_774_774 = e11 | all_0_774_774 = e10) % 120.77/80.63 | % 120.77/80.63 | Applying alpha-rule on (1) yields: % 120.77/80.63 | (2) op2(all_0_581_581, all_0_656_656) = all_0_100_100 % 120.77/80.63 | (3) op1(e14, e16) = all_0_742_742 % 120.77/80.63 | (4) ~ (all_0_659_659 = all_0_662_662) % 120.77/80.63 | (5) h6(e11) = all_0_682_682 % 120.77/80.63 | (6) ~ (all_0_668_668 = all_0_671_671) % 120.77/80.63 | (7) op1(e14, e11) = all_0_747_747 % 120.77/80.63 | (8) h5(all_0_743_743) = all_0_154_154 % 120.77/80.63 | (9) ~ (all_0_661_661 = all_0_680_680) % 120.77/80.63 | (10) ~ (all_0_685_685 = all_0_690_690) % 120.77/80.63 | (11) ~ (all_0_659_659 = all_0_666_666) % 120.77/80.63 | (12) op2(all_0_675_675, all_0_596_596) = all_0_329_329 % 120.77/80.63 | (13) ~ (all_0_681_681 = all_0_688_688) % 120.77/80.63 | (14) op2(e25, all_0_579_579) = all_0_42_42 % 120.77/80.63 | (15) all_0_688_688 = e26 | all_0_688_688 = e25 | all_0_688_688 = e24 | all_0_688_688 = e23 | all_0_688_688 = e22 | all_0_688_688 = e21 | all_0_688_688 = e20 % 120.77/80.63 | (16) h5(all_0_742_742) = all_0_152_152 % 120.77/80.63 | (17) op2(all_0_670_670, e23) = all_0_638_638 % 120.77/80.63 | (18) h2(all_0_743_743) = all_0_424_424 % 120.77/80.63 | (19) ~ (e23 = e13) % 120.77/80.63 | (20) ~ (all_0_739_739 = all_0_740_740) % 120.77/80.63 | (21) ~ (e22 = e10) % 120.77/80.63 | (22) h4(all_0_734_734) = all_0_224_224 % 120.77/80.63 | (23) op1(e14, e13) = all_0_745_745 % 120.77/80.63 | (24) ~ (all_0_669_669 = all_0_670_670) % 120.77/80.63 | (25) op2(all_0_671_671, e23) = all_0_645_645 % 120.77/80.63 | (26) ~ (e22 = e15) % 120.77/80.63 | (27) op2(e26, e24) = all_0_649_649 % 120.77/80.63 | (28) op2(e24, e26) = all_0_658_658 % 120.77/80.63 | (29) ~ (all_0_741_741 = all_0_761_761) % 120.77/80.63 | (30) all_0_756_756 = e16 | all_0_757_757 = e16 | all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 120.77/80.63 | (31) op2(all_0_690_690, all_0_602_602) = all_0_501_501 % 120.77/80.63 | (32) ~ (all_0_736_736 = e11) % 120.77/80.63 | (33) ~ (all_0_750_750 = e12) % 120.77/80.63 | (34) op2(all_0_660_660, e24) = all_0_138_138 % 120.77/80.63 | (35) ~ (e14 = e10) % 120.77/80.63 | (36) all_0_684_684 = e21 | all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 120.77/80.63 | (37) op2(all_0_655_655, e22) = e25 % 120.77/80.63 | (38) h6(all_0_773_773) = all_0_126_126 % 120.77/80.63 | (39) ~ (e22 = e12) % 120.77/80.63 | (40) ~ (all_0_744_744 = all_0_745_745) % 120.77/80.63 | (41) all_0_745_745 = e11 | all_0_752_752 = e11 | all_0_758_758 = e11 | all_0_764_764 = e11 | all_0_771_771 = e11 % 120.77/80.63 | (42) op2(all_0_667_667, e23) = all_0_619_619 % 120.77/80.63 | (43) ~ (all_0_680_680 = e22) % 120.77/80.63 | (44) ~ (all_0_680_680 = all_0_683_683) % 120.77/80.63 | (45) ~ (all_0_660_660 = all_0_661_661) % 120.77/80.63 | (46) ~ (all_0_754_754 = e13) % 120.77/80.63 | (47) ~ (all_0_771_771 = e14) % 120.77/80.63 | (48) all_0_650_650 = e21 | all_0_662_662 = e21 | all_0_669_669 = e21 | all_0_675_675 = e21 | all_0_681_681 = e21 | all_0_688_688 = e21 % 120.77/80.63 | (49) ~ (all_0_752_752 = all_0_755_755) % 120.77/80.63 | (50) op1(e15, e13) = all_0_738_738 % 120.77/80.63 | (51) ~ (all_0_678_678 = all_0_681_681) % 120.77/80.63 | (52) h4(all_0_755_755) = all_0_268_268 % 120.77/80.63 | (53) all_0_739_739 = e10 | all_0_746_746 = e10 | all_0_753_753 = e10 | all_0_759_759 = e10 | all_0_765_765 = e10 | all_0_772_772 = e10 % 120.77/80.63 | (54) op2(all_0_663_663, e24) = all_0_637_637 % 120.77/80.63 | (55) op1(all_0_732_732, e10) = e10 % 120.77/80.63 | (56) h5(all_0_762_762) = all_0_193_193 % 120.77/80.63 | (57) h6(all_0_766_766) = all_0_112_112 % 120.77/80.63 | (58) op2(all_0_668_668, all_0_587_587) = all_0_231_231 % 120.77/80.63 | (59) op2(all_0_592_592, all_0_592_592) = all_0_335_335 % 120.77/80.63 | (60) h7(all_0_773_773) = all_0_40_40 % 120.77/80.63 | (61) ~ (all_0_666_666 = all_0_669_669) % 120.77/80.63 | (62) ~ (e20 = e11) % 120.77/80.63 | (63) h7(all_0_771_771) = all_0_38_38 % 120.77/80.64 | (64) ~ (all_0_661_661 = all_0_664_664) % 120.77/80.64 | (65) op2(all_0_623_623, e25) = e23 % 120.77/80.64 | (66) all_0_649_649 = e26 | all_0_653_653 = e26 | all_0_660_660 = e26 | all_0_667_667 = e26 | all_0_673_673 = e26 | all_0_679_679 = e26 | all_0_686_686 = e26 % 120.77/80.64 | (67) op2(all_0_579_579, all_0_580_580) = all_0_67_67 % 120.77/80.64 | (68) ~ (all_0_745_745 = e14) % 120.77/80.64 | (69) all_0_762_762 = e16 | all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 | all_0_762_762 = e10 % 120.77/80.64 | (70) ~ (all_0_763_763 = all_0_767_767) % 120.77/80.64 | (71) all_0_762_762 = e13 | all_0_763_763 = e13 | all_0_764_764 = e13 | all_0_765_765 = e13 | all_0_767_767 = e13 % 120.77/80.64 | (72) op1(all_0_735_735, e16) = all_0_726_726 % 120.77/80.64 | (73) op2(all_0_606_606, all_0_602_602) = all_0_569_569 % 120.77/80.64 | (74) ~ (all_0_655_655 = all_0_669_669) % 120.77/80.64 | (75) op2(all_0_600_600, all_0_601_601) = all_0_473_473 % 120.77/80.64 | (76) h7(all_0_768_768) = all_0_35_35 % 120.77/80.64 | (77) ~ (e22 = e11) % 120.77/80.64 | (78) ~ (all_0_736_736 = all_0_762_762) % 120.77/80.64 | (79) h6(all_0_769_769) = all_0_118_118 % 120.77/80.64 | (80) ~ (all_0_686_686 = all_0_690_690) % 120.77/80.64 | (81) ~ (all_0_666_666 = all_0_670_670) % 120.77/80.64 | (82) ~ (all_0_754_754 = all_0_755_755) % 120.77/80.64 | (83) h6(all_0_749_749) = all_0_76_76 % 120.77/80.64 | (84) op1(e10, e10) = all_0_774_774 % 120.77/80.64 | (85) op2(e23, all_0_668_668) = all_0_591_591 % 120.77/80.64 | (86) op2(all_0_583_583, e24) = all_0_165_165 % 120.77/80.64 | (87) ~ (all_0_739_739 = all_0_741_741) % 120.77/80.64 | (88) op2(all_0_588_588, all_0_591_591) = all_0_267_267 % 120.77/80.64 | (89) ~ (all_0_741_741 = all_0_748_748) % 120.77/80.64 | (90) ~ (all_0_740_740 = all_0_741_741) % 120.77/80.64 | (91) op2(e25, all_0_580_580) = all_0_579_579 % 120.77/80.64 | (92) op2(all_0_603_603, all_0_690_690) = all_0_527_527 % 120.77/80.64 | (93) ~ (all_0_684_684 = all_0_689_689) % 120.77/80.64 | (94) ~ (all_0_764_764 = all_0_771_771) % 120.77/80.64 | (95) ~ (all_0_735_735 = e14) % 120.77/80.64 | (96) ~ (all_0_764_764 = e12) % 120.77/80.64 | (97) ~ (all_0_738_738 = all_0_740_740) % 120.77/80.64 | (98) ~ (all_0_735_735 = e13) % 120.77/80.64 | (99) op1(all_0_768_768, e10) = all_0_696_696 % 120.77/80.64 | (100) all_0_663_663 = e21 | all_0_670_670 = e21 | all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 120.77/80.64 | (101) op2(all_0_648_648, e20) = e20 % 120.77/80.64 | (102) ~ (all_0_673_673 = all_0_675_675) % 120.77/80.64 | (103) op1(e15, e12) = all_0_739_739 % 120.77/80.64 | (104) h5(all_0_749_749) = all_0_166_166 % 120.77/80.64 | (105) ~ (e25 = e12) % 120.77/80.64 | (106) ~ (all_0_736_736 = all_0_740_740) % 120.77/80.64 | (107) ~ (all_0_688_688 = all_0_690_690) % 120.77/80.64 | (108) op2(all_0_587_587, all_0_590_590) = all_0_251_251 % 120.77/80.64 | (109) op2(e22, all_0_595_595) = all_0_315_315 % 120.77/80.64 | (110) ~ (all_0_667_667 = all_0_673_673) % 120.77/80.64 | (111) h1(all_0_740_740) = all_0_508_508 % 120.77/80.64 | (112) h3(all_0_763_763) = all_0_376_376 % 120.77/80.64 | (113) ~ (all_0_740_740 = all_0_760_760) % 120.77/80.64 | (114) ~ (all_0_753_753 = all_0_759_759) % 120.77/80.64 | (115) all_0_738_738 = e15 | all_0_745_745 = e15 | all_0_752_752 = e15 | all_0_764_764 = e15 | all_0_771_771 = e15 % 120.77/80.64 | (116) h2(all_0_755_755) = all_0_448_448 % 120.77/80.64 | (117) ~ (all_0_657_657 = all_0_683_683) % 120.77/80.64 | (118) all_0_654_654 = e25 | all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 120.77/80.64 | (119) h7(all_0_746_746) = all_0_13_13 % 120.77/80.64 | (120) ~ (all_0_744_744 = all_0_757_757) % 120.77/80.64 | (121) all_0_672_672 = e21 | all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 120.77/80.64 | (122) h3(e12) = all_0_594_594 % 120.77/80.64 | (123) op2(all_0_591_591, all_0_591_591) = all_0_307_307 % 120.77/80.64 | (124) all_0_753_753 = e16 | all_0_753_753 = e15 | all_0_753_753 = e14 | all_0_753_753 = e13 | all_0_753_753 = e12 | all_0_753_753 = e11 | all_0_753_753 = e10 % 120.77/80.64 | (125) op2(all_0_584_584, all_0_582_582) = all_0_182_182 % 120.77/80.64 | (126) all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 | all_0_689_689 = e21 | all_0_689_689 = e20 % 120.77/80.64 | (127) ~ (all_0_739_739 = all_0_765_765) % 120.77/80.64 | (128) h3(all_0_767_767) = all_0_384_384 % 120.77/80.64 | (129) h5(all_0_765_765) = all_0_200_200 % 120.77/80.64 | (130) all_0_684_684 = e24 | all_0_685_685 = e24 | all_0_686_686 = e24 | all_0_688_688 = e24 | all_0_689_689 = e24 | all_0_690_690 = e24 % 120.77/80.64 | (131) h4(all_0_750_750) = all_0_258_258 % 120.77/80.64 | (132) op2(all_0_656_656, all_0_580_580) = all_0_121_121 % 120.77/80.64 | (133) ~ (all_0_757_757 = all_0_761_761) % 120.77/80.64 | (134) all_0_651_651 = e26 | all_0_651_651 = e22 | all_0_651_651 = e21 % 120.77/80.64 | (135) h1(all_0_759_759) = all_0_547_547 % 120.77/80.64 | (136) all_0_687_687 = e26 | all_0_687_687 = e25 | all_0_687_687 = e23 | all_0_687_687 = e22 | all_0_687_687 = e21 | all_0_687_687 = e20 % 120.77/80.64 | (137) op1(all_0_749_749, e13) = all_0_693_693 % 120.77/80.64 | (138) h7(all_0_748_748) = all_0_15_15 % 120.77/80.64 | (139) op2(all_0_645_645, e23) = e20 % 120.77/80.64 | (140) all_0_672_672 = e23 | all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 120.77/80.64 | (141) ~ (all_0_742_742 = all_0_749_749) % 120.77/80.64 | (142) ~ (all_0_672_672 = all_0_684_684) % 120.77/80.64 | (143) ~ (all_0_659_659 = all_0_660_660) % 120.77/80.64 | (144) ~ (all_0_651_651 = e23) % 120.77/80.64 | (145) ~ (all_0_750_750 = all_0_754_754) % 120.77/80.64 | (146) ~ (all_0_663_663 = all_0_682_682) % 120.77/80.64 | (147) op1(all_0_722_722, e13) = e11 % 120.77/80.64 | (148) ~ (all_0_662_662 = all_0_664_664) % 120.77/80.64 | (149) ~ (e24 = e21) % 120.77/80.64 | (150) op2(e21, all_0_656_656) = all_0_59_59 % 120.77/80.64 | (151) ~ (all_0_745_745 = all_0_764_764) % 120.77/80.64 | (152) h7(all_0_750_750) = all_0_17_17 % 120.77/80.64 | (153) h2(all_0_750_750) = all_0_438_438 % 120.77/80.64 | (154) ~ (all_0_677_677 = all_0_690_690) % 120.77/80.64 | (155) op1(all_0_773_773, e10) = all_0_725_725 % 120.77/80.64 | (156) op2(e23, all_0_588_588) = all_0_222_222 % 120.77/80.64 | (157) ~ (all_0_744_744 = all_0_763_763) % 120.77/80.64 | (158) op2(all_0_599_599, all_0_601_601) = all_0_460_460 % 120.77/80.64 | (159) h6(all_0_751_751) = all_0_80_80 % 120.77/80.64 | (160) ~ (all_0_763_763 = all_0_766_766) % 120.77/80.64 | (161) all_0_756_756 = e13 | all_0_757_757 = e13 | all_0_758_758 = e13 | all_0_759_759 = e13 | all_0_761_761 = e13 % 120.77/80.64 | (162) ~ (all_0_653_653 = all_0_686_686) % 120.77/80.64 | (163) all_0_667_667 = e25 | all_0_668_668 = e25 | all_0_669_669 = e25 | all_0_670_670 = e25 | all_0_671_671 = e25 % 120.77/80.64 | (164) ~ (all_0_686_686 = all_0_688_688) % 120.77/80.64 | (165) op2(e24, e25) = all_0_659_659 % 120.77/80.64 | (166) op2(all_0_636_636, e25) = e21 % 120.77/80.64 | (167) ~ (all_0_733_733 = e10) % 120.77/80.64 | (168) all_0_736_736 = e12 | all_0_742_742 = e12 | all_0_749_749 = e12 | all_0_756_756 = e12 | all_0_768_768 = e12 % 120.77/80.64 | (169) ~ (e25 = e24) % 120.77/80.64 | (170) all_0_740_740 = e12 | all_0_747_747 = e12 | all_0_754_754 = e12 | all_0_760_760 = e12 | all_0_773_773 = e12 % 120.77/80.64 | (171) ~ (all_0_738_738 = e14) % 120.77/80.64 | (172) ~ (all_0_757_757 = all_0_770_770) % 120.77/80.64 | (173) ~ (all_0_738_738 = all_0_764_764) % 120.77/80.64 | (174) op2(e22, all_0_593_593) = all_0_592_592 % 120.77/80.64 | (175) op2(all_0_677_677, e22) = all_0_646_646 % 120.77/80.64 | (176) ~ (all_0_651_651 = all_0_683_683) % 120.77/80.64 | (177) all_0_656_656 = e22 | all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 120.77/80.64 | (178) op2(e24, all_0_585_585) = all_0_583_583 % 120.77/80.64 | (179) ~ (e16 = e14) % 120.77/80.64 | (180) ~ (all_0_742_742 = e15) % 120.77/80.64 | (181) op2(e22, all_0_594_594) = all_0_313_313 % 120.77/80.65 | (182) ~ (all_0_756_756 = all_0_758_758) % 120.77/80.65 | (183) h7(e13) = e23 % 120.77/80.65 | (184) ~ (all_0_758_758 = e15) % 120.77/80.65 | (185) all_0_733_733 = e11 | all_0_734_734 = e11 | all_0_735_735 = e11 % 120.77/80.65 | (186) op2(all_0_589_589, all_0_668_668) = all_0_271_271 % 120.77/80.65 | (187) op2(all_0_604_604, all_0_604_604) = all_0_546_546 % 120.77/80.65 | (188) ~ (all_0_733_733 = all_0_744_744) % 120.77/80.65 | (189) all_0_678_678 = e20 | all_0_679_679 = e20 | all_0_680_680 = e20 | all_0_681_681 = e20 | all_0_682_682 = e20 | all_0_683_683 = e20 % 120.77/80.65 | (190) op2(all_0_682_682, all_0_601_601) = all_0_419_419 % 120.77/80.65 | (191) op2(all_0_674_674, e22) = all_0_626_626 % 120.77/80.65 | (192) op1(all_0_691_691, e15) = e16 % 120.77/80.65 | (193) all_0_665_665 = e21 | all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 120.77/80.65 | (194) all_0_686_686 = e25 | all_0_687_687 = e25 | all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 120.77/80.65 | (195) ~ (e22 = e16) % 120.77/80.65 | (196) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 | all_0_652_652 = e20 % 120.77/80.65 | (197) op2(all_0_588_588, all_0_589_589) = all_0_263_263 % 120.77/80.65 | (198) op1(e10, e16) = all_0_768_768 % 120.77/80.65 | (199) ~ (all_0_653_653 = all_0_656_656) % 120.77/80.65 | (200) ~ (all_0_675_675 = all_0_688_688) % 120.77/80.65 | (201) ~ (all_0_759_759 = all_0_765_765) % 120.77/80.65 | (202) ~ (all_0_663_663 = all_0_664_664) % 120.77/80.65 | (203) ~ (all_0_689_689 = all_0_690_690) % 120.77/80.65 | (204) op2(e24, all_0_660_660) = all_0_586_586 % 120.77/80.65 | (205) op2(all_0_592_592, all_0_595_595) = all_0_341_341 % 120.77/80.65 | (206) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e21 | all_0_682_682 = e20 % 120.77/80.65 | (207) op2(all_0_596_596, all_0_596_596) = all_0_397_397 % 120.77/80.65 | (208) ~ (e25 = e16) % 120.77/80.65 | (209) h6(all_0_733_733) = all_0_43_43 % 120.77/80.65 | (210) all_0_662_662 = e26 | all_0_662_662 = e25 | all_0_662_662 = e24 | all_0_662_662 = e23 | all_0_662_662 = e22 | all_0_662_662 = e21 | all_0_662_662 = e20 % 120.77/80.65 | (211) ~ (all_0_664_664 = all_0_671_671) % 120.77/80.65 | (212) h2(e12) = all_0_599_599 % 120.77/80.65 | (213) op2(e21, all_0_682_682) = all_0_601_601 % 120.77/80.65 | (214) h6(all_0_750_750) = all_0_78_78 % 120.77/80.65 | (215) ~ (all_0_649_649 = all_0_650_650) % 120.77/80.65 | (216) ~ (all_0_736_736 = all_0_742_742) % 120.77/80.65 | (217) h7(all_0_736_736) = all_0_3_3 % 120.77/80.65 | (218) ~ (e14 = e13) % 120.77/80.65 | (219) h1(all_0_762_762) = all_0_553_553 % 120.77/80.65 | (220) all_0_679_679 = e26 | all_0_679_679 = e25 | all_0_679_679 = e24 | all_0_679_679 = e23 | all_0_679_679 = e21 | all_0_679_679 = e20 % 120.77/80.65 | (221) ~ (all_0_734_734 = e10) % 120.77/80.65 | (222) ~ (all_0_660_660 = all_0_664_664) % 120.77/80.65 | (223) all_0_749_749 = e11 | all_0_751_751 = e11 | all_0_752_752 = e11 | all_0_753_753 = e11 | all_0_754_754 = e11 | all_0_755_755 = e11 % 120.77/80.65 | (224) h7(e15) = e25 % 120.77/80.65 | (225) all_0_764_764 = e16 | all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 | all_0_764_764 = e10 % 120.77/80.65 | (226) h3(e15) = all_0_675_675 % 120.77/80.65 | (227) op1(all_0_717_717, e12) = e12 % 120.77/80.65 | (228) ~ (all_0_685_685 = e21) % 120.77/80.65 | (229) all_0_665_665 = e23 | all_0_666_666 = e23 | all_0_667_667 = e23 | all_0_668_668 = e23 | all_0_669_669 = e23 | all_0_671_671 = e23 % 120.77/80.65 | (230) op2(all_0_591_591, all_0_668_668) = all_0_297_297 % 120.77/80.65 | (231) h1(all_0_758_758) = all_0_545_545 % 120.77/80.65 | (232) ~ (all_0_733_733 = e15) % 120.77/80.65 | (233) ~ (all_0_766_766 = e13) % 120.77/80.65 | (234) ~ (all_0_650_650 = e25) % 120.77/80.65 | (235) ~ (all_0_750_750 = e11) % 120.77/80.65 | (236) ~ (all_0_650_650 = all_0_655_655) % 120.77/80.65 | (237) ~ (e23 = e11) % 120.77/80.65 | (238) h6(e12) = all_0_581_581 % 120.77/80.65 | (239) ~ (e25 = e20) % 120.77/80.65 | (240) op2(all_0_603_603, all_0_603_603) = all_0_531_531 % 120.77/80.65 | (241) ~ (all_0_758_758 = all_0_764_764) % 120.77/80.65 | (242) op1(e16, e12) = all_0_734_734 % 120.77/80.65 | (243) ~ (all_0_753_753 = all_0_772_772) % 120.77/80.65 | (244) all_0_736_736 = e16 | all_0_742_742 = e16 | all_0_749_749 = e16 | all_0_756_756 = e16 | all_0_762_762 = e16 | all_0_768_768 = e16 % 120.77/80.65 | (245) op1(all_0_767_767, e11) = all_0_731_731 % 120.77/80.65 | (246) op2(all_0_690_690, all_0_690_690) = all_0_605_605 % 120.77/80.65 | (247) ~ (all_0_651_651 = all_0_677_677) % 120.77/80.65 | (248) ~ (e25 = e10) % 120.77/80.65 | (249) ~ (e24 = e15) % 120.77/80.65 | (250) h2(all_0_767_767) = all_0_474_474 % 120.77/80.65 | (251) all_0_747_747 = e16 | all_0_747_747 = e15 | all_0_747_747 = e14 | all_0_747_747 = e12 | all_0_747_747 = e11 | all_0_747_747 = e10 % 120.77/80.65 | (252) ~ (all_0_656_656 = e21) % 120.77/80.65 | (253) h4(e15) = all_0_668_668 % 120.77/80.65 | (254) op2(e25, e21) = all_0_656_656 % 120.77/80.65 | (255) ~ (all_0_745_745 = all_0_747_747) % 120.77/80.65 | (256) op1(all_0_702_702, e14) = e14 % 120.77/80.65 | (257) h6(all_0_736_736) = all_0_50_50 % 120.77/80.65 | (258) h5(all_0_744_744) = all_0_156_156 % 120.77/80.65 | (259) op2(all_0_604_604, e20) = all_0_539_539 % 120.77/80.65 | (260) h7(e10) = e20 % 120.77/80.65 | (261) ~ (all_0_650_650 = all_0_651_651) % 120.77/80.65 | (262) op2(e23, e26) = all_0_665_665 % 120.77/80.65 | (263) op2(e21, all_0_601_601) = all_0_406_406 % 120.77/80.65 | (264) all_0_762_762 = e14 | all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 120.77/80.65 | (265) all_0_742_742 = e16 | all_0_742_742 = e14 | all_0_742_742 = e13 | all_0_742_742 = e12 | all_0_742_742 = e11 | all_0_742_742 = e10 % 120.77/80.65 | (266) ~ (all_0_750_750 = all_0_752_752) % 120.77/80.65 | (267) ~ (all_0_758_758 = all_0_760_760) % 120.77/80.65 | (268) op2(all_0_605_605, all_0_605_605) = all_0_561_561 % 120.77/80.65 | (269) ~ (all_0_656_656 = all_0_657_657) % 120.77/80.65 | (270) ~ (all_0_764_764 = all_0_767_767) % 120.77/80.65 | (271) ~ (all_0_762_762 = all_0_765_765) % 120.77/80.65 | (272) ~ (all_0_747_747 = all_0_754_754) % 120.77/80.65 | (273) ~ (all_0_658_658 = all_0_662_662) % 120.77/80.65 | (274) ~ (e23 = e15) % 120.77/80.65 | (275) op2(e21, all_0_580_580) = all_0_53_53 % 120.77/80.65 | (276) op1(e13, e16) = all_0_749_749 % 120.77/80.65 | (277) ~ (all_0_655_655 = e21) % 120.77/80.65 | (278) op2(e26, e25) = e20 % 120.77/80.65 | (279) ~ (all_0_666_666 = e21) % 120.77/80.65 | (280) all_0_768_768 = e12 | all_0_770_770 = e12 | all_0_771_771 = e12 | all_0_772_772 = e12 | all_0_773_773 = e12 | all_0_774_774 = e12 % 120.77/80.65 | (281) op2(all_0_682_682, e21) = all_0_640_640 % 120.77/80.65 | (282) h5(all_0_733_733) = all_0_131_131 % 120.77/80.65 | (283) op2(all_0_637_637, e24) = e21 % 120.77/80.65 | (284) h4(e10) = all_0_591_591 % 120.77/80.65 | (285) h7(all_0_734_734) = all_0_1_1 % 120.77/80.65 | (286) h7(all_0_756_756) = all_0_23_23 % 120.77/80.65 | (287) ~ (all_0_665_665 = all_0_668_668) % 120.77/80.65 | (288) all_0_738_738 = e16 | all_0_745_745 = e16 | all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 120.77/80.65 | (289) ~ (all_0_659_659 = all_0_661_661) % 120.77/80.65 | (290) ~ (all_0_678_678 = all_0_684_684) % 120.77/80.65 | (291) h4(all_0_753_753) = all_0_264_264 % 120.77/80.65 | (292) ~ (all_0_772_772 = all_0_773_773) % 120.77/80.65 | (293) h2(all_0_749_749) = all_0_436_436 % 120.77/80.65 | (294) h1(all_0_757_757) = all_0_543_543 % 120.77/80.65 | (295) op2(all_0_621_621, e21) = e24 % 120.77/80.65 | (296) ~ (all_0_740_740 = all_0_747_747) % 120.77/80.66 | (297) op2(all_0_673_673, e22) = all_0_620_620 % 120.77/80.66 | (298) ~ (all_0_678_678 = all_0_682_682) % 120.77/80.66 | (299) all_0_741_741 = e14 | all_0_748_748 = e14 | all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 120.77/80.66 | (300) ~ (all_0_750_750 = all_0_753_753) % 120.77/80.66 | (301) ~ (all_0_762_762 = all_0_764_764) % 120.77/80.66 | (302) op2(all_0_682_682, all_0_656_656) = all_0_113_113 % 120.77/80.66 | (303) all_0_652_652 = e20 | all_0_658_658 = e20 | all_0_665_665 = e20 | all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 120.77/80.66 | (304) op2(all_0_594_594, all_0_595_595) = all_0_368_368 % 120.77/80.66 | (305) ~ (all_0_756_756 = all_0_760_760) % 120.77/80.66 | (306) ~ (all_0_737_737 = all_0_744_744) % 120.77/80.66 | (307) op2(all_0_665_665, e26) = e21 % 120.77/80.66 | (308) h2(all_0_757_757) = all_0_453_453 % 120.77/80.66 | (309) op2(all_0_598_598, all_0_600_600) = all_0_445_445 % 120.77/80.66 | (310) ~ (e23 = e14) % 120.77/80.66 | (311) op2(all_0_602_602, all_0_605_605) = all_0_521_521 % 120.77/80.66 | (312) op2(all_0_580_580, e21) = all_0_77_77 % 120.77/80.66 | (313) h7(all_0_755_755) = all_0_22_22 % 120.77/80.66 | (314) h2(all_0_739_739) = all_0_416_416 % 120.77/80.66 | (315) op2(all_0_583_583, all_0_583_583) = all_0_171_171 % 120.77/80.66 | (316) op1(all_0_763_763, e11) = all_0_705_705 % 120.77/80.66 | (317) h5(all_0_751_751) = all_0_170_170 % 120.77/80.66 | (318) ~ (all_0_685_685 = e22) % 120.77/80.66 | (319) ~ (all_0_751_751 = all_0_754_754) % 120.77/80.66 | (320) op2(all_0_631_631, e24) = e22 % 120.77/80.66 | (321) h4(e14) = all_0_587_587 % 120.77/80.66 | (322) op1(all_0_709_709, e13) = e13 % 120.77/80.66 | (323) op2(e25, e26) = all_0_652_652 % 120.77/80.66 | (324) h5(all_0_773_773) = all_0_216_216 % 120.77/80.66 | (325) ~ (all_0_670_670 = all_0_676_676) % 120.77/80.66 | (326) ~ (all_0_679_679 = all_0_682_682) % 120.77/80.66 | (327) all_0_733_733 = e16 | all_0_733_733 = e12 | all_0_733_733 = e11 % 120.77/80.66 | (328) ~ (all_0_749_749 = all_0_750_750) % 120.77/80.66 | (329) h2(all_0_747_747) = all_0_432_432 % 120.77/80.66 | (330) all_0_658_658 = e21 | all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 120.77/80.66 | (331) op2(e20, all_0_605_605) = all_0_603_603 % 120.77/80.66 | (332) op1(e11, e10) = all_0_767_767 % 120.77/80.66 | (333) op1(all_0_693_693, e13) = e16 % 120.77/80.66 | (334) op2(all_0_587_587, all_0_591_591) = all_0_253_253 % 120.77/80.66 | (335) all_0_734_734 = e16 | all_0_739_739 = e16 | all_0_746_746 = e16 | all_0_753_753 = e16 | all_0_759_759 = e16 | all_0_765_765 = e16 | all_0_772_772 = e16 % 120.77/80.66 | (336) ~ (all_0_653_653 = all_0_679_679) % 120.77/80.66 | (337) ~ (all_0_762_762 = all_0_763_763) % 120.77/80.66 | (338) h7(e11) = e21 % 120.77/80.66 | (339) all_0_762_762 = e11 | all_0_763_763 = e11 | all_0_764_764 = e11 | all_0_765_765 = e11 | all_0_766_766 = e11 | all_0_767_767 = e11 % 120.77/80.66 | (340) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 | all_0_658_658 = e21 | all_0_658_658 = e20 % 120.77/80.66 | (341) ~ (all_0_747_747 = all_0_766_766) % 120.77/80.66 | (342) ~ (all_0_743_743 = e10) % 120.77/80.66 | (343) op2(e25, all_0_581_581) = all_0_45_45 % 120.77/80.66 | (344) ~ (all_0_770_770 = all_0_773_773) % 120.77/80.66 | (345) all_0_750_750 = e16 | all_0_750_750 = e14 | all_0_750_750 = e13 % 120.77/80.66 | (346) h3(all_0_744_744) = all_0_336_336 % 120.77/80.66 | (347) all_0_652_652 = e22 | all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 120.77/80.66 | (348) op2(e23, e25) = all_0_666_666 % 120.77/80.66 | (349) op2(all_0_579_579, all_0_656_656) = all_0_73_73 % 120.77/80.66 | (350) op2(all_0_582_582, all_0_583_583) = all_0_157_157 % 120.77/80.66 | (351) op1(all_0_698_698, e13) = e15 % 120.77/80.66 | (352) h6(all_0_770_770) = all_0_120_120 % 120.77/80.66 | (353) all_0_765_765 = e16 | all_0_765_765 = e15 | all_0_765_765 = e14 | all_0_765_765 = e13 | all_0_765_765 = e11 | all_0_765_765 = e10 % 120.77/80.66 | (354) ~ (all_0_769_769 = e15) % 120.77/80.66 | (355) op2(all_0_649_649, e26) = all_0_616_616 % 120.77/80.66 | (356) op2(all_0_598_598, all_0_682_682) = all_0_437_437 % 120.77/80.66 | (357) op2(all_0_585_585, all_0_582_582) = all_0_195_195 % 120.77/80.66 | (358) op2(all_0_586_586, e24) = all_0_205_205 % 120.77/80.66 | (359) ~ (e22 = e21) % 120.77/80.66 | (360) ~ (e21 = e20) % 120.77/80.66 | (361) op2(e21, all_0_682_682) = all_0_399_399 % 120.77/80.66 | (362) ~ (all_0_667_667 = all_0_669_669) % 120.77/80.66 | (363) ~ (all_0_751_751 = all_0_757_757) % 120.77/80.66 | (364) ! [v0] : ! [v1] : ! [v2] : ! [v3] : (v1 = v0 | ~ (op2(v3, v2) = v1) | ~ (op2(v3, v2) = v0)) % 120.77/80.66 | (365) op2(all_0_680_680, e21) = all_0_627_627 % 120.77/80.66 | (366) ~ (e20 = e16) % 120.77/80.66 | (367) ~ (all_0_759_759 = e15) % 120.77/80.66 | (368) h3(all_0_743_743) = all_0_334_334 % 120.77/80.66 | (369) h5(all_0_763_763) = all_0_196_196 % 120.77/80.66 | (370) ~ (all_0_676_676 = all_0_682_682) % 120.77/80.66 | (371) ~ (all_0_669_669 = all_0_671_671) % 120.77/80.66 | (372) ~ (e12 = e10) % 120.77/80.66 | (373) h3(all_0_740_740) = all_0_328_328 % 120.77/80.66 | (374) all_0_669_669 = e26 | all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 | all_0_669_669 = e21 | all_0_669_669 = e20 % 120.77/80.66 | (375) h6(all_0_737_737) = all_0_52_52 % 120.77/80.66 | (376) h6(all_0_746_746) = all_0_70_70 % 120.77/80.66 | (377) h6(all_0_745_745) = all_0_68_68 % 120.77/80.66 | (378) h5(all_0_768_768) = all_0_206_206 % 120.77/80.66 | (379) h4(all_0_763_763) = all_0_286_286 % 120.77/80.66 | (380) ~ (all_0_768_768 = all_0_772_772) % 120.77/80.66 | (381) h1(all_0_761_761) = all_0_551_551 % 120.77/80.66 | (382) ~ (all_0_661_661 = all_0_674_674) % 120.77/80.66 | (383) ~ (all_0_752_752 = all_0_753_753) % 120.77/80.66 | (384) op2(all_0_668_668, all_0_589_589) = all_0_235_235 % 120.77/80.66 | (385) ~ (all_0_743_743 = all_0_744_744) % 120.77/80.66 | (386) h6(all_0_740_740) = all_0_58_58 % 120.77/80.66 | (387) all_0_655_655 = e25 | all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 120.77/80.66 | (388) ~ (all_0_668_668 = e24) % 120.77/80.66 | (389) ~ (all_0_665_665 = all_0_669_669) % 120.77/80.66 | (390) ~ (all_0_749_749 = all_0_753_753) % 120.77/80.66 | (391) op2(all_0_592_592, all_0_593_593) = all_0_337_337 % 120.77/80.66 | (392) op1(e13, e15) = all_0_750_750 % 120.77/80.66 | (393) h1(all_0_769_769) = all_0_568_568 % 120.77/80.66 | (394) op2(e24, all_0_586_586) = all_0_136_136 % 120.77/80.66 | (395) op2(all_0_685_685, e20) = all_0_615_615 % 120.77/80.66 | (396) all_0_657_657 = e23 | all_0_664_664 = e23 | all_0_671_671 = e23 | all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 120.77/80.66 | (397) op2(e26, e20) = all_0_651_651 % 120.77/80.66 | (398) h3(all_0_769_769) = all_0_388_388 % 120.77/80.66 | (399) op2(all_0_580_580, all_0_656_656) = all_0_87_87 % 120.77/80.66 | (400) op1(all_0_771_771, e10) = all_0_712_712 % 120.77/80.66 | (401) all_0_679_679 = e25 | all_0_680_680 = e25 | all_0_681_681 = e25 | all_0_682_682 = e25 | all_0_683_683 = e25 % 120.77/80.66 | (402) ~ (all_0_742_742 = all_0_768_768) % 120.77/80.66 | (403) all_0_653_653 = e25 | all_0_660_660 = e25 | all_0_667_667 = e25 | all_0_679_679 = e25 | all_0_686_686 = e25 % 120.77/80.66 | (404) ~ (all_0_673_673 = all_0_676_676) % 120.77/80.66 | (405) ~ (all_0_652_652 = e21) % 120.77/80.67 | (406) op2(all_0_688_688, e20) = all_0_635_635 % 120.77/80.67 | (407) h2(all_0_756_756) = all_0_450_450 % 120.77/80.67 | (408) all_0_656_656 = e24 | all_0_663_663 = e24 | all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 120.77/80.67 | (409) ~ (all_0_752_752 = all_0_758_758) % 120.77/80.67 | (410) ~ (all_0_737_737 = all_0_739_739) % 120.77/80.67 | (411) ~ (all_0_747_747 = all_0_748_748) % 120.77/80.67 | (412) ~ (all_0_735_735 = all_0_774_774) % 120.77/80.67 | (413) ~ (all_0_674_674 = all_0_677_677) % 120.77/80.67 | (414) ~ (all_0_658_658 = e25) % 120.77/80.67 | (415) all_0_658_658 = e26 | all_0_659_659 = e26 | all_0_660_660 = e26 | all_0_661_661 = e26 | all_0_662_662 = e26 | all_0_663_663 = e26 | all_0_664_664 = e26 % 120.77/80.67 | (416) op2(all_0_594_594, all_0_596_596) = all_0_370_370 % 120.77/80.67 | (417) ~ (all_0_652_652 = all_0_684_684) % 120.77/80.67 | (418) ~ (all_0_670_670 = all_0_671_671) % 120.77/80.67 | (419) op1(e16, e16) = e15 % 120.77/80.67 | (420) ~ (all_0_660_660 = all_0_679_679) % 120.77/80.67 | (421) ~ (all_0_684_684 = e25) % 120.77/80.67 | (422) all_0_653_653 = e23 | all_0_660_660 = e23 | all_0_667_667 = e23 | all_0_673_673 = e23 | all_0_679_679 = e23 | all_0_686_686 = e23 % 120.77/80.67 | (423) op2(all_0_603_603, all_0_602_602) = all_0_529_529 % 120.77/80.67 | (424) h4(all_0_744_744) = all_0_246_246 % 120.77/80.67 | (425) ~ (all_0_675_675 = all_0_677_677) % 120.77/80.67 | (426) h4(all_0_740_740) = all_0_238_238 % 120.77/80.67 | (427) ~ (all_0_657_657 = e21) % 120.77/80.67 | (428) op2(all_0_622_622, e20) = e24 % 120.77/80.67 | (429) ~ (all_0_742_742 = all_0_756_756) % 120.77/80.67 | (430) ~ (all_0_309_309 = all_0_596_596) | ~ (all_0_310_310 = all_0_311_311) | ~ (all_0_312_312 = all_0_592_592) | ~ (all_0_313_313 = all_0_314_314) | ~ (all_0_315_315 = all_0_593_593) | ~ (all_0_316_316 = all_0_317_317) | ~ (all_0_318_318 = all_0_319_319) | ~ (all_0_320_320 = all_0_595_595) | ~ (all_0_321_321 = all_0_322_322) | ~ (all_0_323_323 = all_0_324_324) | ~ (all_0_325_325 = all_0_326_326) | ~ (all_0_327_327 = all_0_328_328) | ~ (all_0_329_329 = all_0_330_330) | ~ (all_0_331_331 = all_0_332_332) | ~ (all_0_333_333 = all_0_334_334) | ~ (all_0_335_335 = all_0_336_336) | ~ (all_0_337_337 = all_0_338_338) | ~ (all_0_339_339 = all_0_340_340) | ~ (all_0_341_341 = all_0_342_342) | ~ (all_0_343_343 = all_0_344_344) | ~ (all_0_345_345 = all_0_346_346) | ~ (all_0_347_347 = all_0_348_348) | ~ (all_0_349_349 = all_0_350_350) | ~ (all_0_351_351 = all_0_352_352) | ~ (all_0_353_353 = all_0_354_354) | ~ (all_0_355_355 = all_0_356_356) | ~ (all_0_357_357 = all_0_358_358) | ~ (all_0_359_359 = all_0_360_360) | ~ (all_0_361_361 = all_0_675_675) | ~ (all_0_362_362 = all_0_363_363) | ~ (all_0_364_364 = all_0_365_365) | ~ (all_0_366_366 = all_0_367_367) | ~ (all_0_368_368 = all_0_369_369) | ~ (all_0_370_370 = all_0_371_371) | ~ (all_0_372_372 = all_0_373_373) | ~ (all_0_374_374 = all_0_594_594) | ~ (all_0_375_375 = all_0_376_376) | ~ (all_0_377_377 = all_0_378_378) | ~ (all_0_379_379 = all_0_380_380) | ~ (all_0_381_381 = all_0_382_382) | ~ (all_0_383_383 = all_0_384_384) | ~ (all_0_385_385 = all_0_386_386) | ~ (all_0_387_387 = all_0_388_388) | ~ (all_0_389_389 = all_0_390_390) | ~ (all_0_391_391 = all_0_392_392) | ~ (all_0_393_393 = all_0_394_394) | ~ (all_0_395_395 = all_0_396_396) | ~ (all_0_397_397 = all_0_398_398) | ( ~ (all_0_592_592 = e26) & ~ (all_0_593_593 = e26) & ~ (all_0_594_594 = e26) & ~ (all_0_595_595 = e26) & ~ (all_0_596_596 = e26) & ~ (all_0_675_675 = e26)) | ( ~ (all_0_592_592 = e25) & ~ (all_0_593_593 = e25) & ~ (all_0_594_594 = e25) & ~ (all_0_595_595 = e25) & ~ (all_0_596_596 = e25)) | ( ~ (all_0_592_592 = e24) & ~ (all_0_593_593 = e24) & ~ (all_0_594_594 = e24) & ~ (all_0_595_595 = e24) & ~ (all_0_596_596 = e24) & ~ (all_0_675_675 = e24)) | ( ~ (all_0_592_592 = e23) & ~ (all_0_593_593 = e23) & ~ (all_0_594_594 = e23) & ~ (all_0_595_595 = e23) & ~ (all_0_596_596 = e23) & ~ (all_0_675_675 = e23)) | ( ~ (all_0_592_592 = e21) & ~ (all_0_593_593 = e21) & ~ (all_0_594_594 = e21) & ~ (all_0_595_595 = e21) & ~ (all_0_596_596 = e21) & ~ (all_0_675_675 = e21)) | ( ~ (all_0_592_592 = e20) & ~ (all_0_593_593 = e20) & ~ (all_0_594_594 = e20) & ~ (all_0_595_595 = e20) & ~ (all_0_596_596 = e20) & ~ (all_0_675_675 = e20)) % 120.77/80.67 | (431) op2(all_0_580_580, all_0_581_581) = all_0_83_83 % 120.77/80.67 | (432) op2(all_0_584_584, e24) = all_0_179_179 % 120.77/80.67 | (433) h2(e10) = all_0_601_601 % 120.77/80.67 | (434) op2(e20, e20) = all_0_690_690 % 120.77/80.67 | (435) op2(all_0_596_596, all_0_594_594) = all_0_393_393 % 120.77/80.67 | (436) ~ (all_0_746_746 = all_0_765_765) % 120.77/80.67 | (437) op2(e22, e23) = all_0_674_674 % 120.77/80.67 | (438) ~ (all_0_649_649 = e20) % 120.77/80.67 | (439) op2(all_0_598_598, all_0_601_601) = all_0_447_447 % 120.77/80.67 | (440) all_0_746_746 = e16 | all_0_746_746 = e15 | all_0_746_746 = e14 | all_0_746_746 = e13 | all_0_746_746 = e12 | all_0_746_746 = e11 | all_0_746_746 = e10 % 120.77/80.67 | (441) ~ (all_0_650_650 = all_0_669_669) % 120.77/80.67 | (442) ~ (all_0_653_653 = all_0_654_654) % 120.77/80.67 | (443) ~ (e26 = e20) % 120.77/80.67 | (444) h1(all_0_773_773) = all_0_576_576 % 120.77/80.67 | (445) ~ (all_0_649_649 = all_0_673_673) % 120.77/80.67 | (446) ~ (all_0_683_683 = e22) % 120.77/80.67 | (447) ~ (all_0_770_770 = all_0_774_774) % 120.77/80.67 | (448) ~ (all_0_677_677 = e25) % 120.77/80.67 | (449) ~ (e15 = e11) % 120.77/80.67 | (450) h3(all_0_750_750) = all_0_348_348 % 120.77/80.67 | (451) op1(e11, e12) = all_0_765_765 % 120.77/80.67 | (452) h6(e10) = all_0_656_656 % 120.77/80.67 | (453) ~ (all_0_743_743 = e11) % 120.77/80.67 | (454) op1(all_0_723_723, e12) = e11 % 120.77/80.67 | (455) all_0_737_737 = e14 | all_0_744_744 = e14 | all_0_751_751 = e14 | all_0_757_757 = e14 | all_0_763_763 = e14 | all_0_770_770 = e14 % 120.77/80.67 | (456) all_0_735_735 = e16 | all_0_741_741 = e16 | all_0_748_748 = e16 | all_0_755_755 = e16 | all_0_761_761 = e16 | all_0_767_767 = e16 | all_0_774_774 = e16 % 120.77/80.67 | (457) op1(e12, e11) = all_0_760_760 % 120.77/80.67 | (458) op1(e10, e14) = all_0_770_770 % 120.77/80.67 | (459) all_0_742_742 = e13 | all_0_743_743 = e13 | all_0_744_744 = e13 | all_0_745_745 = e13 | all_0_746_746 = e13 | all_0_748_748 = e13 % 120.77/80.67 | (460) ~ (all_0_654_654 = all_0_687_687) % 120.77/80.67 | (461) op1(all_0_750_750, e13) = all_0_698_698 % 120.77/80.67 | (462) h2(all_0_746_746) = all_0_430_430 % 120.77/80.67 | (463) op2(all_0_601_601, e21) = all_0_475_475 % 120.77/80.67 | (464) ~ (all_0_665_665 = e25) % 120.77/80.67 | (465) op2(all_0_676_676, e21) = e25 % 120.77/80.67 | (466) op2(all_0_589_589, all_0_589_589) = all_0_276_276 % 120.77/80.67 | (467) ~ (all_0_679_679 = all_0_683_683) % 120.77/80.67 | (468) h3(all_0_742_742) = all_0_332_332 % 120.77/80.67 | (469) op1(all_0_768_768, e16) = e15 % 120.77/80.67 | (470) op2(all_0_600_600, all_0_600_600) = all_0_471_471 % 120.77/80.67 | (471) ~ (e25 = e11) % 120.77/80.67 | (472) op2(all_0_582_582, all_0_584_584) = all_0_159_159 % 120.77/80.67 | (473) ~ (e13 = e10) % 120.77/80.67 | (474) ~ (all_0_667_667 = all_0_679_679) % 120.77/80.67 | (475) ~ (all_0_658_658 = all_0_663_663) % 120.77/80.67 | (476) op2(all_0_582_582, all_0_586_586) = all_0_163_163 % 120.77/80.67 | (477) op2(all_0_630_630, e25) = e22 % 120.77/80.67 | (478) ~ (all_0_687_687 = all_0_690_690) % 120.77/80.67 | (479) op1(all_0_733_733, e16) = all_0_700_700 % 120.77/80.67 | (480) ~ (all_0_0_0 = all_0_649_649) | ~ (all_0_1_1 = all_0_650_650) | ~ (all_0_2_2 = all_0_651_651) | ~ (all_0_3_3 = all_0_652_652) | ~ (all_0_4_4 = all_0_653_653) | ~ (all_0_5_5 = all_0_654_654) | ~ (all_0_6_6 = all_0_655_655) | ~ (all_0_7_7 = all_0_656_656) | ~ (all_0_8_8 = all_0_657_657) | ~ (all_0_9_9 = all_0_658_658) | ~ (all_0_10_10 = all_0_659_659) | ~ (all_0_11_11 = all_0_660_660) | ~ (all_0_12_12 = all_0_661_661) | ~ (all_0_13_13 = all_0_662_662) | ~ (all_0_14_14 = all_0_663_663) | ~ (all_0_15_15 = all_0_664_664) | ~ (all_0_16_16 = all_0_665_665) | ~ (all_0_17_17 = all_0_666_666) | ~ (all_0_18_18 = all_0_667_667) | ~ (all_0_19_19 = all_0_668_668) | ~ (all_0_20_20 = all_0_669_669) | ~ (all_0_21_21 = all_0_670_670) | ~ (all_0_22_22 = all_0_671_671) | ~ (all_0_23_23 = all_0_672_672) | ~ (all_0_24_24 = all_0_673_673) | ~ (all_0_25_25 = all_0_674_674) | ~ (all_0_26_26 = all_0_675_675) | ~ (all_0_27_27 = all_0_676_676) | ~ (all_0_28_28 = all_0_677_677) | ~ (all_0_29_29 = all_0_678_678) | ~ (all_0_30_30 = all_0_679_679) | ~ (all_0_31_31 = all_0_680_680) | ~ (all_0_32_32 = all_0_681_681) | ~ (all_0_33_33 = all_0_682_682) | ~ (all_0_34_34 = all_0_683_683) | ~ (all_0_35_35 = all_0_684_684) | ~ (all_0_36_36 = all_0_685_685) | ~ (all_0_37_37 = all_0_686_686) | ~ (all_0_38_38 = all_0_687_687) | ~ (all_0_39_39 = all_0_688_688) | ~ (all_0_40_40 = all_0_689_689) | ~ (all_0_41_41 = all_0_690_690) % 120.77/80.67 | (481) op1(all_0_731_731, e11) = e10 % 120.77/80.67 | (482) ~ (all_0_754_754 = all_0_766_766) % 120.77/80.67 | (483) op2(all_0_605_605, all_0_604_604) = all_0_559_559 % 120.77/80.67 | (484) ~ (e23 = e10) % 120.77/80.67 | (485) all_0_749_749 = e13 | all_0_750_750 = e13 | all_0_751_751 = e13 | all_0_752_752 = e13 | all_0_753_753 = e13 | all_0_755_755 = e13 % 120.77/80.68 | (486) h5(e13) = all_0_583_583 % 120.77/80.68 | (487) op2(all_0_643_643, e25) = e20 % 120.77/80.68 | (488) op2(all_0_687_687, e20) = all_0_628_628 % 120.77/80.68 | (489) op1(all_0_747_747, e14) = all_0_721_721 % 120.77/80.68 | (490) ~ (all_0_667_667 = all_0_668_668) % 120.77/80.68 | (491) ~ (all_0_764_764 = all_0_765_765) % 120.77/80.68 | (492) h2(all_0_764_764) = all_0_468_468 % 120.77/80.68 | (493) ~ (all_0_762_762 = e12) % 120.77/80.68 | (494) ~ (all_0_734_734 = e14) % 120.77/80.68 | (495) op1(all_0_734_734, e16) = all_0_713_713 % 120.77/80.68 | (496) ~ (all_0_762_762 = all_0_767_767) % 120.77/80.68 | (497) op2(all_0_690_690, all_0_603_603) = all_0_503_503 % 120.77/80.68 | (498) h4(all_0_733_733) = all_0_221_221 % 120.77/80.68 | (499) op2(e20, all_0_603_603) = all_0_492_492 % 120.77/80.68 | (500) op1(all_0_700_700, e16) = e14 % 120.77/80.68 | (501) h5(e11) = all_0_585_585 % 120.77/80.68 | (502) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e21 | all_0_676_676 = e20 % 120.77/80.68 | (503) op1(e16, e13) = e14 % 120.77/80.68 | (504) op2(all_0_602_602, all_0_604_604) = all_0_519_519 % 120.77/80.68 | (505) ~ (all_0_735_735 = all_0_755_755) % 120.77/80.68 | (506) h4(all_0_772_772) = all_0_304_304 % 120.77/80.68 | (507) ~ (all_0_663_663 = all_0_689_689) % 120.77/80.68 | (508) ~ (all_0_650_650 = all_0_688_688) % 120.77/80.68 | (509) op1(all_0_697_697, e14) = e15 % 120.77/80.68 | (510) op2(e20, e26) = all_0_684_684 % 120.77/80.68 | (511) ~ (all_0_675_675 = e25) % 120.77/80.68 | (512) op2(all_0_589_589, all_0_588_588) = all_0_274_274 % 120.77/80.68 | (513) ~ (all_0_663_663 = all_0_676_676) % 120.77/80.68 | (514) op1(all_0_736_736, e16) = e16 % 120.77/80.68 | (515) h6(all_0_754_754) = all_0_86_86 % 120.77/80.68 | (516) all_0_652_652 = e26 | all_0_658_658 = e26 | all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 120.77/80.68 | (517) ~ (all_0_668_668 = all_0_670_670) % 120.77/80.68 | (518) op1(all_0_762_762, e11) = all_0_695_695 % 120.77/80.68 | (519) op2(all_0_586_586, all_0_586_586) = all_0_217_217 % 120.77/80.68 | (520) ~ (all_0_672_672 = all_0_677_677) % 120.77/80.68 | (521) all_0_665_665 = e24 | all_0_666_666 = e24 | all_0_667_667 = e24 | all_0_669_669 = e24 | all_0_670_670 = e24 | all_0_671_671 = e24 % 120.77/80.68 | (522) op2(all_0_584_584, all_0_585_585) = all_0_188_188 % 120.77/80.68 | (523) op2(all_0_606_606, all_0_603_603) = all_0_571_571 % 120.77/80.68 | (524) ~ (all_0_769_769 = e12) % 120.77/80.68 | (525) ~ (all_0_734_734 = e13) % 120.77/80.68 | (526) ~ (all_0_756_756 = all_0_761_761) % 120.77/80.68 | (527) ~ (all_0_674_674 = all_0_675_675) % 120.77/80.68 | (528) all_0_672_672 = e22 | all_0_673_673 = e22 | all_0_674_674 = e22 | all_0_675_675 = e22 | all_0_676_676 = e22 | all_0_677_677 = e22 % 120.77/80.68 | (529) h5(all_0_752_752) = all_0_172_172 % 120.77/80.68 | (530) op2(e21, e22) = all_0_681_681 % 120.77/80.68 | (531) ~ (all_0_747_747 = all_0_760_760) % 120.77/80.68 | (532) ~ (all_0_758_758 = all_0_759_759) % 120.77/80.68 | (533) op2(all_0_604_604, all_0_690_690) = all_0_541_541 % 120.77/80.68 | (534) op1(all_0_710_710, e12) = e13 % 120.77/80.68 | (535) ~ (all_0_660_660 = all_0_667_667) % 120.77/80.68 | (536) h1(all_0_753_753) = all_0_534_534 % 120.77/80.68 | (537) op2(all_0_585_585, all_0_660_660) = all_0_584_584 % 120.77/80.68 | (538) h5(all_0_757_757) = all_0_183_183 % 120.77/80.68 | (539) op2(e20, all_0_690_690) = all_0_606_606 % 120.77/80.68 | (540) all_0_649_649 = e21 | all_0_650_650 = e21 | all_0_651_651 = e21 % 120.77/80.68 | (541) all_0_768_768 = e13 | all_0_769_769 = e13 | all_0_770_770 = e13 | all_0_771_771 = e13 | all_0_772_772 = e13 | all_0_774_774 = e13 % 120.77/80.68 | (542) ~ (all_0_738_738 = all_0_739_739) % 120.77/80.68 | (543) all_0_672_672 = e24 | all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 120.77/80.68 | (544) ~ (all_0_219_219 = all_0_591_591) | ~ (all_0_220_220 = all_0_221_221) | ~ (all_0_222_222 = all_0_587_587) | ~ (all_0_223_223 = all_0_224_224) | ~ (all_0_225_225 = all_0_588_588) | ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 120.77/80.68 | (545) ~ (all_0_650_650 = all_0_675_675) % 120.77/80.68 | (546) op2(e24, e24) = all_0_660_660 % 120.77/80.68 | (547) ~ (all_0_743_743 = all_0_747_747) % 120.77/80.68 | (548) ~ (all_0_736_736 = all_0_737_737) % 120.77/80.68 | (549) all_0_667_667 = e26 | all_0_667_667 = e25 | all_0_667_667 = e24 | all_0_667_667 = e23 | all_0_667_667 = e22 | all_0_667_667 = e21 | all_0_667_667 = e20 % 120.77/80.68 | (550) h1(all_0_752_752) = all_0_532_532 % 120.77/80.68 | (551) ~ (all_0_736_736 = all_0_756_756) % 120.77/80.68 | (552) op2(e21, all_0_598_598) = all_0_402_402 % 120.77/80.68 | (553) op2(e25, all_0_682_682) = all_0_580_580 % 120.77/80.68 | (554) ~ (all_0_752_752 = all_0_771_771) % 120.77/80.68 | (555) op2(all_0_617_617, e25) = e24 % 120.77/80.68 | (556) ~ (all_0_653_653 = all_0_657_657) % 120.77/80.68 | (557) ~ (all_0_735_735 = all_0_741_741) % 120.77/80.68 | (558) all_0_654_654 = e26 | all_0_661_661 = e26 | all_0_668_668 = e26 | all_0_674_674 = e26 | all_0_680_680 = e26 | all_0_687_687 = e26 % 120.77/80.68 | (559) op2(all_0_588_588, all_0_668_668) = all_0_257_257 % 120.77/80.68 | (560) h6(all_0_738_738) = all_0_54_54 % 120.77/80.68 | (561) op2(all_0_675_675, all_0_595_595) = all_0_327_327 % 120.77/80.68 | (562) op1(all_0_706_706, e10) = e14 % 120.77/80.68 | (563) all_0_684_684 = e20 | all_0_686_686 = e20 | all_0_687_687 = e20 | all_0_688_688 = e20 | all_0_689_689 = e20 | all_0_690_690 = e20 % 120.77/80.68 | (564) h3(all_0_741_741) = all_0_330_330 % 120.77/80.68 | (565) ~ (all_0_738_738 = all_0_771_771) % 120.77/80.68 | (566) ~ (all_0_748_748 = all_0_767_767) % 120.77/80.69 | (567) ~ (all_0_669_669 = all_0_681_681) % 120.77/80.69 | (568) ~ (all_0_656_656 = all_0_689_689) % 120.77/80.69 | (569) op2(e22, e24) = all_0_673_673 % 120.77/80.69 | (570) all_0_740_740 = e16 | all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 120.77/80.69 | (571) op2(e25, all_0_580_580) = all_0_44_44 % 120.77/80.69 | (572) ~ (e24 = e23) % 120.77/80.69 | (573) h1(all_0_755_755) = all_0_538_538 % 120.77/80.69 | (574) h7(all_0_763_763) = all_0_30_30 % 120.77/80.69 | (575) all_0_665_665 = e26 | all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 | all_0_665_665 = e21 | all_0_665_665 = e20 % 120.77/80.69 | (576) all_0_653_653 = e20 | all_0_660_660 = e20 | all_0_667_667 = e20 | all_0_673_673 = e20 | all_0_679_679 = e20 | all_0_686_686 = e20 % 120.77/80.69 | (577) op2(all_0_668_668, all_0_668_668) = all_0_590_590 % 120.77/80.69 | (578) ~ (all_0_762_762 = all_0_766_766) % 120.77/80.69 | (579) h3(all_0_756_756) = all_0_360_360 % 120.77/80.69 | (580) ~ (all_0_656_656 = all_0_682_682) % 120.77/80.69 | (581) ~ (e23 = e20) % 120.77/80.69 | (582) ~ (all_0_668_668 = all_0_680_680) % 120.77/80.69 | (583) ~ (all_0_654_654 = all_0_661_661) % 120.77/80.69 | (584) ~ (all_0_767_767 = all_0_774_774) % 120.77/80.69 | (585) all_0_743_743 = e13 | all_0_750_750 = e13 | all_0_769_769 = e13 % 120.77/80.69 | (586) all_0_770_770 = e15 | all_0_771_771 = e15 | all_0_772_772 = e15 | all_0_773_773 = e15 | all_0_774_774 = e15 % 120.77/80.69 | (587) op2(e21, all_0_600_600) = all_0_598_598 % 120.77/80.69 | (588) all_0_756_756 = e10 | all_0_757_757 = e10 | all_0_758_758 = e10 | all_0_759_759 = e10 | all_0_760_760 = e10 | all_0_761_761 = e10 % 120.77/80.69 | (589) op2(all_0_600_600, e21) = all_0_462_462 % 120.77/80.69 | (590) h1(e10) = all_0_606_606 % 120.77/80.69 | (591) ~ (all_0_670_670 = all_0_689_689) % 120.77/80.69 | (592) op2(all_0_594_594, all_0_594_594) = all_0_366_366 % 120.77/80.69 | (593) ~ (all_0_742_742 = all_0_744_744) % 120.77/80.69 | (594) ~ (all_0_657_657 = all_0_690_690) % 120.77/80.69 | (595) h4(all_0_765_765) = all_0_290_290 % 120.77/80.69 | (596) ~ (all_0_749_749 = e15) % 120.77/80.69 | (597) op2(all_0_586_586, all_0_584_584) = all_0_213_213 % 120.77/80.69 | (598) op2(e25, e24) = all_0_653_653 % 120.77/80.69 | (599) ~ (all_0_671_671 = all_0_677_677) % 120.77/80.69 | (600) ~ (all_0_740_740 = e11) % 120.77/80.69 | (601) op2(all_0_646_646, e22) = e20 % 120.77/80.69 | (602) op2(all_0_652_652, e26) = e26 % 120.77/80.69 | (603) op1(all_0_752_752, e13) = all_0_709_709 % 120.77/80.69 | (604) ~ (all_0_651_651 = e20) % 120.77/80.69 | (605) ~ (all_0_667_667 = all_0_671_671) % 120.77/80.69 | (606) op2(e24, e23) = all_0_661_661 % 120.77/80.69 | (607) op2(all_0_604_604, all_0_606_606) = all_0_550_550 % 120.77/80.69 | (608) ~ (e26 = e10) % 120.77/80.69 | (609) ~ (all_0_663_663 = all_0_670_670) % 120.77/80.69 | (610) ~ (all_0_665_665 = all_0_671_671) % 120.77/80.69 | (611) all_0_756_756 = e11 | all_0_757_757 = e11 | all_0_758_758 = e11 | all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 120.77/80.69 | (612) h5(all_0_735_735) = all_0_137_137 % 120.77/80.69 | (613) ~ (e26 = e15) % 120.77/80.69 | (614) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 | all_0_680_680 = e21 | all_0_680_680 = e20 % 120.77/80.69 | (615) ~ (all_0_652_652 = all_0_658_658) % 120.77/80.69 | (616) ~ (all_0_686_686 = all_0_689_689) % 120.77/80.69 | (617) ~ (all_0_682_682 = e22) % 120.77/80.69 | (618) op2(all_0_597_597, all_0_599_599) = all_0_429_429 % 120.77/80.69 | (619) op1(all_0_701_701, e15) = e14 % 120.77/80.69 | (620) all_0_659_659 = e26 | all_0_666_666 = e26 | all_0_685_685 = e26 % 120.77/80.69 | (621) all_0_766_766 = e16 | all_0_766_766 = e15 | all_0_766_766 = e14 | all_0_766_766 = e11 | all_0_766_766 = e10 % 120.77/80.69 | (622) op1(e10, e12) = all_0_772_772 % 120.77/80.69 | (623) op2(all_0_591_591, e23) = all_0_295_295 % 120.77/80.69 | (624) op2(e20, all_0_690_690) = all_0_489_489 % 120.77/80.69 | (625) op1(all_0_738_738, e15) = all_0_707_707 % 120.77/80.69 | (626) h2(all_0_766_766) = all_0_472_472 % 120.77/80.69 | (627) all_0_745_745 = e16 | all_0_745_745 = e15 | all_0_745_745 = e13 | all_0_745_745 = e12 | all_0_745_745 = e11 | all_0_745_745 = e10 % 120.77/80.69 | (628) ~ (e20 = e10) % 120.77/80.69 | (629) ~ (all_0_649_649 = all_0_653_653) % 120.77/80.69 | (630) op2(all_0_660_660, e24) = all_0_618_618 % 120.77/80.69 | (631) op1(all_0_707_707, e15) = e13 % 120.77/80.69 | (632) ~ (all_0_733_733 = all_0_751_751) % 120.77/80.69 | (633) ~ (e24 = e20) % 120.77/80.69 | (634) all_0_665_665 = e22 | all_0_667_667 = e22 | all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 120.77/80.69 | (635) ~ (e24 = e13) % 120.77/80.69 | (636) h6(all_0_755_755) = all_0_88_88 % 120.77/80.69 | (637) h3(all_0_739_739) = all_0_326_326 % 120.77/80.69 | (638) h4(all_0_751_751) = all_0_260_260 % 120.77/80.69 | (639) h4(all_0_747_747) = all_0_252_252 % 120.77/80.69 | (640) ~ (e24 = e14) % 120.77/80.69 | (641) h3(all_0_733_733) = all_0_311_311 % 120.77/80.69 | (642) ~ (all_0_733_733 = e13) % 120.77/80.69 | (643) op2(all_0_690_690, all_0_604_604) = all_0_505_505 % 120.77/80.69 | (644) op2(all_0_585_585, all_0_583_583) = all_0_197_197 % 120.77/80.69 | (645) ~ (all_0_665_665 = all_0_684_684) % 120.77/80.69 | (646) ~ (all_0_687_687 = all_0_688_688) % 120.77/80.69 | (647) ~ (all_0_652_652 = all_0_655_655) % 120.77/80.69 | (648) h1(all_0_744_744) = all_0_516_516 % 120.77/80.69 | (649) op2(all_0_582_582, all_0_582_582) = all_0_155_155 % 120.77/80.69 | (650) all_0_658_658 = e23 | all_0_659_659 = e23 | all_0_660_660 = e23 | all_0_661_661 = e23 | all_0_662_662 = e23 | all_0_664_664 = e23 % 120.77/80.69 | (651) op2(all_0_593_593, all_0_592_592) = all_0_349_349 % 120.77/80.69 | (652) op2(all_0_672_672, e22) = all_0_610_610 % 120.77/80.69 | (653) op2(all_0_659_659, e24) = all_0_613_613 % 120.77/80.69 | (654) op2(e23, e24) = all_0_667_667 % 120.77/80.69 | (655) ~ (all_0_649_649 = all_0_679_679) % 120.77/80.69 | (656) h7(all_0_735_735) = all_0_2_2 % 120.77/80.69 | (657) op2(e23, e23) = all_0_668_668 % 120.77/80.69 | (658) all_0_681_681 = e26 | all_0_681_681 = e25 | all_0_681_681 = e24 | all_0_681_681 = e23 | all_0_681_681 = e21 | all_0_681_681 = e20 % 120.77/80.69 | (659) ~ (all_0_733_733 = all_0_737_737) % 120.77/80.69 | (660) all_0_752_752 = e16 | all_0_752_752 = e15 | all_0_752_752 = e13 | all_0_752_752 = e12 | all_0_752_752 = e11 | all_0_752_752 = e10 % 120.77/80.69 | (661) op2(all_0_602_602, all_0_606_606) = all_0_523_523 % 120.77/80.69 | (662) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h5(v2) = v1) | ~ (h5(v2) = v0)) % 120.77/80.70 | (663) op2(e20, e21) = all_0_689_689 % 120.77/80.70 | (664) ~ (all_0_735_735 = all_0_748_748) % 120.77/80.70 | (665) all_0_742_742 = e10 | all_0_744_744 = e10 | all_0_745_745 = e10 | all_0_746_746 = e10 | all_0_747_747 = e10 | all_0_748_748 = e10 % 120.77/80.70 | (666) ~ (all_0_666_666 = all_0_668_668) % 120.77/80.70 | (667) ~ (all_0_744_744 = all_0_770_770) % 120.77/80.70 | (668) h2(all_0_745_745) = all_0_428_428 % 120.77/80.70 | (669) all_0_735_735 = e12 | all_0_741_741 = e12 | all_0_748_748 = e12 | all_0_755_755 = e12 | all_0_761_761 = e12 | all_0_774_774 = e12 % 120.77/80.70 | (670) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e21 | all_0_684_684 = e20 % 120.77/80.70 | (671) op2(all_0_595_595, all_0_596_596) = all_0_383_383 % 120.77/80.70 | (672) ~ (all_0_669_669 = all_0_675_675) % 120.77/80.70 | (673) all_0_652_652 = e22 | all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 120.77/80.70 | (674) ~ (all_0_760_760 = e13) % 120.77/80.70 | (675) ~ (all_0_655_655 = all_0_656_656) % 120.77/80.70 | (676) op1(all_0_711_711, e11) = e13 % 120.77/80.70 | (677) h7(all_0_760_760) = all_0_27_27 % 120.77/80.70 | (678) op2(all_0_590_590, all_0_587_587) = all_0_285_285 % 120.77/80.70 | (679) ~ (all_0_673_673 = all_0_686_686) % 120.77/80.70 | (680) ~ (all_0_760_760 = all_0_773_773) % 120.77/80.70 | (681) ~ (all_0_656_656 = all_0_670_670) % 120.77/80.70 | (682) ~ (all_0_658_658 = all_0_665_665) % 120.77/80.70 | (683) op2(all_0_653_653, e25) = all_0_617_617 % 120.77/80.70 | (684) h4(e13) = all_0_588_588 % 120.77/80.70 | (685) all_0_734_734 = e12 | all_0_739_739 = e12 | all_0_746_746 = e12 | all_0_753_753 = e12 | all_0_759_759 = e12 | all_0_772_772 = e12 % 120.77/80.70 | (686) h4(all_0_764_764) = all_0_288_288 % 120.77/80.70 | (687) ~ (all_0_733_733 = e14) % 120.77/80.70 | (688) h6(all_0_752_752) = all_0_82_82 % 120.77/80.70 | (689) h2(all_0_736_736) = all_0_409_409 % 120.77/80.70 | (690) op2(e21, e20) = all_0_683_683 % 120.77/80.70 | (691) op2(e23, all_0_589_589) = all_0_223_223 % 120.77/80.70 | (692) ~ (all_0_749_749 = all_0_751_751) % 120.77/80.70 | (693) ~ (all_0_735_735 = all_0_761_761) % 120.77/80.70 | (694) op2(all_0_579_579, e25) = all_0_61_61 % 120.77/80.70 | (695) ~ (all_0_681_681 = e22) % 120.77/80.70 | (696) op2(all_0_601_601, all_0_597_597) = all_0_479_479 % 120.77/80.70 | (697) ~ (all_0_665_665 = all_0_666_666) % 120.77/80.70 | (698) ~ (all_0_682_682 = all_0_683_683) % 120.77/80.70 | (699) ~ (all_0_651_651 = e24) % 120.77/80.70 | (700) h7(all_0_749_749) = all_0_16_16 % 120.77/80.70 | (701) op2(all_0_595_595, all_0_675_675) = all_0_594_594 % 120.77/80.70 | (702) ~ (all_0_739_739 = all_0_772_772) % 120.77/80.70 | (703) h6(all_0_735_735) = all_0_49_49 % 120.77/80.70 | (704) op2(all_0_682_682, all_0_682_682) = all_0_410_410 % 120.77/80.70 | (705) ~ (all_0_673_673 = all_0_674_674) % 120.77/80.70 | (706) h5(all_0_746_746) = all_0_160_160 % 120.77/80.70 | (707) ~ (all_0_676_676 = all_0_677_677) % 120.77/80.70 | (708) op2(e22, all_0_592_592) = all_0_310_310 % 120.77/80.70 | (709) ~ (all_0_661_661 = all_0_687_687) % 120.77/80.70 | (710) h3(e10) = all_0_596_596 % 120.77/80.70 | (711) op2(e21, all_0_598_598) = all_0_597_597 % 120.77/80.70 | (712) op2(all_0_604_604, all_0_605_605) = all_0_548_548 % 120.77/80.70 | (713) op2(e22, all_0_675_675) = all_0_596_596 % 120.77/80.70 | (714) ~ (all_0_734_734 = all_0_772_772) % 120.77/80.70 | (715) op2(all_0_614_614, e23) = e25 % 120.77/80.70 | (716) ~ (all_0_748_748 = all_0_755_755) % 120.77/80.70 | (717) op2(all_0_597_597, all_0_601_601) = all_0_433_433 % 120.77/80.70 | (718) h2(all_0_760_760) = all_0_459_459 % 120.77/80.70 | (719) op2(all_0_594_594, all_0_592_592) = all_0_362_362 % 120.77/80.70 | (720) op2(all_0_579_579, all_0_682_682) = all_0_71_71 % 120.77/80.70 | (721) op2(all_0_582_582, all_0_660_660) = all_0_153_153 % 120.77/80.70 | (722) ~ (all_0_748_748 = all_0_761_761) % 120.77/80.70 | (723) op2(all_0_593_593, all_0_595_595) = all_0_355_355 % 120.77/80.70 | (724) op2(all_0_603_603, all_0_605_605) = all_0_535_535 % 120.77/80.70 | (725) op2(all_0_675_675, all_0_594_594) = all_0_325_325 % 120.77/80.70 | (726) h2(all_0_773_773) = all_0_486_486 % 120.77/80.70 | (727) op2(all_0_596_596, all_0_592_592) = all_0_389_389 % 120.77/80.70 | (728) ~ (all_0_658_658 = all_0_661_661) % 120.77/80.70 | (729) ~ (e15 = e10) % 120.77/80.70 | (730) op2(all_0_590_590, all_0_589_589) = all_0_289_289 % 120.77/80.70 | (731) all_0_749_749 = e16 | all_0_749_749 = e14 | all_0_749_749 = e13 | all_0_749_749 = e12 | all_0_749_749 = e11 | all_0_749_749 = e10 % 120.77/80.70 | (732) ~ (all_0_682_682 = all_0_689_689) % 120.77/80.70 | (733) op1(all_0_774_774, e10) = all_0_732_732 % 120.77/80.70 | (734) all_0_741_741 = e15 | all_0_748_748 = e15 | all_0_755_755 = e15 | all_0_767_767 = e15 | all_0_774_774 = e15 % 120.77/80.70 | (735) all_0_739_739 = e16 | all_0_739_739 = e15 | all_0_739_739 = e14 | all_0_739_739 = e13 | all_0_739_739 = e12 | all_0_739_739 = e10 % 120.77/80.70 | (736) ~ (all_0_674_674 = all_0_687_687) % 120.77/80.70 | (737) h5(e16) = e24 % 120.77/80.70 | (738) op1(all_0_742_742, e14) = all_0_692_692 % 120.77/80.70 | (739) ~ (all_0_659_659 = all_0_664_664) % 120.77/80.70 | (740) op2(all_0_682_682, all_0_598_598) = all_0_413_413 % 120.77/80.70 | (741) op1(all_0_719_719, e10) = e12 % 120.77/80.70 | (742) h2(e15) = all_0_682_682 % 120.77/80.70 | (743) h2(all_0_742_742) = all_0_422_422 % 120.77/80.70 | (744) op2(all_0_607_607, e25) = e26 % 120.77/80.70 | (745) ~ (all_0_741_741 = all_0_774_774) % 120.77/80.70 | (746) ~ (all_0_768_768 = all_0_773_773) % 120.77/80.70 | (747) op2(all_0_624_624, e24) = e23 % 120.77/80.70 | (748) all_0_739_739 = e14 | all_0_746_746 = e14 | all_0_753_753 = e14 | all_0_759_759 = e14 | all_0_765_765 = e14 | all_0_772_772 = e14 % 120.77/80.70 | (749) ~ (all_0_650_650 = all_0_681_681) % 120.77/80.70 | (750) all_0_741_741 = e10 | all_0_748_748 = e10 | all_0_755_755 = e10 | all_0_761_761 = e10 | all_0_767_767 = e10 | all_0_774_774 = e10 % 120.77/80.70 | (751) op2(all_0_668_668, all_0_668_668) = all_0_230_230 % 120.77/80.70 | (752) all_0_733_733 = e16 | all_0_737_737 = e16 | all_0_744_744 = e16 | all_0_751_751 = e16 | all_0_757_757 = e16 | all_0_763_763 = e16 | all_0_770_770 = e16 % 120.77/80.71 | (753) h3(all_0_735_735) = all_0_317_317 % 120.77/80.71 | (754) op2(all_0_600_600, all_0_597_597) = all_0_465_465 % 120.77/80.71 | (755) ~ (all_0_653_653 = all_0_660_660) % 120.77/80.71 | (756) op2(all_0_650_650, e26) = all_0_629_629 % 120.77/80.71 | (757) ~ (all_0_743_743 = all_0_750_750) % 120.77/80.71 | (758) op2(e24, e21) = all_0_663_663 % 120.77/80.71 | (759) all_0_740_740 = e16 | all_0_747_747 = e16 | all_0_754_754 = e16 | all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 120.77/80.71 | (760) h2(all_0_772_772) = all_0_484_484 % 120.77/80.71 | (761) op2(all_0_660_660, all_0_660_660) = all_0_585_585 % 120.77/80.71 | (762) op2(all_0_586_586, all_0_585_585) = all_0_215_215 % 120.77/80.71 | (763) all_0_733_733 = e16 | all_0_734_734 = e16 | all_0_735_735 = e16 % 120.77/80.71 | (764) ~ (all_0_680_680 = all_0_682_682) % 120.77/80.71 | (765) ~ (all_0_768_768 = e15) % 120.77/80.71 | (766) op2(all_0_657_657, e25) = all_0_643_643 % 120.77/80.71 | (767) op2(all_0_655_655, e25) = all_0_630_630 % 120.77/80.71 | (768) all_0_736_736 = e13 | all_0_737_737 = e13 | all_0_738_738 = e13 | all_0_739_739 = e13 | all_0_741_741 = e13 % 120.77/80.71 | (769) ~ (all_0_651_651 = all_0_664_664) % 120.77/80.71 | (770) all_0_736_736 = e16 | all_0_736_736 = e14 | all_0_736_736 = e13 | all_0_736_736 = e12 | all_0_736_736 = e10 % 120.77/80.71 | (771) ~ (all_0_686_686 = all_0_687_687) % 120.77/80.71 | (772) ~ (all_0_739_739 = all_0_753_753) % 120.77/80.71 | (773) ~ (all_0_746_746 = all_0_772_772) % 120.77/80.71 | (774) op1(e11, e14) = all_0_763_763 % 120.77/80.71 | (775) op1(all_0_699_699, e10) = e15 % 120.77/80.71 | (776) h2(all_0_762_762) = all_0_463_463 % 120.77/80.71 | (777) op1(e10, e13) = all_0_771_771 % 120.77/80.71 | (778) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h6(v2) = v1) | ~ (h6(v2) = v0)) % 120.77/80.71 | (779) ~ (all_0_769_769 = all_0_774_774) % 120.77/80.71 | (780) ~ (all_0_656_656 = all_0_676_676) % 120.77/80.71 | (781) all_0_760_760 = e16 | all_0_760_760 = e14 | all_0_760_760 = e12 | all_0_760_760 = e11 | all_0_760_760 = e10 % 120.77/80.71 | (782) all_0_678_678 = e21 | all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 120.77/80.71 | (783) ~ (all_0_683_683 = all_0_690_690) % 120.77/80.71 | (784) ~ (e24 = e22) % 120.77/80.71 | (785) op2(all_0_596_596, all_0_593_593) = all_0_391_391 % 120.77/80.71 | (786) h7(all_0_747_747) = all_0_14_14 % 120.77/80.71 | (787) h5(all_0_769_769) = all_0_208_208 % 120.77/80.71 | (788) ~ (e21 = e11) % 120.77/80.71 | (789) ~ (all_0_655_655 = all_0_675_675) % 120.77/80.71 | (790) ~ (all_0_765_765 = all_0_772_772) % 120.77/80.71 | (791) all_0_664_664 = e26 | all_0_664_664 = e25 | all_0_664_664 = e24 | all_0_664_664 = e23 | all_0_664_664 = e22 | all_0_664_664 = e21 | all_0_664_664 = e20 % 120.77/80.71 | (792) ~ (e26 = e22) % 120.77/80.71 | (793) h1(all_0_749_749) = all_0_526_526 % 120.77/80.71 | (794) all_0_756_756 = e14 | all_0_757_757 = e14 | all_0_759_759 = e14 | all_0_760_760 = e14 | all_0_761_761 = e14 % 120.77/80.71 | (795) ~ (all_0_737_737 = all_0_770_770) % 120.77/80.71 | (796) h3(all_0_746_746) = all_0_340_340 % 120.77/80.71 | (797) h1(all_0_770_770) = all_0_570_570 % 120.77/80.71 | (798) all_0_736_736 = e10 | all_0_742_742 = e10 | all_0_749_749 = e10 | all_0_756_756 = e10 | all_0_762_762 = e10 | all_0_768_768 = e10 % 120.77/80.71 | (799) h4(all_0_749_749) = all_0_256_256 % 120.77/80.71 | (800) op2(all_0_642_642, e26) = e20 % 120.77/80.71 | (801) all_0_655_655 = e23 | all_0_662_662 = e23 | all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 120.77/80.71 | (802) all_0_735_735 = e11 | all_0_748_748 = e11 | all_0_755_755 = e11 | all_0_761_761 = e11 | all_0_767_767 = e11 | all_0_774_774 = e11 % 120.77/80.71 | (803) ~ (all_0_680_680 = all_0_681_681) % 120.77/80.71 | (804) ~ (all_0_751_751 = all_0_752_752) % 120.77/80.71 | (805) h4(all_0_743_743) = all_0_244_244 % 120.77/80.71 | (806) op2(all_0_593_593, all_0_593_593) = all_0_351_351 % 120.77/80.71 | (807) ~ (all_0_737_737 = all_0_757_757) % 120.77/80.71 | (808) ~ (all_0_661_661 = all_0_668_668) % 120.77/80.71 | (809) h1(all_0_734_734) = all_0_494_494 % 120.77/80.71 | (810) ~ (all_0_760_760 = all_0_761_761) % 120.77/80.71 | (811) h6(e14) = all_0_579_579 % 120.77/80.71 | (812) op2(all_0_594_594, all_0_675_675) = all_0_361_361 % 120.77/80.71 | (813) op1(all_0_754_754, e13) = all_0_722_722 % 120.77/80.71 | (814) all_0_740_740 = e15 | all_0_747_747 = e15 | all_0_754_754 = e15 | all_0_766_766 = e15 | all_0_773_773 = e15 % 120.77/80.71 | (815) op2(all_0_591_591, all_0_589_589) = all_0_303_303 % 120.77/80.71 | (816) ~ (all_0_659_659 = e25) % 120.77/80.71 | (817) h7(all_0_766_766) = all_0_33_33 % 120.77/80.71 | (818) op1(e11, e13) = all_0_764_764 % 120.77/80.71 | (819) ~ (all_0_650_650 = all_0_662_662) % 120.77/80.71 | (820) ~ (all_0_681_681 = all_0_683_683) % 120.77/80.71 | (821) h6(all_0_774_774) = all_0_128_128 % 120.77/80.71 | (822) ~ (all_0_685_685 = all_0_686_686) % 120.77/80.71 | (823) op1(all_0_721_721, e14) = e11 % 120.77/80.71 | (824) op1(all_0_740_740, e15) = all_0_720_720 % 120.77/80.71 | (825) op1(e15, e11) = all_0_740_740 % 120.77/80.71 | (826) all_0_759_759 = e16 | all_0_759_759 = e14 | all_0_759_759 = e13 | all_0_759_759 = e12 | all_0_759_759 = e11 | all_0_759_759 = e10 % 120.77/80.71 | (827) h2(all_0_761_761) = all_0_461_461 % 120.77/80.71 | (828) ~ (all_0_741_741 = all_0_755_755) % 120.77/80.71 | (829) ~ (e21 = e12) % 120.77/80.71 | (830) op2(all_0_601_601, all_0_601_601) = all_0_487_487 % 120.77/80.71 | (831) op2(all_0_619_619, e23) = e24 % 120.77/80.71 | (832) ~ (all_0_746_746 = all_0_759_759) % 120.77/80.71 | (833) ~ (all_0_734_734 = all_0_739_739) % 120.77/80.71 | (834) op2(e21, all_0_682_682) = all_0_57_57 % 120.77/80.71 | (835) op2(all_0_582_582, e24) = all_0_151_151 % 120.77/80.72 | (836) ~ (all_0_679_679 = e22) % 120.77/80.72 | (837) op2(all_0_588_588, all_0_587_587) = all_0_259_259 % 120.77/80.72 | (838) op1(e14, e14) = all_0_744_744 % 120.77/80.72 | (839) ~ (all_0_747_747 = e13) % 120.77/80.72 | (840) ~ (all_0_738_738 = all_0_745_745) % 120.77/80.72 | (841) h7(all_0_738_738) = all_0_5_5 % 120.77/80.72 | (842) op2(all_0_628_628, e20) = e23 % 120.77/80.72 | (843) h5(all_0_754_754) = all_0_176_176 % 120.77/80.72 | (844) h7(all_0_739_739) = all_0_6_6 % 120.77/80.72 | (845) ~ (all_0_655_655 = all_0_688_688) % 120.77/80.72 | (846) ~ (all_0_654_654 = all_0_668_668) % 120.77/80.72 | (847) h1(all_0_768_768) = all_0_566_566 % 120.77/80.72 | (848) h6(all_0_747_747) = all_0_72_72 % 120.77/80.72 | (849) op2(all_0_597_597, all_0_597_597) = all_0_425_425 % 120.77/80.72 | (850) all_0_653_653 = e26 | all_0_653_653 = e25 | all_0_653_653 = e24 | all_0_653_653 = e23 | all_0_653_653 = e22 | all_0_653_653 = e20 % 120.77/80.72 | (851) all_0_671_671 = e26 | all_0_671_671 = e25 | all_0_671_671 = e24 | all_0_671_671 = e23 | all_0_671_671 = e22 | all_0_671_671 = e21 | all_0_671_671 = e20 % 120.77/80.72 | (852) op2(all_0_660_660, all_0_660_660) = all_0_140_140 % 120.77/80.72 | (853) ~ (all_0_736_736 = e15) % 120.77/80.72 | (854) all_0_736_736 = e13 | all_0_742_742 = e13 | all_0_749_749 = e13 | all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 120.77/80.72 | (855) h6(all_0_772_772) = all_0_124_124 % 120.77/80.72 | (856) h1(all_0_772_772) = all_0_574_574 % 120.77/80.72 | (857) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h4(v2) = v1) | ~ (h4(v2) = v0)) % 120.77/80.72 | (858) op1(all_0_744_744, e14) = all_0_702_702 % 120.77/80.72 | (859) op1(e10, e11) = all_0_773_773 % 120.77/80.72 | (860) op1(e14, e15) = all_0_743_743 % 120.77/80.72 | (861) ~ (all_0_684_684 = all_0_685_685) % 120.77/80.72 | (862) op2(all_0_675_675, all_0_592_592) = all_0_321_321 % 120.77/80.72 | (863) h5(all_0_738_738) = all_0_144_144 % 120.77/80.72 | (864) h3(all_0_760_760) = all_0_369_369 % 120.77/80.72 | (865) ~ (all_0_757_757 = all_0_763_763) % 120.77/80.72 | (866) ~ (e26 = e13) % 120.77/80.72 | (867) ~ (all_0_770_770 = all_0_771_771) % 120.77/80.72 | (868) all_0_738_738 = e12 | all_0_745_745 = e12 | all_0_752_752 = e12 | all_0_758_758 = e12 | all_0_771_771 = e12 % 120.77/80.72 | (869) op2(all_0_682_682, e21) = all_0_581_581 % 120.77/80.72 | (870) h1(all_0_765_765) = all_0_560_560 % 120.77/80.72 | (871) ~ (all_0_654_654 = e24) % 120.77/80.72 | (872) all_0_650_650 = e26 | all_0_655_655 = e26 | all_0_662_662 = e26 | all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 120.77/80.72 | (873) op2(all_0_658_658, e26) = e23 % 120.77/80.72 | (874) ~ (all_0_673_673 = e25) % 120.77/80.72 | (875) h1(all_0_750_750) = all_0_528_528 % 120.77/80.72 | (876) h3(all_0_734_734) = all_0_314_314 % 120.77/80.72 | (877) op2(all_0_584_584, all_0_583_583) = all_0_184_184 % 120.77/80.72 | (878) op1(all_0_764_764, e11) = all_0_711_711 % 120.77/80.72 | (879) ~ (all_0_674_674 = e25) % 120.77/80.72 | (880) all_0_656_656 = e25 | all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 120.77/80.72 | (881) op2(all_0_602_602, all_0_690_690) = all_0_513_513 % 120.77/80.72 | (882) ~ (all_0_734_734 = all_0_746_746) % 120.77/80.72 | (883) ~ (all_0_769_769 = all_0_770_770) % 120.77/80.72 | (884) ~ (all_0_688_688 = all_0_689_689) % 120.77/80.72 | (885) ~ (all_0_737_737 = all_0_738_738) % 120.77/80.72 | (886) all_0_670_670 = e26 | all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 | all_0_670_670 = e21 | all_0_670_670 = e20 % 120.77/80.72 | (887) all_0_763_763 = e16 | all_0_763_763 = e15 | all_0_763_763 = e14 | all_0_763_763 = e13 | all_0_763_763 = e11 | all_0_763_763 = e10 % 120.77/80.72 | (888) all_0_738_738 = e13 | all_0_745_745 = e13 | all_0_752_752 = e13 | all_0_758_758 = e13 | all_0_764_764 = e13 | all_0_771_771 = e13 % 121.16/80.72 | (889) ~ (all_0_668_668 = all_0_674_674) % 121.16/80.72 | (890) h5(all_0_759_759) = all_0_187_187 % 121.16/80.72 | (891) ~ (e16 = e10) % 121.16/80.72 | (892) h1(all_0_743_743) = all_0_514_514 % 121.16/80.72 | (893) ~ (all_0_653_653 = all_0_667_667) % 121.16/80.72 | (894) ~ (e23 = e22) % 121.16/80.72 | (895) op2(e23, e21) = all_0_670_670 % 121.16/80.72 | (896) ~ (e23 = e21) % 121.16/80.72 | (897) op2(all_0_656_656, e25) = all_0_636_636 % 121.16/80.72 | (898) op2(all_0_600_600, all_0_682_682) = all_0_599_599 % 121.16/80.72 | (899) h4(e12) = all_0_589_589 % 121.16/80.72 | (900) ~ (all_0_658_658 = all_0_660_660) % 121.16/80.72 | (901) op2(all_0_682_682, all_0_580_580) = all_0_107_107 % 121.16/80.72 | (902) all_0_678_678 = e26 | all_0_679_679 = e26 | all_0_680_680 = e26 | all_0_681_681 = e26 | all_0_682_682 = e26 | all_0_683_683 = e26 % 121.16/80.72 | (903) ~ (all_0_662_662 = all_0_688_688) % 121.16/80.72 | (904) ~ (all_0_658_658 = all_0_672_672) % 121.16/80.72 | (905) h7(all_0_761_761) = all_0_28_28 % 121.16/80.72 | (906) ~ (all_0_740_740 = all_0_766_766) % 121.16/80.72 | (907) ~ (all_0_672_672 = all_0_674_674) % 121.16/80.72 | (908) op2(all_0_596_596, all_0_675_675) = all_0_387_387 % 121.16/80.72 | (909) h6(all_0_767_767) = all_0_114_114 % 121.16/80.72 | (910) ~ (all_0_675_675 = all_0_681_681) % 121.16/80.72 | (911) ~ (all_0_765_765 = all_0_766_766) % 121.16/80.72 | (912) h4(all_0_737_737) = all_0_232_232 % 121.16/80.72 | (913) ~ (all_0_678_678 = all_0_683_683) % 121.16/80.72 | (914) op2(all_0_602_602, e20) = all_0_511_511 % 121.16/80.72 | (915) h4(all_0_736_736) = all_0_229_229 % 121.16/80.72 | (916) h1(e11) = all_0_605_605 % 121.16/80.72 | (917) ~ (all_0_749_749 = all_0_755_755) % 121.16/80.73 | (918) ~ (all_0_666_666 = all_0_667_667) % 121.16/80.73 | (919) ~ (all_0_664_664 = all_0_677_677) % 121.16/80.73 | (920) all_0_649_649 = e21 | all_0_660_660 = e21 | all_0_667_667 = e21 | all_0_673_673 = e21 | all_0_679_679 = e21 | all_0_686_686 = e21 % 121.16/80.73 | (921) h1(all_0_774_774) = all_0_578_578 % 121.16/80.73 | (922) ~ (e26 = e14) % 121.16/80.73 | (923) op1(all_0_695_695, e11) = e16 % 121.16/80.73 | (924) ~ (all_0_736_736 = all_0_749_749) % 121.16/80.73 | (925) ~ (all_0_750_750 = all_0_769_769) % 121.16/80.73 | (926) h7(all_0_740_740) = all_0_7_7 % 121.16/80.73 | (927) all_0_742_742 = e11 | all_0_749_749 = e11 | all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 121.16/80.73 | (928) ~ (all_0_679_679 = all_0_681_681) % 121.16/80.73 | (929) h3(all_0_751_751) = all_0_350_350 % 121.16/80.73 | (930) all_0_652_652 = e24 | all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 121.16/80.73 | (931) h6(all_0_742_742) = all_0_62_62 % 121.16/80.73 | (932) h5(all_0_737_737) = all_0_142_142 % 121.16/80.73 | (933) op1(all_0_737_737, e15) = all_0_701_701 % 121.16/80.73 | (934) ~ (all_0_684_684 = all_0_688_688) % 121.16/80.73 | (935) h6(all_0_744_744) = all_0_66_66 % 121.16/80.73 | (936) h4(all_0_742_742) = all_0_242_242 % 121.16/80.73 | (937) all_0_652_652 = e23 | all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 121.16/80.73 | (938) ~ (all_0_652_652 = all_0_657_657) % 121.16/80.73 | (939) all_0_769_769 = e16 | all_0_769_769 = e14 | all_0_769_769 = e13 % 121.16/80.73 | (940) h2(all_0_769_769) = all_0_478_478 % 121.16/80.73 | (941) op2(e22, all_0_593_593) = all_0_312_312 % 121.16/80.73 | (942) h4(all_0_746_746) = all_0_250_250 % 121.16/80.73 | (943) op2(all_0_598_598, all_0_599_599) = all_0_443_443 % 121.16/80.73 | (944) ~ (all_0_679_679 = all_0_680_680) % 121.16/80.73 | (945) op2(all_0_666_666, e23) = all_0_614_614 % 121.16/80.73 | (946) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h3(v2) = v1) | ~ (h3(v2) = v0)) % 121.16/80.73 | (947) op1(all_0_743_743, e14) = all_0_697_697 % 121.16/80.73 | (948) op2(all_0_606_606, all_0_604_604) = all_0_573_573 % 121.16/80.73 | (949) op1(e16, e15) = e10 % 121.16/80.73 | (950) ~ (e26 = e25) % 121.16/80.73 | (951) ~ (all_0_749_749 = all_0_756_756) % 121.16/80.73 | (952) op2(all_0_585_585, all_0_585_585) = all_0_201_201 % 121.16/80.73 | (953) op2(all_0_686_686, e20) = all_0_622_622 % 121.16/80.73 | (954) op2(all_0_660_660, all_0_582_582) = all_0_141_141 % 121.16/80.73 | (955) h5(all_0_755_755) = all_0_178_178 % 121.16/80.73 | (956) op1(all_0_705_705, e11) = e14 % 121.16/80.73 | (957) ~ (all_0_753_753 = all_0_755_755) % 121.16/80.73 | (958) op2(e20, e23) = all_0_687_687 % 121.16/80.73 | (959) ~ (e22 = e20) % 121.16/80.73 | (960) ~ (all_0_651_651 = e25) % 121.16/80.73 | (961) ~ (all_0_649_649 = all_0_667_667) % 121.16/80.73 | (962) ~ (all_0_749_749 = all_0_768_768) % 121.16/80.73 | (963) ~ (all_0_675_675 = all_0_676_676) % 121.16/80.73 | (964) op2(e22, e21) = all_0_676_676 % 121.16/80.73 | (965) op2(e21, all_0_599_599) = all_0_403_403 % 121.16/80.73 | (966) ~ (all_0_661_661 = all_0_662_662) % 121.16/80.73 | (967) h3(all_0_757_757) = all_0_363_363 % 121.16/80.73 | (968) all_0_652_652 = e20 | all_0_653_653 = e20 | all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 121.16/80.73 | (969) op2(all_0_595_595, all_0_594_594) = all_0_379_379 % 121.16/80.73 | (970) ~ (all_0_671_671 = all_0_683_683) % 121.16/80.73 | (971) all_0_683_683 = e26 | all_0_683_683 = e25 | all_0_683_683 = e24 | all_0_683_683 = e23 | all_0_683_683 = e21 | all_0_683_683 = e20 % 121.16/80.73 | (972) ~ (all_0_733_733 = all_0_770_770) % 121.16/80.73 | (973) h6(all_0_762_762) = all_0_103_103 % 121.16/80.73 | (974) op2(all_0_652_652, e25) = all_0_607_607 % 121.16/80.73 | (975) all_0_736_736 = e10 | all_0_737_737 = e10 | all_0_738_738 = e10 | all_0_739_739 = e10 | all_0_740_740 = e10 | all_0_741_741 = e10 % 121.16/80.73 | (976) op2(e25, e22) = all_0_655_655 % 121.16/80.73 | (977) op2(all_0_641_641, e20) = e21 % 121.16/80.73 | (978) op1(all_0_766_766, e11) = all_0_724_724 % 121.16/80.73 | (979) all_0_758_758 = e16 | all_0_758_758 = e13 | all_0_758_758 = e12 | all_0_758_758 = e11 | all_0_758_758 = e10 % 121.16/80.73 | (980) h3(all_0_736_736) = all_0_319_319 % 121.16/80.73 | (981) op2(all_0_602_602, all_0_603_603) = all_0_517_517 % 121.16/80.73 | (982) all_0_761_761 = e16 | all_0_761_761 = e14 | all_0_761_761 = e13 | all_0_761_761 = e12 | all_0_761_761 = e11 | all_0_761_761 = e10 % 121.16/80.73 | (983) ~ (all_0_738_738 = all_0_752_752) % 121.16/80.73 | (984) all_0_656_656 = e26 | all_0_663_663 = e26 | all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 121.16/80.73 | (985) h7(all_0_753_753) = all_0_20_20 % 121.16/80.73 | (986) ~ (e23 = e12) % 121.16/80.73 | (987) h4(all_0_741_741) = all_0_240_240 % 121.16/80.73 | (988) ~ (all_0_658_658 = all_0_659_659) % 121.16/80.73 | (989) ~ (e22 = e13) % 121.16/80.73 | (990) h5(all_0_771_771) = all_0_212_212 % 121.16/80.73 | (991) h3(all_0_748_748) = all_0_344_344 % 121.16/80.73 | (992) h3(all_0_774_774) = all_0_398_398 % 121.16/80.73 | (993) ~ (all_0_733_733 = all_0_734_734) % 121.16/80.74 | (994) ~ (all_0_736_736 = all_0_741_741) % 121.16/80.74 | (995) op2(all_0_620_620, e22) = e24 % 121.16/80.74 | (996) op1(all_0_736_736, e15) = all_0_691_691 % 121.16/80.74 | (997) op1(all_0_718_718, e11) = e12 % 121.16/80.74 | (998) ~ (all_0_737_737 = all_0_741_741) % 121.16/80.74 | (999) op1(all_0_765_765, e11) = all_0_718_718 % 121.16/80.74 | (1000) ~ (all_0_662_662 = all_0_663_663) % 121.16/80.74 | (1001) ~ (all_0_685_685 = e25) % 121.16/80.74 | (1002) all_0_744_744 = e15 | all_0_745_745 = e15 | all_0_746_746 = e15 | all_0_747_747 = e15 | all_0_748_748 = e15 % 121.16/80.74 | (1003) op2(e21, e26) = all_0_678_678 % 121.16/80.74 | (1004) op2(all_0_665_665, e23) = all_0_609_609 % 121.16/80.74 | (1005) h2(all_0_744_744) = all_0_426_426 % 121.16/80.74 | (1006) all_0_654_654 = e26 | all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 | all_0_654_654 = e20 % 121.16/80.74 | (1007) h1(all_0_741_741) = all_0_510_510 % 121.16/80.74 | (1008) op2(all_0_660_660, all_0_583_583) = all_0_143_143 % 121.16/80.74 | (1009) ~ (e21 = e15) % 121.16/80.74 | (1010) ~ (all_0_662_662 = all_0_681_681) % 121.16/80.74 | (1011) h1(all_0_735_735) = all_0_497_497 % 121.16/80.74 | (1012) h3(all_0_745_745) = all_0_338_338 % 121.16/80.74 | (1013) ~ (all_0_761_761 = e15) % 121.16/80.74 | (1014) op2(all_0_682_682, all_0_599_599) = all_0_415_415 % 121.16/80.74 | (1015) ~ (all_0_736_736 = all_0_768_768) % 121.16/80.74 | (1016) h2(all_0_735_735) = all_0_407_407 % 121.16/80.74 | (1017) ~ (all_0_754_754 = all_0_773_773) % 121.16/80.74 | (1018) ~ (all_0_682_682 = e23) % 121.16/80.74 | (1019) op2(e20, all_0_604_604) = all_0_493_493 % 121.16/80.74 | (1020) ~ (e25 = e21) % 121.16/80.74 | (1021) h1(e16) = e20 % 121.16/80.74 | (1022) all_0_736_736 = e14 | all_0_737_737 = e14 | all_0_739_739 = e14 | all_0_740_740 = e14 | all_0_741_741 = e14 % 121.16/80.74 | (1023) op2(all_0_639_639, e22) = e21 % 121.16/80.74 | (1024) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h7(v2) = v1) | ~ (h7(v2) = v0)) % 121.16/80.74 | (1025) ~ (all_0_659_659 = e22) % 121.16/80.74 | (1026) ~ (e11 = e10) % 121.16/80.74 | (1027) h5(all_0_764_764) = all_0_198_198 % 121.16/80.74 | (1028) op2(e26, e22) = all_0_650_650 % 121.16/80.74 | (1029) op2(all_0_616_616, e26) = e24 % 121.16/80.74 | (1030) op2(e21, all_0_579_579) = all_0_51_51 % 121.16/80.74 | (1031) op2(all_0_682_682, e21) = all_0_104_104 % 121.16/80.74 | (1032) op2(e24, all_0_582_582) = all_0_130_130 % 121.16/80.74 | (1033) h6(all_0_763_763) = all_0_106_106 % 121.16/80.74 | (1034) op2(all_0_675_675, all_0_593_593) = all_0_323_323 % 121.16/80.74 | (1035) h7(all_0_758_758) = all_0_25_25 % 121.16/80.74 | (1036) ~ (all_0_737_737 = e11) % 121.16/80.74 | (1037) op2(all_0_682_682, all_0_682_682) = all_0_111_111 % 121.16/80.74 | (1038) op2(all_0_634_634, e21) = e22 % 121.16/80.74 | (1039) op2(all_0_658_658, e24) = all_0_608_608 % 121.16/80.74 | (1040) h1(e12) = all_0_604_604 % 121.16/80.74 | (1041) ~ (e13 = e11) % 121.16/80.74 | (1042) op2(all_0_595_595, all_0_675_675) = all_0_374_374 % 121.16/80.74 | (1043) op2(all_0_601_601, all_0_682_682) = all_0_477_477 % 121.16/80.74 | (1044) op2(all_0_589_589, all_0_587_587) = all_0_272_272 % 121.16/80.74 | (1045) all_0_737_737 = e10 | all_0_744_744 = e10 | all_0_751_751 = e10 | all_0_757_757 = e10 | all_0_763_763 = e10 | all_0_770_770 = e10 % 121.16/80.74 | (1046) op2(all_0_581_581, all_0_579_579) = all_0_92_92 % 121.16/80.74 | (1047) op1(all_0_703_703, e13) = e14 % 121.16/80.74 | (1048) op2(all_0_605_605, all_0_690_690) = all_0_604_604 % 121.16/80.74 | (1049) h6(all_0_771_771) = all_0_122_122 % 121.16/80.74 | (1050) h2(all_0_748_748) = all_0_434_434 % 121.16/80.74 | (1051) op2(all_0_594_594, e22) = all_0_359_359 % 121.16/80.74 | (1052) all_0_678_678 = e23 | all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 121.16/80.74 | (1053) ~ (all_0_765_765 = all_0_767_767) % 121.16/80.74 | (1054) h7(all_0_774_774) = all_0_41_41 % 121.16/80.74 | (1055) ~ (all_0_649_649 = e24) % 121.16/80.74 | (1056) all_0_742_742 = e12 | all_0_744_744 = e12 | all_0_745_745 = e12 | all_0_746_746 = e12 | all_0_747_747 = e12 | all_0_748_748 = e12 % 121.16/80.74 | (1057) h2(all_0_752_752) = all_0_442_442 % 121.16/80.74 | (1058) all_0_649_649 = e22 | all_0_653_653 = e22 | all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 121.16/80.74 | (1059) op2(all_0_682_682, all_0_682_682) = all_0_600_600 % 121.16/80.74 | (1060) h5(all_0_741_741) = all_0_150_150 % 121.16/80.74 | (1061) op1(e12, e16) = all_0_756_756 % 121.16/80.74 | (1062) op2(all_0_683_683, e21) = all_0_647_647 % 121.16/80.74 | (1063) op2(all_0_600_600, all_0_599_599) = all_0_469_469 % 121.16/80.74 | (1064) ~ (all_0_749_749 = all_0_762_762) % 121.16/80.74 | (1065) all_0_770_770 = e16 | all_0_770_770 = e15 | all_0_770_770 = e14 | all_0_770_770 = e13 | all_0_770_770 = e12 | all_0_770_770 = e11 | all_0_770_770 = e10 % 121.16/80.75 | (1066) h1(all_0_737_737) = all_0_502_502 % 121.16/80.75 | (1067) h2(all_0_765_765) = all_0_470_470 % 121.16/80.75 | (1068) op1(e15, e14) = all_0_737_737 % 121.16/80.75 | (1069) all_0_733_733 = e12 | all_0_734_734 = e12 | all_0_735_735 = e12 % 121.16/80.75 | (1070) ~ (all_0_764_764 = e14) % 121.16/80.75 | (1071) ~ (all_0_733_733 = all_0_763_763) % 121.16/80.75 | (1072) op2(all_0_644_644, e24) = e20 % 121.16/80.75 | (1073) h6(all_0_748_748) = all_0_74_74 % 121.16/80.75 | (1074) all_0_651_651 = e26 | all_0_657_657 = e26 | all_0_664_664 = e26 | all_0_671_671 = e26 | all_0_677_677 = e26 | all_0_683_683 = e26 | all_0_690_690 = e26 % 121.16/80.75 | (1075) op2(all_0_664_664, e24) = all_0_644_644 % 121.16/80.75 | (1076) all_0_768_768 = e16 | all_0_768_768 = e14 | all_0_768_768 = e13 | all_0_768_768 = e12 | all_0_768_768 = e11 | all_0_768_768 = e10 % 121.16/80.75 | (1077) op2(e23, e20) = all_0_671_671 % 121.16/80.75 | (1078) ~ (e12 = e11) % 121.16/80.75 | (1079) ~ (all_0_735_735 = all_0_767_767) % 121.16/80.75 | (1080) ~ (e22 = e14) % 121.16/80.75 | (1081) all_0_649_649 = e26 | all_0_649_649 = e22 | all_0_649_649 = e21 % 121.16/80.75 | (1082) h5(all_0_745_745) = all_0_158_158 % 121.16/80.75 | (1083) h7(all_0_762_762) = all_0_29_29 % 121.16/80.75 | (1084) op2(all_0_660_660, all_0_585_585) = all_0_147_147 % 121.16/80.75 | (1085) all_0_672_672 = e20 | all_0_673_673 = e20 | all_0_674_674 = e20 | all_0_675_675 = e20 | all_0_676_676 = e20 | all_0_677_677 = e20 % 121.16/80.75 | (1086) ~ (all_0_652_652 = all_0_653_653) % 121.16/80.75 | (1087) all_0_649_649 = e22 | all_0_650_650 = e22 | all_0_651_651 = e22 % 121.16/80.75 | (1088) ~ (all_0_757_757 = all_0_759_759) % 121.16/80.75 | (1089) ~ (all_0_666_666 = e22) % 121.16/80.75 | (1090) ~ (all_0_658_658 = all_0_664_664) % 121.16/80.75 | (1091) ~ (all_0_757_757 = all_0_758_758) % 121.16/80.75 | (1092) all_0_762_762 = e16 | all_0_763_763 = e16 | all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 121.16/80.75 | (1093) op2(e22, e20) = all_0_677_677 % 121.16/80.75 | (1094) op2(all_0_583_583, all_0_585_585) = all_0_175_175 % 121.16/80.75 | (1095) op2(all_0_599_599, all_0_600_600) = all_0_458_458 % 121.16/80.75 | (1096) ~ (all_0_767_767 = e12) % 121.16/80.75 | (1097) op1(all_0_769_769, e10) = all_0_699_699 % 121.16/80.75 | (1098) op2(all_0_587_587, all_0_587_587) = all_0_245_245 % 121.16/80.75 | (1099) op2(all_0_633_633, e22) = e22 % 121.16/80.75 | (1100) ~ (all_0_669_669 = all_0_688_688) % 121.16/80.75 | (1101) op2(all_0_603_603, e20) = all_0_525_525 % 121.16/80.75 | (1102) ~ (all_0_656_656 = all_0_663_663) % 121.16/80.75 | (1103) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e21 | all_0_672_672 = e20 % 121.16/80.75 | (1104) ~ (all_0_685_685 = all_0_689_689) % 121.16/80.75 | (1105) ~ (all_0_684_684 = all_0_687_687) % 121.16/80.75 | (1106) ~ (all_0_737_737 = all_0_751_751) % 121.16/80.75 | (1107) ~ (all_0_737_737 = all_0_763_763) % 121.16/80.75 | (1108) op2(all_0_592_592, all_0_596_596) = all_0_343_343 % 121.16/80.75 | (1109) all_0_658_658 = e20 | all_0_660_660 = e20 | all_0_661_661 = e20 | all_0_662_662 = e20 | all_0_663_663 = e20 | all_0_664_664 = e20 % 121.16/80.75 | (1110) all_0_751_751 = e15 | all_0_752_752 = e15 | all_0_753_753 = e15 | all_0_754_754 = e15 | all_0_755_755 = e15 % 121.16/80.75 | (1111) op1(all_0_748_748, e14) = all_0_728_728 % 121.16/80.75 | (1112) ~ (all_0_745_745 = all_0_758_758) % 121.16/80.75 | (1113) op2(all_0_583_583, all_0_584_584) = all_0_173_173 % 121.16/80.75 | (1114) ~ (all_0_760_760 = all_0_766_766) % 121.16/80.75 | (1115) h6(all_0_734_734) = all_0_46_46 % 121.16/80.75 | (1116) ~ (all_0_672_672 = all_0_678_678) % 121.16/80.75 | (1117) h4(all_0_757_757) = all_0_273_273 % 121.16/80.75 | (1118) all_0_655_655 = e26 | all_0_655_655 = e25 | all_0_655_655 = e24 | all_0_655_655 = e23 | all_0_655_655 = e22 | all_0_655_655 = e20 % 121.16/80.75 | (1119) ~ (all_0_753_753 = all_0_754_754) % 121.16/80.75 | (1120) h7(all_0_744_744) = all_0_11_11 % 121.16/80.75 | (1121) all_0_655_655 = e20 | all_0_662_662 = e20 | all_0_669_669 = e20 | all_0_675_675 = e20 | all_0_681_681 = e20 | all_0_688_688 = e20 % 121.16/80.75 | (1122) op2(e24, all_0_583_583) = all_0_132_132 % 121.16/80.75 | (1123) op2(all_0_600_600, all_0_598_598) = all_0_467_467 % 121.16/80.75 | (1124) op1(all_0_745_745, e14) = all_0_708_708 % 121.16/80.75 | (1125) ~ (all_0_741_741 = all_0_767_767) % 121.16/80.75 | (1126) op1(all_0_770_770, e10) = all_0_706_706 % 121.16/80.75 | (1127) op2(all_0_591_591, all_0_587_587) = all_0_299_299 % 121.16/80.75 | (1128) op1(all_0_728_728, e14) = e10 % 121.16/80.75 | (1129) ~ (all_0_659_659 = all_0_663_663) % 121.16/80.75 | (1130) ~ (all_0_771_771 = all_0_774_774) % 121.16/80.75 | (1131) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h1(v2) = v1) | ~ (h1(v2) = v0)) % 121.16/80.75 | (1132) h6(all_0_757_757) = all_0_93_93 % 121.16/80.75 | (1133) op1(all_0_741_741, e15) = all_0_727_727 % 121.16/80.76 | (1134) ~ (e16 = e15) % 121.16/80.76 | (1135) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 | all_0_673_673 = e21 | all_0_673_673 = e20 % 121.16/80.76 | (1136) ~ (all_0_678_678 = all_0_679_679) % 121.16/80.76 | (1137) all_0_740_740 = e14 | all_0_747_747 = e14 | all_0_754_754 = e14 | all_0_760_760 = e14 | all_0_766_766 = e14 | all_0_773_773 = e14 % 121.16/80.76 | (1138) op2(all_0_579_579, all_0_579_579) = all_0_65_65 % 121.16/80.76 | (1139) ~ (all_0_746_746 = all_0_753_753) % 121.16/80.76 | (1140) h5(all_0_767_767) = all_0_204_204 % 121.16/80.76 | (1141) ~ (all_0_766_766 = all_0_773_773) % 121.16/80.76 | (1142) ~ (all_0_673_673 = all_0_679_679) % 121.16/80.76 | (1143) ~ (all_0_744_744 = all_0_747_747) % 121.16/80.76 | (1144) ~ (all_0_685_685 = e20) % 121.16/80.76 | (1145) op2(all_0_591_591, all_0_588_588) = all_0_301_301 % 121.16/80.76 | (1146) op2(e24, e20) = all_0_664_664 % 121.16/80.76 | (1147) h4(all_0_735_735) = all_0_227_227 % 121.16/80.76 | (1148) h3(e13) = all_0_593_593 % 121.16/80.76 | (1149) op2(all_0_682_682, all_0_581_581) = all_0_109_109 % 121.16/80.76 | (1150) ~ (all_0_668_668 = all_0_669_669) % 121.16/80.76 | (1151) op2(all_0_585_585, e24) = all_0_192_192 % 121.16/80.76 | (1152) ~ (all_0_652_652 = all_0_665_665) % 121.16/80.76 | (1153) h7(all_0_737_737) = all_0_4_4 % 121.16/80.76 | (1154) all_0_684_684 = e26 | all_0_685_685 = e26 | all_0_686_686 = e26 | all_0_687_687 = e26 | all_0_688_688 = e26 | all_0_689_689 = e26 | all_0_690_690 = e26 % 121.16/80.76 | (1155) op1(all_0_715_715, e14) = e12 % 121.16/80.76 | (1156) ~ (all_0_754_754 = all_0_760_760) % 121.16/80.76 | (1157) op1(e13, e14) = all_0_751_751 % 121.16/80.76 | (1158) op2(all_0_581_581, all_0_580_580) = all_0_94_94 % 121.16/80.76 | (1159) ~ (all_0_747_747 = all_0_773_773) % 121.16/80.76 | (1160) ~ (all_0_736_736 = all_0_739_739) % 121.16/80.76 | (1161) h1(all_0_748_748) = all_0_524_524 % 121.16/80.76 | (1162) op2(all_0_668_668, e23) = all_0_228_228 % 121.16/80.76 | (1163) op2(all_0_675_675, e22) = all_0_633_633 % 121.16/80.76 | (1164) op2(all_0_584_584, all_0_660_660) = all_0_181_181 % 121.16/80.76 | (1165) h7(e16) = e26 % 121.16/80.76 | (1166) all_0_653_653 = e25 | all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 121.16/80.76 | (1167) h3(all_0_770_770) = all_0_390_390 % 121.16/80.76 | (1168) op2(e21, all_0_597_597) = all_0_400_400 % 121.16/80.76 | (1169) all_0_763_763 = e15 | all_0_764_764 = e15 | all_0_765_765 = e15 | all_0_766_766 = e15 | all_0_767_767 = e15 % 121.16/80.76 | (1170) ~ (all_0_757_757 = e15) % 121.16/80.76 | (1171) ~ (all_0_650_650 = e23) % 121.16/80.76 | (1172) ~ (all_0_651_651 = all_0_690_690) % 121.16/80.76 | (1173) op2(all_0_580_580, all_0_580_580) = all_0_81_81 % 121.16/80.76 | (1174) all_0_650_650 = e22 | all_0_655_655 = e22 | all_0_662_662 = e22 | all_0_669_669 = e22 | all_0_675_675 = e22 | all_0_688_688 = e22 % 121.16/80.76 | (1175) op2(all_0_598_598, all_0_598_598) = all_0_441_441 % 121.16/80.76 | (1176) all_0_743_743 = e16 | all_0_743_743 = e14 | all_0_743_743 = e13 % 121.16/80.76 | (1177) op1(all_0_758_758, e12) = all_0_710_710 % 121.16/80.76 | (1178) ~ (all_0_739_739 = all_0_746_746) % 121.16/80.76 | (1179) ~ (all_0_672_672 = all_0_673_673) % 121.16/80.76 | (1180) h1(all_0_756_756) = all_0_540_540 % 121.16/80.76 | (1181) all_0_735_735 = e16 | all_0_735_735 = e12 | all_0_735_735 = e11 % 121.16/80.76 | (1182) op2(all_0_596_596, all_0_595_595) = all_0_395_395 % 121.16/80.76 | (1183) op2(all_0_586_586, all_0_583_583) = all_0_211_211 % 121.16/80.76 | (1184) ~ (all_0_734_734 = e15) % 121.16/80.76 | (1185) op1(e13, e11) = all_0_754_754 % 121.16/80.76 | (1186) op2(all_0_594_594, all_0_593_593) = all_0_364_364 % 121.16/80.76 | (1187) ~ (all_0_763_763 = all_0_765_765) % 121.16/80.76 | (1188) op2(all_0_599_599, all_0_598_598) = all_0_454_454 % 121.16/80.76 | (1189) ~ (e26 = e24) % 121.16/80.76 | (1190) h4(all_0_756_756) = all_0_270_270 % 121.16/80.76 | (1191) ~ (all_0_742_742 = all_0_748_748) % 121.16/80.76 | (1192) ~ (all_0_753_753 = all_0_765_765) % 121.16/80.76 | (1193) h6(all_0_759_759) = all_0_97_97 % 121.16/80.76 | (1194) ~ (all_0_659_659 = all_0_685_685) % 121.16/80.76 | (1195) ~ (all_0_749_749 = all_0_752_752) % 121.16/80.76 | (1196) ~ (all_0_743_743 = all_0_745_745) % 121.16/80.76 | (1197) h5(all_0_739_739) = all_0_146_146 % 121.16/80.76 | (1198) all_0_677_677 = e26 | all_0_677_677 = e24 | all_0_677_677 = e23 | all_0_677_677 = e22 | all_0_677_677 = e21 | all_0_677_677 = e20 % 121.16/80.76 | (1199) op1(e14, e12) = all_0_746_746 % 121.16/80.76 | (1200) op2(all_0_589_589, all_0_590_590) = all_0_278_278 % 121.16/80.76 | (1201) ~ (all_0_768_768 = all_0_770_770) % 121.16/80.76 | (1202) op2(all_0_668_668, e23) = all_0_625_625 % 121.16/80.77 | (1203) all_0_668_668 = e26 | all_0_668_668 = e25 | all_0_668_668 = e23 | all_0_668_668 = e22 | all_0_668_668 = e21 | all_0_668_668 = e20 % 121.16/80.77 | (1204) ~ (all_0_742_742 = all_0_743_743) % 121.16/80.77 | (1205) ~ (all_0_649_649 = all_0_660_660) % 121.16/80.77 | (1206) h3(all_0_752_752) = all_0_352_352 % 121.16/80.77 | (1207) op2(all_0_690_690, all_0_690_690) = all_0_500_500 % 121.16/80.77 | (1208) ~ (all_0_656_656 = e23) % 121.16/80.77 | (1209) all_0_684_684 = e23 | all_0_685_685 = e23 | all_0_686_686 = e23 | all_0_687_687 = e23 | all_0_688_688 = e23 | all_0_690_690 = e23 % 121.16/80.77 | (1210) op2(all_0_682_682, e21) = all_0_408_408 % 121.16/80.77 | (1211) all_0_690_690 = e26 | all_0_690_690 = e25 | all_0_690_690 = e24 | all_0_690_690 = e23 | all_0_690_690 = e22 | all_0_690_690 = e21 | all_0_690_690 = e20 % 121.16/80.77 | (1212) op1(all_0_727_727, e15) = e10 % 121.16/80.77 | (1213) all_0_672_672 = e26 | all_0_673_673 = e26 | all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 121.16/80.77 | (1214) h1(all_0_739_739) = all_0_506_506 % 121.16/80.77 | (1215) all_0_651_651 = e21 | all_0_664_664 = e21 | all_0_671_671 = e21 | all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21 % 121.16/80.77 | (1216) ~ (all_0_734_734 = all_0_753_753) % 121.16/80.77 | (1217) ~ (e24 = e10) % 121.16/80.77 | (1218) h4(all_0_773_773) = all_0_306_306 % 121.16/80.77 | (1219) ~ (e15 = e12) % 121.16/80.77 | (1220) h4(all_0_770_770) = all_0_300_300 % 121.16/80.77 | (1221) op2(all_0_580_580, all_0_682_682) = all_0_85_85 % 121.16/80.77 | (1222) all_0_737_737 = e13 | all_0_744_744 = e13 | all_0_751_751 = e13 | all_0_757_757 = e13 | all_0_763_763 = e13 | all_0_770_770 = e13 % 121.16/80.77 | (1223) ~ (all_0_665_665 = all_0_672_672) % 121.16/80.77 | (1224) op1(e11, e16) = all_0_762_762 % 121.16/80.77 | (1225) all_0_652_652 = e23 | all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 121.16/80.77 | (1226) op2(e25, e23) = all_0_654_654 % 121.16/80.77 | (1227) ~ (all_0_749_749 = all_0_754_754) % 121.16/80.77 | (1228) op2(all_0_595_595, all_0_593_593) = all_0_377_377 % 121.16/80.77 | (1229) op2(e21, all_0_600_600) = all_0_405_405 % 121.16/80.77 | (1230) op1(all_0_704_704, e12) = e14 % 121.16/80.77 | (1231) op2(all_0_590_590, e23) = all_0_282_282 % 121.16/80.77 | (1232) ~ (all_0_745_745 = all_0_748_748) % 121.16/80.77 | (1233) ~ (all_0_649_649 = e23) % 121.16/80.77 | (1234) op2(all_0_595_595, all_0_595_595) = all_0_381_381 % 121.16/80.77 | (1235) all_0_657_657 = e25 | all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 121.16/80.77 | (1236) ~ (all_0_676_676 = all_0_689_689) % 121.16/80.77 | (1237) ~ (all_0_678_678 = all_0_680_680) % 121.16/80.77 | (1238) all_0_661_661 = e26 | all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 | all_0_661_661 = e21 | all_0_661_661 = e20 % 121.16/80.77 | (1239) ~ (all_0_762_762 = all_0_768_768) % 121.16/80.77 | (1240) op2(e22, e22) = all_0_675_675 % 121.16/80.77 | (1241) op1(e12, e12) = all_0_759_759 % 121.16/80.77 | (1242) ~ (all_0_768_768 = all_0_771_771) % 121.16/80.77 | (1243) ~ (all_0_652_652 = all_0_656_656) % 121.16/80.77 | (1244) ~ (all_0_756_756 = all_0_757_757) % 121.16/80.77 | (1245) ~ (e25 = e14) % 121.16/80.77 | (1246) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e21 | all_0_678_678 = e20 % 121.16/80.77 | (1247) op2(all_0_656_656, all_0_579_579) = all_0_119_119 % 121.16/80.77 | (1248) op2(all_0_656_656, e25) = all_0_115_115 % 121.16/80.77 | (1249) op2(all_0_626_626, e22) = e23 % 121.16/80.77 | (1250) all_0_650_650 = e26 | all_0_650_650 = e22 | all_0_650_650 = e21 % 121.16/80.77 | (1251) ~ (all_0_650_650 = e24) % 121.16/80.77 | (1252) all_0_768_768 = e16 | all_0_769_769 = e16 | all_0_770_770 = e16 | all_0_771_771 = e16 | all_0_772_772 = e16 | all_0_773_773 = e16 | all_0_774_774 = e16 % 121.16/80.77 | (1253) ~ (e21 = e14) % 121.16/80.77 | (1254) op2(all_0_590_590, all_0_590_590) = all_0_291_291 % 121.16/80.77 | (1255) h6(e16) = e25 % 121.16/80.77 | (1256) op2(e25, all_0_656_656) = all_0_48_48 % 121.16/80.77 | (1257) op1(all_0_746_746, e14) = all_0_715_715 % 121.16/80.77 | (1258) ~ (all_0_756_756 = all_0_768_768) % 121.16/80.77 | (1259) ~ (all_0_745_745 = all_0_771_771) % 121.16/80.77 | (1260) all_0_767_767 = e16 | all_0_767_767 = e15 | all_0_767_767 = e14 | all_0_767_767 = e13 | all_0_767_767 = e11 | all_0_767_767 = e10 % 121.16/80.77 | (1261) op2(e22, all_0_596_596) = all_0_316_316 % 121.16/80.77 | (1262) ~ (all_0_738_738 = e11) % 121.16/80.77 | (1263) ~ (e21 = e16) % 121.16/80.77 | (1264) op2(all_0_588_588, all_0_588_588) = all_0_261_261 % 121.16/80.77 | (1265) ~ (all_0_746_746 = all_0_748_748) % 121.16/80.78 | (1266) ~ (all_0_677_677 = all_0_683_683) % 121.16/80.78 | (1267) ~ (all_0_750_750 = e15) % 121.16/80.78 | (1268) op1(all_0_694_694, e12) = e16 % 121.16/80.78 | (1269) op2(all_0_613_613, e24) = e25 % 121.16/80.78 | (1270) op2(all_0_589_589, e23) = all_0_269_269 % 121.16/80.78 | (1271) h1(all_0_745_745) = all_0_518_518 % 121.16/80.78 | (1272) all_0_675_675 = e26 | all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 | all_0_675_675 = e21 | all_0_675_675 = e20 % 121.16/80.78 | (1273) ~ (all_0_689_689 = e23) % 121.16/80.78 | (1274) op2(all_0_629_629, e26) = e22 % 121.16/80.78 | (1275) op2(all_0_588_588, all_0_590_590) = all_0_265_265 % 121.16/80.78 | (1276) ~ (e26 = e12) % 121.16/80.78 | (1277) op2(all_0_678_678, e21) = all_0_611_611 % 121.16/80.78 | (1278) op2(all_0_580_580, e25) = all_0_75_75 % 121.16/80.78 | (1279) ~ (e16 = e11) % 121.16/80.78 | (1280) h3(all_0_764_764) = all_0_378_378 % 121.16/80.78 | (1281) h1(all_0_733_733) = all_0_491_491 % 121.16/80.78 | (1282) ~ (e26 = e23) % 121.16/80.78 | (1283) op2(all_0_656_656, all_0_682_682) = all_0_125_125 % 121.16/80.78 | (1284) ! [v0] : ! [v1] : ! [v2] : (v1 = v0 | ~ (h2(v2) = v1) | ~ (h2(v2) = v0)) % 121.16/80.78 | (1285) h1(all_0_766_766) = all_0_562_562 % 121.16/80.78 | (1286) all_0_740_740 = e10 | all_0_747_747 = e10 | all_0_754_754 = e10 | all_0_760_760 = e10 | all_0_766_766 = e10 | all_0_773_773 = e10 % 121.16/80.78 | (1287) op1(e15, e15) = e11 % 121.16/80.78 | (1288) op1(e13, e10) = all_0_755_755 % 121.16/80.78 | (1289) h2(e11) = all_0_600_600 % 121.16/80.78 | (1290) op2(all_0_601_601, all_0_600_600) = all_0_485_485 % 121.16/80.78 | (1291) op2(all_0_581_581, all_0_581_581) = all_0_96_96 % 121.16/80.78 | (1292) ~ (all_0_758_758 = all_0_771_771) % 121.16/80.78 | (1293) ~ (all_0_756_756 = all_0_759_759) % 121.16/80.78 | (1294) all_0_658_658 = e24 | all_0_659_659 = e24 | all_0_660_660 = e24 | all_0_662_662 = e24 | all_0_663_663 = e24 | all_0_664_664 = e24 % 121.16/80.78 | (1295) ~ (all_0_769_769 = all_0_772_772) % 121.16/80.78 | (1296) all_0_653_653 = e24 | all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 121.16/80.78 | (1297) op1(all_0_713_713, e16) = e12 % 121.16/80.78 | (1298) ~ (all_0_654_654 = e21) % 121.16/80.78 | (1299) op2(all_0_684_684, e26) = e25 % 121.16/80.78 | (1300) ~ (all_0_660_660 = all_0_686_686) % 121.16/80.78 | (1301) h2(all_0_753_753) = all_0_444_444 % 121.16/80.78 | (1302) op2(e23, e22) = all_0_669_669 % 121.16/80.78 | (1303) h2(all_0_751_751) = all_0_440_440 % 121.16/80.78 | (1304) op2(all_0_590_590, all_0_591_591) = all_0_293_293 % 121.16/80.78 | (1305) ~ (all_0_660_660 = all_0_663_663) % 121.16/80.78 | (1306) op2(all_0_647_647, e21) = e20 % 121.16/80.78 | (1307) ~ (all_0_687_687 = e24) % 121.16/80.78 | (1308) op2(e23, all_0_587_587) = all_0_220_220 % 121.16/80.78 | (1309) ~ (all_0_755_755 = all_0_761_761) % 121.16/80.78 | (1310) op2(all_0_579_579, all_0_581_581) = all_0_69_69 % 121.16/80.78 | (1311) ~ (all_0_734_734 = all_0_735_735) % 121.16/80.78 | (1312) ~ (all_0_685_685 = all_0_687_687) % 121.16/80.78 | (1313) op2(all_0_612_612, e20) = e26 % 121.16/80.78 | (1314) op2(e20, all_0_605_605) = all_0_495_495 % 121.16/80.78 | (1315) all_0_734_734 = e11 | all_0_746_746 = e11 | all_0_753_753 = e11 | all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 121.16/80.78 | (1316) op2(e24, all_0_585_585) = all_0_135_135 % 121.16/80.78 | (1317) h4(all_0_759_759) = all_0_277_277 % 121.16/80.78 | (1318) op2(all_0_684_684, e20) = all_0_612_612 % 121.16/80.78 | (1319) op2(e20, e25) = all_0_685_685 % 121.16/80.78 | (1320) h6(all_0_756_756) = all_0_90_90 % 121.16/80.78 | (1321) ~ (all_0_666_666 = e25) % 121.16/80.78 | (1322) op2(e21, e21) = all_0_682_682 % 121.16/80.78 | (1323) op2(all_0_580_580, all_0_579_579) = all_0_79_79 % 121.16/80.78 | (1324) ~ (all_0_759_759 = all_0_760_760) % 121.16/80.79 | (1325) op2(all_0_599_599, all_0_597_597) = all_0_452_452 % 121.16/80.79 | (1326) op2(all_0_675_675, all_0_675_675) = all_0_320_320 % 121.16/80.79 | (1327) all_0_747_747 = e11 | all_0_754_754 = e11 | all_0_760_760 = e11 | all_0_766_766 = e11 | all_0_773_773 = e11 % 121.16/80.79 | (1328) op2(all_0_592_592, all_0_675_675) = all_0_333_333 % 121.16/80.79 | (1329) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_682_682 = e21 | all_0_690_690 = e20 % 121.16/80.79 | (1330) h3(all_0_772_772) = all_0_394_394 % 121.16/80.79 | (1331) op2(all_0_583_583, all_0_660_660) = all_0_167_167 % 121.16/80.79 | (1332) h5(e14) = all_0_582_582 % 121.16/80.79 | (1333) op2(all_0_682_682, all_0_579_579) = all_0_105_105 % 121.16/80.79 | (1334) ~ (all_0_649_649 = e25) % 121.16/80.79 | (1335) ~ (all_0_687_687 = all_0_689_689) % 121.16/80.79 | (1336) ~ (all_0_771_771 = all_0_773_773) % 121.16/80.79 | (1337) op1(all_0_692_692, e14) = e16 % 121.16/80.79 | (1338) h5(all_0_753_753) = all_0_174_174 % 121.16/80.79 | (1339) ~ (e15 = e14) % 121.16/80.79 | (1340) all_0_660_660 = e25 | all_0_661_661 = e25 | all_0_662_662 = e25 | all_0_663_663 = e25 | all_0_664_664 = e25 % 121.16/80.79 | (1341) all_0_684_684 = e22 | all_0_686_686 = e22 | all_0_687_687 = e22 | all_0_688_688 = e22 | all_0_689_689 = e22 | all_0_690_690 = e22 % 121.16/80.79 | (1342) h6(e13) = all_0_580_580 % 121.16/80.79 | (1343) h2(all_0_768_768) = all_0_476_476 % 121.16/80.79 | (1344) all_0_756_756 = e16 | all_0_756_756 = e14 | all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 | all_0_756_756 = e10 % 121.16/80.79 | (1345) h7(e14) = e24 % 121.16/80.79 | (1346) ~ (all_0_772_772 = all_0_774_774) % 121.16/80.79 | (1347) ~ (all_0_666_666 = e20) % 121.16/80.79 | (1348) all_0_657_657 = e24 | all_0_664_664 = e24 | all_0_671_671 = e24 | all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 121.16/80.79 | (1349) all_0_744_744 = e14 | all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 | all_0_774_774 = e10 % 121.16/80.79 | (1350) ~ (all_0_769_769 = e10) % 121.16/80.79 | (1351) h1(all_0_747_747) = all_0_522_522 % 121.16/80.79 | (1352) h3(all_0_762_762) = all_0_373_373 % 121.16/80.79 | (1353) ~ (all_0_657_657 = all_0_671_671) % 121.16/80.79 | (1354) ~ (all_0_399_399 = all_0_601_601) | ~ (all_0_400_400 = all_0_401_401) | ~ (all_0_402_402 = all_0_597_597) | ~ (all_0_403_403 = all_0_404_404) | ~ (all_0_405_405 = all_0_598_598) | ~ (all_0_406_406 = all_0_407_407) | ~ (all_0_408_408 = all_0_409_409) | ~ (all_0_410_410 = all_0_600_600) | ~ (all_0_411_411 = all_0_412_412) | ~ (all_0_413_413 = all_0_414_414) | ~ (all_0_415_415 = all_0_416_416) | ~ (all_0_417_417 = all_0_418_418) | ~ (all_0_419_419 = all_0_420_420) | ~ (all_0_421_421 = all_0_422_422) | ~ (all_0_423_423 = all_0_424_424) | ~ (all_0_425_425 = all_0_426_426) | ~ (all_0_427_427 = all_0_428_428) | ~ (all_0_429_429 = all_0_430_430) | ~ (all_0_431_431 = all_0_432_432) | ~ (all_0_433_433 = all_0_434_434) | ~ (all_0_435_435 = all_0_436_436) | ~ (all_0_437_437 = all_0_438_438) | ~ (all_0_439_439 = all_0_440_440) | ~ (all_0_441_441 = all_0_442_442) | ~ (all_0_443_443 = all_0_444_444) | ~ (all_0_445_445 = all_0_446_446) | ~ (all_0_447_447 = all_0_448_448) | ~ (all_0_449_449 = all_0_450_450) | ~ (all_0_451_451 = all_0_682_682) | ~ (all_0_452_452 = all_0_453_453) | ~ (all_0_454_454 = all_0_455_455) | ~ (all_0_456_456 = all_0_457_457) | ~ (all_0_458_458 = all_0_459_459) | ~ (all_0_460_460 = all_0_461_461) | ~ (all_0_462_462 = all_0_463_463) | ~ (all_0_464_464 = all_0_599_599) | ~ (all_0_465_465 = all_0_466_466) | ~ (all_0_467_467 = all_0_468_468) | ~ (all_0_469_469 = all_0_470_470) | ~ (all_0_471_471 = all_0_472_472) | ~ (all_0_473_473 = all_0_474_474) | ~ (all_0_475_475 = all_0_476_476) | ~ (all_0_477_477 = all_0_478_478) | ~ (all_0_479_479 = all_0_480_480) | ~ (all_0_481_481 = all_0_482_482) | ~ (all_0_483_483 = all_0_484_484) | ~ (all_0_485_485 = all_0_486_486) | ~ (all_0_487_487 = all_0_488_488) | ( ~ (all_0_597_597 = e26) & ~ (all_0_598_598 = e26) & ~ (all_0_599_599 = e26) & ~ (all_0_600_600 = e26) & ~ (all_0_601_601 = e26) & ~ (all_0_682_682 = e26)) | ( ~ (all_0_597_597 = e25) & ~ (all_0_598_598 = e25) & ~ (all_0_599_599 = e25) & ~ (all_0_600_600 = e25) & ~ (all_0_601_601 = e25) & ~ (all_0_682_682 = e25)) | ( ~ (all_0_597_597 = e24) & ~ (all_0_598_598 = e24) & ~ (all_0_599_599 = e24) & ~ (all_0_600_600 = e24) & ~ (all_0_601_601 = e24) & ~ (all_0_682_682 = e24)) | ( ~ (all_0_597_597 = e23) & ~ (all_0_598_598 = e23) & ~ (all_0_599_599 = e23) & ~ (all_0_600_600 = e23) & ~ (all_0_601_601 = e23)) | ( ~ (all_0_597_597 = e22) & ~ (all_0_598_598 = e22) & ~ (all_0_599_599 = e22) & ~ (all_0_600_600 = e22) & ~ (all_0_601_601 = e22)) | ( ~ (all_0_597_597 = e20) & ~ (all_0_598_598 = e20) & ~ (all_0_599_599 = e20) & ~ (all_0_600_600 = e20) & ~ (all_0_601_601 = e20) & ~ (all_0_682_682 = e20)) % 121.16/80.79 | (1355) h7(all_0_769_769) = all_0_36_36 % 121.16/80.79 | (1356) op2(all_0_595_595, e22) = all_0_372_372 % 121.16/80.79 | (1357) op2(all_0_660_660, all_0_586_586) = all_0_149_149 % 121.16/80.79 | (1358) op2(all_0_598_598, all_0_597_597) = all_0_439_439 % 121.16/80.79 | (1359) op2(all_0_604_604, all_0_603_603) = all_0_544_544 % 121.16/80.79 | (1360) all_0_738_738 = e16 | all_0_738_738 = e15 | all_0_738_738 = e13 | all_0_738_738 = e12 | all_0_738_738 = e10 % 121.16/80.79 | (1361) all_0_649_649 = e26 | all_0_650_650 = e26 | all_0_651_651 = e26 % 121.16/80.79 | (1362) ~ (all_0_654_654 = all_0_680_680) % 121.16/80.79 | (1363) ~ (all_0_674_674 = all_0_676_676) % 121.16/80.79 | (1364) all_0_736_736 = e16 | all_0_737_737 = e16 | all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 121.16/80.79 | (1365) op2(e26, e23) = e24 % 121.16/80.79 | (1366) ~ (all_0_651_651 = all_0_671_671) % 121.16/80.79 | (1367) h5(all_0_772_772) = all_0_214_214 % 121.16/80.79 | (1368) ~ (all_0_129_129 = all_0_586_586) | ~ (all_0_130_130 = all_0_131_131) | ~ (all_0_132_132 = all_0_582_582) | ~ (all_0_133_133 = all_0_134_134) | ~ (all_0_135_135 = all_0_583_583) | ~ (all_0_136_136 = all_0_137_137) | ~ (all_0_138_138 = all_0_139_139) | ~ (all_0_140_140 = all_0_585_585) | ~ (all_0_141_141 = all_0_142_142) | ~ (all_0_143_143 = all_0_144_144) | ~ (all_0_145_145 = all_0_146_146) | ~ (all_0_147_147 = all_0_148_148) | ~ (all_0_149_149 = all_0_150_150) | ~ (all_0_151_151 = all_0_152_152) | ~ (all_0_153_153 = all_0_154_154) | ~ (all_0_155_155 = all_0_156_156) | ~ (all_0_157_157 = all_0_158_158) | ~ (all_0_159_159 = all_0_160_160) | ~ (all_0_161_161 = all_0_162_162) | ~ (all_0_163_163 = all_0_164_164) | ~ (all_0_165_165 = all_0_166_166) | ~ (all_0_167_167 = all_0_168_168) | ~ (all_0_169_169 = all_0_170_170) | ~ (all_0_171_171 = all_0_172_172) | ~ (all_0_173_173 = all_0_174_174) | ~ (all_0_175_175 = all_0_176_176) | ~ (all_0_177_177 = all_0_178_178) | ~ (all_0_179_179 = all_0_180_180) | ~ (all_0_181_181 = all_0_660_660) | ~ (all_0_182_182 = all_0_183_183) | ~ (all_0_184_184 = all_0_185_185) | ~ (all_0_186_186 = all_0_187_187) | ~ (all_0_188_188 = all_0_189_189) | ~ (all_0_190_190 = all_0_191_191) | ~ (all_0_192_192 = all_0_193_193) | ~ (all_0_194_194 = all_0_584_584) | ~ (all_0_195_195 = all_0_196_196) | ~ (all_0_197_197 = all_0_198_198) | ~ (all_0_199_199 = all_0_200_200) | ~ (all_0_201_201 = all_0_202_202) | ~ (all_0_203_203 = all_0_204_204) | ~ (all_0_205_205 = all_0_206_206) | ~ (all_0_207_207 = all_0_208_208) | ~ (all_0_209_209 = all_0_210_210) | ~ (all_0_211_211 = all_0_212_212) | ~ (all_0_213_213 = all_0_214_214) | ~ (all_0_215_215 = all_0_216_216) | ~ (all_0_217_217 = all_0_218_218) | ( ~ (all_0_582_582 = e26) & ~ (all_0_583_583 = e26) & ~ (all_0_584_584 = e26) & ~ (all_0_585_585 = e26) & ~ (all_0_586_586 = e26) & ~ (all_0_660_660 = e26)) | ( ~ (all_0_582_582 = e25) & ~ (all_0_583_583 = e25) & ~ (all_0_584_584 = e25) & ~ (all_0_585_585 = e25) & ~ (all_0_586_586 = e25) & ~ (all_0_660_660 = e25)) | ( ~ (all_0_582_582 = e23) & ~ (all_0_583_583 = e23) & ~ (all_0_584_584 = e23) & ~ (all_0_585_585 = e23) & ~ (all_0_586_586 = e23) & ~ (all_0_660_660 = e23)) | ( ~ (all_0_582_582 = e22) & ~ (all_0_583_583 = e22) & ~ (all_0_584_584 = e22) & ~ (all_0_585_585 = e22) & ~ (all_0_586_586 = e22) & ~ (all_0_660_660 = e22)) | ( ~ (all_0_582_582 = e21) & ~ (all_0_583_583 = e21) & ~ (all_0_584_584 = e21) & ~ (all_0_585_585 = e21) & ~ (all_0_586_586 = e21) & ~ (all_0_660_660 = e21)) | ( ~ (all_0_582_582 = e20) & ~ (all_0_583_583 = e20) & ~ (all_0_584_584 = e20) & ~ (all_0_585_585 = e20) & ~ (all_0_586_586 = e20) & ~ (all_0_660_660 = e20)) % 121.16/80.80 | (1369) ~ (all_0_756_756 = e15) % 121.16/80.80 | (1370) op2(all_0_581_581, all_0_682_682) = all_0_98_98 % 121.16/80.80 | (1371) ~ (all_0_658_658 = all_0_678_678) % 121.16/80.80 | (1372) all_0_652_652 = e26 | all_0_653_653 = e26 | all_0_654_654 = e26 | all_0_655_655 = e26 | all_0_656_656 = e26 | all_0_657_657 = e26 % 121.16/80.80 | (1373) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e21 | all_0_674_674 = e20 % 121.16/80.80 | (1374) h4(all_0_754_754) = all_0_266_266 % 121.16/80.80 | (1375) h4(all_0_762_762) = all_0_283_283 % 121.16/80.80 | (1376) op2(all_0_593_593, e22) = all_0_345_345 % 121.16/80.80 | (1377) h6(all_0_768_768) = all_0_116_116 % 121.16/80.80 | (1378) all_0_741_741 = e16 | all_0_741_741 = e15 | all_0_741_741 = e14 | all_0_741_741 = e13 | all_0_741_741 = e12 | all_0_741_741 = e10 % 121.16/80.80 | (1379) op2(e23, all_0_590_590) = all_0_225_225 % 121.16/80.80 | (1380) all_0_756_756 = e12 | all_0_757_757 = e12 | all_0_758_758 = e12 | all_0_759_759 = e12 | all_0_760_760 = e12 | all_0_761_761 = e12 % 121.16/80.80 | (1381) all_0_737_737 = e15 | all_0_738_738 = e15 | all_0_739_739 = e15 | all_0_740_740 = e15 | all_0_741_741 = e15 % 121.16/80.80 | (1382) h2(e14) = all_0_597_597 % 121.16/80.80 | (1383) ~ (all_0_663_663 = e23) % 121.16/80.80 | (1384) op1(e12, e15) = e15 % 121.16/80.80 | (1385) all_0_749_749 = e16 | all_0_750_750 = e16 | all_0_751_751 = e16 | all_0_752_752 = e16 | all_0_753_753 = e16 | all_0_754_754 = e16 | all_0_755_755 = e16 % 121.16/80.80 | (1386) ~ (all_0_657_657 = all_0_677_677) % 121.16/80.80 | (1387) ~ (all_0_662_662 = all_0_675_675) % 121.16/80.80 | (1388) op1(all_0_739_739, e15) = all_0_714_714 % 121.16/80.80 | (1389) h6(all_0_765_765) = all_0_110_110 % 121.16/80.80 | (1390) op2(all_0_627_627, e21) = e23 % 121.16/80.80 | (1391) op2(all_0_682_682, e25) = all_0_102_102 % 121.16/80.80 | (1392) all_0_659_659 = e26 | all_0_659_659 = e24 | all_0_659_659 = e23 % 121.16/80.80 | (1393) ~ (all_0_740_740 = all_0_773_773) % 121.16/80.80 | (1394) ~ (all_0_654_654 = all_0_674_674) % 121.16/80.80 | (1395) op1(e11, e15) = e12 % 121.16/80.80 | (1396) op2(all_0_609_609, e23) = e26 % 121.16/80.80 | (1397) op2(all_0_593_593, all_0_594_594) = all_0_353_353 % 121.16/80.80 | (1398) op2(all_0_605_605, all_0_603_603) = all_0_557_557 % 121.16/80.80 | (1399) h5(all_0_760_760) = all_0_189_189 % 121.16/80.80 | (1400) op1(all_0_724_724, e11) = e11 % 121.16/80.80 | (1401) all_0_771_771 = e16 | all_0_771_771 = e15 | all_0_771_771 = e13 | all_0_771_771 = e12 | all_0_771_771 = e11 | all_0_771_771 = e10 % 121.16/80.80 | (1402) op2(all_0_656_656, all_0_656_656) = all_0_127_127 % 121.16/80.80 | (1403) all_0_748_748 = e16 | all_0_748_748 = e15 | all_0_748_748 = e14 | all_0_748_748 = e13 | all_0_748_748 = e12 | all_0_748_748 = e11 | all_0_748_748 = e10 % 121.16/80.80 | (1404) ~ (all_0_735_735 = e10) % 121.16/80.80 | (1405) all_0_744_744 = e16 | all_0_744_744 = e15 | all_0_744_744 = e14 | all_0_744_744 = e13 | all_0_744_744 = e12 | all_0_744_744 = e11 | all_0_744_744 = e10 % 121.16/80.80 | (1406) ~ (all_0_659_659 = e21) % 121.16/80.80 | (1407) ~ (all_0_768_768 = all_0_769_769) % 121.16/80.80 | (1408) ~ (all_0_768_768 = all_0_774_774) % 121.16/80.80 | (1409) ~ (all_0_769_769 = e11) % 121.16/80.80 | (1410) all_0_678_678 = e24 | all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 121.16/80.80 | (1411) h4(all_0_761_761) = all_0_281_281 % 121.16/80.80 | (1412) all_0_736_736 = e14 | all_0_742_742 = e14 | all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 121.16/80.80 | (1413) op1(all_0_742_742, e16) = e13 % 121.16/80.80 | (1414) h4(all_0_745_745) = all_0_248_248 % 121.16/80.80 | (1415) op2(all_0_640_640, e21) = e21 % 121.16/80.80 | (1416) op2(all_0_675_675, all_0_675_675) = all_0_595_595 % 121.16/80.80 | (1417) h4(all_0_771_771) = all_0_302_302 % 121.16/80.80 | (1418) op2(all_0_635_635, e20) = e22 % 121.16/80.81 | (1419) ~ (all_0_756_756 = all_0_762_762) % 121.16/80.81 | (1420) h3(all_0_747_747) = all_0_342_342 % 121.16/80.81 | (1421) op1(all_0_714_714, e15) = e12 % 121.16/80.81 | (1422) op2(e23, all_0_668_668) = all_0_219_219 % 121.50/80.81 | (1423) op1(e15, e10) = all_0_741_741 % 121.50/80.81 | (1424) all_0_741_741 = e13 | all_0_748_748 = e13 | all_0_755_755 = e13 | all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 121.50/80.81 | (1425) op2(all_0_651_651, e26) = all_0_642_642 % 121.50/80.81 | (1426) ~ (all_0_664_664 = all_0_690_690) % 121.50/80.81 | (1427) op1(all_0_716_716, e13) = e12 % 121.50/80.81 | (1428) ~ (all_0_762_762 = e15) % 121.50/80.81 | (1429) h5(all_0_736_736) = all_0_139_139 % 121.50/80.81 | (1430) all_0_734_734 = e16 | all_0_734_734 = e12 | all_0_734_734 = e11 % 121.50/80.81 | (1431) ~ (all_0_685_685 = all_0_688_688) % 121.50/80.81 | (1432) op2(e22, all_0_675_675) = all_0_309_309 % 121.50/80.81 | (1433) op2(all_0_585_585, all_0_586_586) = all_0_203_203 % 121.50/80.81 | (1434) ~ (all_0_668_668 = all_0_687_687) % 121.50/80.81 | (1435) op1(e10, e15) = all_0_769_769 % 121.50/80.81 | (1436) op2(all_0_605_605, all_0_606_606) = all_0_563_563 % 121.50/80.81 | (1437) ~ (all_0_742_742 = all_0_746_746) % 121.50/80.81 | (1438) h5(all_0_750_750) = all_0_168_168 % 121.50/80.81 | (1439) ~ (all_0_738_738 = all_0_741_741) % 121.50/80.81 | (1440) ~ (all_0_751_751 = all_0_755_755) % 121.50/80.81 | (1441) op1(all_0_757_757, e12) = all_0_704_704 % 121.50/80.81 | (1442) ~ (all_0_659_659 = e20) % 121.50/80.81 | (1443) op2(e21, all_0_581_581) = all_0_55_55 % 121.50/80.81 | (1444) op2(e20, e22) = all_0_688_688 % 121.50/80.81 | (1445) h3(all_0_768_768) = all_0_386_386 % 121.50/80.81 | (1446) ~ (all_0_489_489 = all_0_606_606) | ~ (all_0_490_490 = all_0_491_491) | ~ (all_0_492_492 = all_0_602_602) | ~ (all_0_493_493 = all_0_494_494) | ~ (all_0_495_495 = all_0_603_603) | ~ (all_0_496_496 = all_0_497_497) | ~ (all_0_498_498 = all_0_499_499) | ~ (all_0_500_500 = all_0_605_605) | ~ (all_0_501_501 = all_0_502_502) | ~ (all_0_503_503 = all_0_504_504) | ~ (all_0_505_505 = all_0_506_506) | ~ (all_0_507_507 = all_0_508_508) | ~ (all_0_509_509 = all_0_510_510) | ~ (all_0_511_511 = all_0_512_512) | ~ (all_0_513_513 = all_0_514_514) | ~ (all_0_515_515 = all_0_516_516) | ~ (all_0_517_517 = all_0_518_518) | ~ (all_0_519_519 = all_0_520_520) | ~ (all_0_521_521 = all_0_522_522) | ~ (all_0_523_523 = all_0_524_524) | ~ (all_0_525_525 = all_0_526_526) | ~ (all_0_527_527 = all_0_528_528) | ~ (all_0_529_529 = all_0_530_530) | ~ (all_0_531_531 = all_0_532_532) | ~ (all_0_533_533 = all_0_534_534) | ~ (all_0_535_535 = all_0_536_536) | ~ (all_0_537_537 = all_0_538_538) | ~ (all_0_539_539 = all_0_540_540) | ~ (all_0_541_541 = all_0_690_690) | ~ (all_0_542_542 = all_0_543_543) | ~ (all_0_544_544 = all_0_545_545) | ~ (all_0_546_546 = all_0_547_547) | ~ (all_0_548_548 = all_0_549_549) | ~ (all_0_550_550 = all_0_551_551) | ~ (all_0_552_552 = all_0_553_553) | ~ (all_0_554_554 = all_0_604_604) | ~ (all_0_555_555 = all_0_556_556) | ~ (all_0_557_557 = all_0_558_558) | ~ (all_0_559_559 = all_0_560_560) | ~ (all_0_561_561 = all_0_562_562) | ~ (all_0_563_563 = all_0_564_564) | ~ (all_0_565_565 = all_0_566_566) | ~ (all_0_567_567 = all_0_568_568) | ~ (all_0_569_569 = all_0_570_570) | ~ (all_0_571_571 = all_0_572_572) | ~ (all_0_573_573 = all_0_574_574) | ~ (all_0_575_575 = all_0_576_576) | ~ (all_0_577_577 = all_0_578_578) | ( ~ (all_0_602_602 = e26) & ~ (all_0_603_603 = e26) & ~ (all_0_604_604 = e26) & ~ (all_0_605_605 = e26) & ~ (all_0_606_606 = e26) & ~ (all_0_690_690 = e26)) | ( ~ (all_0_602_602 = e25) & ~ (all_0_603_603 = e25) & ~ (all_0_604_604 = e25) & ~ (all_0_605_605 = e25) & ~ (all_0_606_606 = e25) & ~ (all_0_690_690 = e25)) | ( ~ (all_0_602_602 = e24) & ~ (all_0_603_603 = e24) & ~ (all_0_604_604 = e24) & ~ (all_0_605_605 = e24) & ~ (all_0_606_606 = e24) & ~ (all_0_690_690 = e24)) | ( ~ (all_0_602_602 = e23) & ~ (all_0_603_603 = e23) & ~ (all_0_604_604 = e23) & ~ (all_0_605_605 = e23) & ~ (all_0_606_606 = e23) & ~ (all_0_690_690 = e23)) | ( ~ (all_0_602_602 = e22) & ~ (all_0_603_603 = e22) & ~ (all_0_604_604 = e22) & ~ (all_0_605_605 = e22) & ~ (all_0_606_606 = e22) & ~ (all_0_690_690 = e22)) | ( ~ (all_0_602_602 = e21) & ~ (all_0_603_603 = e21) & ~ (all_0_604_604 = e21) & ~ (all_0_605_605 = e21) & ~ (all_0_606_606 = e21) & ~ (all_0_690_690 = e21)) % 121.50/80.81 | (1447) all_0_739_739 = e13 | all_0_746_746 = e13 | all_0_753_753 = e13 | all_0_759_759 = e13 | all_0_765_765 = e13 | all_0_772_772 = e13 % 121.50/80.81 | (1448) op2(all_0_583_583, all_0_582_582) = all_0_169_169 % 121.50/80.81 | (1449) h1(e14) = all_0_602_602 % 121.50/80.81 | (1450) all_0_742_742 = e11 | all_0_744_744 = e11 | all_0_745_745 = e11 | all_0_746_746 = e11 | all_0_747_747 = e11 | all_0_748_748 = e11 % 121.50/80.81 | (1451) ~ (all_0_662_662 = all_0_669_669) % 121.50/80.81 | (1452) op1(e16, e10) = all_0_735_735 % 121.50/80.81 | (1453) op2(all_0_682_682, all_0_597_597) = all_0_411_411 % 121.50/80.81 | (1454) op2(all_0_638_638, e23) = e21 % 121.50/80.81 | (1455) ~ (all_0_734_734 = all_0_759_759) % 121.50/80.81 | (1456) ~ (all_0_684_684 = all_0_690_690) % 121.50/80.81 | (1457) op1(all_0_760_760, e12) = all_0_723_723 % 121.50/80.81 | (1458) ~ (all_0_773_773 = e13) % 121.50/80.81 | (1459) ~ (all_0_739_739 = e11) % 121.50/80.81 | (1460) op2(all_0_587_587, all_0_588_588) = all_0_247_247 % 121.50/80.81 | (1461) op2(all_0_599_599, all_0_599_599) = all_0_456_456 % 121.50/80.81 | (1462) ~ (all_0_744_744 = all_0_748_748) % 121.50/80.81 | (1463) h5(e10) = all_0_586_586 % 121.50/80.81 | (1464) op2(e25, e20) = all_0_657_657 % 121.50/80.81 | (1465) h4(all_0_758_758) = all_0_275_275 % 121.50/80.82 | (1466) all_0_660_660 = e26 | all_0_660_660 = e25 | all_0_660_660 = e24 | all_0_660_660 = e23 | all_0_660_660 = e22 | all_0_660_660 = e21 | all_0_660_660 = e20 % 121.50/80.82 | (1467) h2(all_0_774_774) = all_0_488_488 % 121.50/80.82 | (1468) ~ (all_0_766_766 = all_0_767_767) % 121.50/80.82 | (1469) h3(all_0_771_771) = all_0_392_392 % 121.50/80.82 | (1470) ~ (all_0_665_665 = all_0_678_678) % 121.50/80.82 | (1471) ~ (e25 = e15) % 121.50/80.82 | (1472) ~ (all_0_740_740 = e13) % 121.50/80.82 | (1473) op2(all_0_668_668, all_0_591_591) = all_0_239_239 % 121.50/80.82 | (1474) h3(e16) = e22 % 121.50/80.82 | (1475) h3(all_0_753_753) = all_0_354_354 % 121.50/80.82 | (1476) h3(all_0_737_737) = all_0_322_322 % 121.50/80.82 | (1477) op2(all_0_618_618, e24) = e24 % 121.50/80.82 | (1478) h6(all_0_761_761) = all_0_101_101 % 121.50/80.82 | (1479) ~ (all_0_671_671 = all_0_690_690) % 121.50/80.82 | (1480) ~ (e25 = e23) % 121.50/80.82 | (1481) ~ (all_0_765_765 = e12) % 121.50/80.82 | (1482) ~ (all_0_679_679 = all_0_686_686) % 121.50/80.82 | (1483) ~ (e15 = e13) % 121.50/80.82 | (1484) op2(e21, e25) = e22 % 121.50/80.82 | (1485) ~ (all_0_759_759 = all_0_772_772) % 121.50/80.82 | (1486) ~ (all_0_746_746 = all_0_747_747) % 121.50/80.82 | (1487) h2(all_0_754_754) = all_0_446_446 % 121.50/80.82 | (1488) op2(all_0_608_608, e24) = e26 % 121.50/80.82 | (1489) ~ (all_0_751_751 = all_0_753_753) % 121.50/80.82 | (1490) op2(e23, all_0_590_590) = all_0_588_588 % 121.50/80.82 | (1491) op2(all_0_601_601, all_0_599_599) = all_0_483_483 % 121.50/80.82 | (1492) h7(all_0_770_770) = all_0_37_37 % 121.50/80.82 | (1493) ~ (e16 = e13) % 121.50/80.82 | (1494) op2(e21, e24) = all_0_679_679 % 121.50/80.82 | (1495) ~ (all_0_769_769 = all_0_771_771) % 121.50/80.82 | (1496) ~ (all_0_745_745 = all_0_746_746) % 121.50/80.82 | (1497) op1(e12, e14) = all_0_757_757 % 121.50/80.82 | (1498) op1(all_0_739_739, e12) = e15 % 121.50/80.82 | (1499) op2(e20, all_0_603_603) = all_0_602_602 % 121.50/80.82 | (1500) op2(all_0_585_585, all_0_584_584) = all_0_199_199 % 121.50/80.82 | (1501) ~ (all_0_672_672 = all_0_675_675) % 121.50/80.82 | (1502) op2(all_0_669_669, e23) = all_0_632_632 % 121.50/80.82 | (1503) ~ (all_0_665_665 = all_0_670_670) % 121.50/80.82 | (1504) h3(e11) = all_0_595_595 % 121.50/80.82 | (1505) all_0_659_659 = e23 | all_0_666_666 = e23 | all_0_685_685 = e23 % 121.50/80.82 | (1506) all_0_655_655 = e24 | all_0_662_662 = e24 | all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 121.50/80.82 | (1507) all_0_755_755 = e16 | all_0_755_755 = e15 | all_0_755_755 = e14 | all_0_755_755 = e13 | all_0_755_755 = e12 | all_0_755_755 = e11 | all_0_755_755 = e10 % 121.50/80.82 | (1508) op2(all_0_587_587, all_0_589_589) = all_0_249_249 % 121.50/80.82 | (1509) h1(all_0_767_767) = all_0_564_564 % 121.50/80.82 | (1510) op1(all_0_708_708, e14) = e13 % 121.50/80.82 | (1511) h4(e16) = e23 % 121.50/80.82 | (1512) all_0_665_665 = e20 | all_0_667_667 = e20 | all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 121.50/80.82 | (1513) ~ (all_0_752_752 = all_0_754_754) % 121.50/80.82 | (1514) op2(all_0_597_597, all_0_600_600) = all_0_431_431 % 121.50/80.82 | (1515) op2(all_0_689_689, e20) = all_0_641_641 % 121.50/80.82 | (1516) h4(all_0_768_768) = all_0_296_296 % 121.50/80.82 | (1517) h7(all_0_764_764) = all_0_31_31 % 121.50/80.82 | (1518) ~ (all_0_667_667 = all_0_686_686) % 121.50/80.82 | (1519) op2(all_0_625_625, e23) = e23 % 121.50/80.82 | (1520) all_0_651_651 = e22 | all_0_657_657 = e22 | all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 121.50/80.82 | (1521) all_0_768_768 = e11 | all_0_770_770 = e11 | all_0_771_771 = e11 | all_0_772_772 = e11 | all_0_773_773 = e11 | all_0_774_774 = e11 % 121.50/80.82 | (1522) ~ (all_0_743_743 = e15) % 121.50/80.83 | (1523) op2(all_0_681_681, e21) = all_0_634_634 % 121.50/80.83 | (1524) h1(all_0_771_771) = all_0_572_572 % 121.50/80.83 | (1525) ~ (all_0_652_652 = all_0_678_678) % 121.50/80.83 | (1526) ~ (all_0_763_763 = all_0_770_770) % 121.50/80.83 | (1527) ~ (all_0_761_761 = all_0_767_767) % 121.50/80.83 | (1528) op2(e20, e24) = all_0_686_686 % 121.50/80.83 | (1529) h6(all_0_753_753) = all_0_84_84 % 121.50/80.83 | (1530) all_0_686_686 = e26 | all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 | all_0_686_686 = e21 | all_0_686_686 = e20 % 121.50/80.83 | (1531) op2(all_0_690_690, e20) = all_0_648_648 % 121.50/80.83 | (1532) ~ (all_0_653_653 = all_0_655_655) % 121.50/80.83 | (1533) op2(all_0_591_591, all_0_590_590) = all_0_305_305 % 121.50/80.83 | (1534) h3(all_0_773_773) = all_0_396_396 % 121.50/80.83 | (1535) op2(e20, all_0_606_606) = all_0_496_496 % 121.50/80.83 | (1536) h7(all_0_752_752) = all_0_19_19 % 121.50/80.83 | (1537) ~ (all_0_652_652 = all_0_672_672) % 121.50/80.83 | (1538) ~ (all_0_755_755 = all_0_774_774) % 121.50/80.83 | (1539) ~ (all_0_672_672 = all_0_676_676) % 121.50/80.83 | (1540) ~ (all_0_649_649 = all_0_651_651) % 121.50/80.83 | (1541) ~ (all_0_654_654 = all_0_657_657) % 121.50/80.83 | (1542) ~ (all_0_761_761 = all_0_774_774) % 121.50/80.83 | (1543) h2(all_0_733_733) = all_0_401_401 % 121.50/80.83 | (1544) h1(e13) = all_0_603_603 % 121.50/80.83 | (1545) all_0_666_666 = e26 | all_0_666_666 = e24 | all_0_666_666 = e23 % 121.50/80.83 | (1546) op2(all_0_668_668, all_0_588_588) = all_0_233_233 % 121.50/80.83 | (1547) op2(e25, e25) = e21 % 121.50/80.83 | (1548) op1(all_0_755_755, e13) = all_0_729_729 % 121.50/80.83 | (1549) h5(all_0_766_766) = all_0_202_202 % 121.50/80.83 | (1550) h3(all_0_758_758) = all_0_365_365 % 121.50/80.83 | (1551) op2(e23, all_0_588_588) = all_0_587_587 % 121.50/80.83 | (1552) h2(all_0_738_738) = all_0_414_414 % 121.50/80.83 | (1553) op2(all_0_592_592, e22) = all_0_331_331 % 121.50/80.83 | (1554) all_0_751_751 = e16 | all_0_751_751 = e15 | all_0_751_751 = e14 | all_0_751_751 = e13 | all_0_751_751 = e12 | all_0_751_751 = e11 | all_0_751_751 = e10 % 121.50/80.83 | (1555) ~ (e20 = e13) % 121.50/80.83 | (1556) ~ (all_0_750_750 = all_0_755_755) % 121.50/80.83 | (1557) ~ (all_0_654_654 = all_0_655_655) % 121.50/80.83 | (1558) ~ (e25 = e22) % 121.50/80.83 | (1559) op2(all_0_654_654, e25) = all_0_623_623 % 121.50/80.83 | (1560) h3(all_0_749_749) = all_0_346_346 % 121.50/80.83 | (1561) op2(all_0_603_603, all_0_606_606) = all_0_537_537 % 121.50/80.83 | (1562) h7(all_0_772_772) = all_0_39_39 % 121.50/80.83 | (1563) h4(all_0_752_752) = all_0_262_262 % 121.50/80.83 | (1564) op1(e11, e11) = all_0_766_766 % 121.50/80.83 | (1565) ~ (all_0_681_681 = all_0_682_682) % 121.50/80.83 | (1566) h4(all_0_774_774) = all_0_308_308 % 121.50/80.83 | (1567) op1(all_0_756_756, e12) = all_0_694_694 % 121.50/80.83 | (1568) op1(e14, e10) = all_0_748_748 % 121.50/80.83 | (1569) ~ (e16 = e12) % 121.50/80.83 | (1570) ~ (all_0_744_744 = all_0_751_751) % 121.50/80.83 | (1571) h3(e14) = all_0_592_592 % 121.50/80.83 | (1572) op2(all_0_676_676, e22) = all_0_639_639 % 121.50/80.83 | (1573) op2(all_0_690_690, e20) = all_0_498_498 % 121.50/80.83 | (1574) op2(e23, all_0_591_591) = all_0_226_226 % 121.50/80.83 | (1575) all_0_733_733 = e11 | all_0_744_744 = e11 | all_0_751_751 = e11 | all_0_757_757 = e11 | all_0_763_763 = e11 | all_0_770_770 = e11 % 121.50/80.83 | (1576) h7(all_0_759_759) = all_0_26_26 % 121.50/80.83 | (1577) op2(all_0_581_581, e25) = all_0_89_89 % 121.50/80.83 | (1578) h7(all_0_754_754) = all_0_21_21 % 121.50/80.83 | (1579) ~ (all_0_680_680 = e24) % 121.50/80.83 | (1580) all_0_652_652 = e24 | all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 121.50/80.83 | (1581) ~ (all_0_657_657 = all_0_664_664) % 121.50/80.83 | (1582) op2(e26, e26) = e25 % 121.50/80.84 | (1583) op2(e21, e23) = all_0_680_680 % 121.50/80.84 | (1584) h2(all_0_734_734) = all_0_404_404 % 121.50/80.84 | (1585) ~ (e21 = e10) % 121.50/80.84 | (1586) op2(e25, all_0_682_682) = all_0_47_47 % 121.50/80.84 | (1587) all_0_685_685 = e26 | all_0_685_685 = e24 | all_0_685_685 = e23 % 121.50/80.84 | (1588) op1(all_0_749_749, e16) = e11 % 121.50/80.84 | (1589) op1(e12, e10) = all_0_761_761 % 121.50/80.84 | (1590) op2(all_0_584_584, all_0_586_586) = all_0_190_190 % 121.50/80.84 | (1591) h2(all_0_758_758) = all_0_455_455 % 121.50/80.84 | (1592) op2(all_0_610_610, e22) = e26 % 121.50/80.84 | (1593) ~ (e24 = e16) % 121.50/80.84 | (1594) ~ (all_0_739_739 = all_0_759_759) % 121.50/80.84 | (1595) ~ (e23 = e16) % 121.50/80.84 | (1596) h4(all_0_769_769) = all_0_298_298 % 121.50/80.84 | (1597) ~ (all_0_673_673 = all_0_677_677) % 121.50/80.84 | (1598) ~ (all_0_655_655 = all_0_662_662) % 121.50/80.84 | (1599) h4(all_0_748_748) = all_0_254_254 % 121.50/80.84 | (1600) all_0_656_656 = e20 | all_0_663_663 = e20 | all_0_670_670 = e20 | all_0_676_676 = e20 | all_0_682_682 = e20 | all_0_689_689 = e20 % 121.50/80.84 | (1601) ~ (all_0_676_676 = e23) % 121.50/80.84 | (1602) op2(all_0_662_662, e24) = all_0_631_631 % 121.50/80.84 | (1603) ~ (all_0_743_743 = all_0_748_748) % 121.50/80.84 | (1604) ~ (all_0_667_667 = all_0_670_670) % 121.50/80.84 | (1605) ~ (all_0_666_666 = all_0_671_671) % 121.50/80.84 | (1606) op2(all_0_592_592, all_0_594_594) = all_0_339_339 % 121.50/80.84 | (1607) h2(all_0_741_741) = all_0_420_420 % 121.50/80.84 | (1608) ~ (e20 = e15) % 121.50/80.84 | (1609) h5(all_0_756_756) = all_0_180_180 % 121.50/80.84 | (1610) ~ (all_0_757_757 = all_0_760_760) % 121.50/80.84 | (1611) ~ (all_0_684_684 = all_0_686_686) % 121.50/80.84 | (1612) h7(all_0_742_742) = all_0_9_9 % 121.50/80.84 | (1613) h1(all_0_738_738) = all_0_504_504 % 121.50/80.84 | (1614) h1(all_0_736_736) = all_0_499_499 % 121.50/80.84 | (1615) all_0_739_739 = e15 | all_0_746_746 = e15 | all_0_753_753 = e15 | all_0_765_765 = e15 | all_0_772_772 = e15 % 121.50/80.84 | (1616) h6(all_0_760_760) = all_0_99_99 % 121.50/80.84 | (1617) h2(all_0_770_770) = all_0_480_480 % 121.50/80.84 | (1618) ~ (all_0_740_740 = all_0_754_754) % 121.50/80.84 | (1619) ~ (all_0_664_664 = all_0_683_683) % 121.50/80.84 | (1620) ~ (all_0_653_653 = all_0_673_673) % 121.50/80.84 | (1621) op2(all_0_601_601, all_0_598_598) = all_0_481_481 % 121.50/80.84 | (1622) ~ (all_0_742_742 = all_0_762_762) % 121.50/80.84 | (1623) op1(all_0_760_760, e11) = e15 % 121.50/80.84 | (1624) op2(all_0_606_606, all_0_605_605) = all_0_575_575 % 121.50/80.84 | (1625) op2(all_0_605_605, all_0_602_602) = all_0_555_555 % 121.50/80.84 | (1626) all_0_665_665 = e26 | all_0_666_666 = e26 | all_0_667_667 = e26 | all_0_668_668 = e26 | all_0_669_669 = e26 | all_0_670_670 = e26 | all_0_671_671 = e26 % 121.50/80.84 | (1627) h7(all_0_743_743) = all_0_10_10 % 121.50/80.84 | (1628) op2(e24, all_0_583_583) = all_0_582_582 % 121.50/80.84 | (1629) all_0_762_762 = e10 | all_0_763_763 = e10 | all_0_764_764 = e10 | all_0_765_765 = e10 | all_0_766_766 = e10 | all_0_767_767 = e10 % 121.50/80.84 | (1630) h1(all_0_763_763) = all_0_556_556 % 121.50/80.84 | (1631) ~ (all_0_745_745 = all_0_752_752) % 121.50/80.84 | (1632) h4(e11) = all_0_590_590 % 121.50/80.84 | (1633) op2(e26, e21) = e23 % 121.50/80.84 | (1634) op2(all_0_579_579, e21) = all_0_63_63 % 121.50/80.84 | (1635) h1(all_0_751_751) = all_0_530_530 % 121.50/80.84 | (1636) all_0_737_737 = e16 | all_0_737_737 = e15 | all_0_737_737 = e14 | all_0_737_737 = e13 | all_0_737_737 = e12 | all_0_737_737 = e10 % 121.50/80.84 | (1637) ~ (e13 = e12) % 121.50/80.84 | (1638) all_0_743_743 = e16 | all_0_750_750 = e16 | all_0_769_769 = e16 % 121.50/80.84 | (1639) op2(all_0_587_587, all_0_668_668) = all_0_243_243 % 121.50/80.84 | (1640) op2(all_0_589_589, all_0_591_591) = all_0_280_280 % 121.50/80.85 | (1641) ~ (all_0_763_763 = all_0_764_764) % 121.50/80.85 | (1642) op1(e16, e14) = all_0_733_733 % 121.50/80.85 | (1643) h3(all_0_761_761) = all_0_371_371 % 121.50/80.85 | (1644) op2(all_0_593_593, all_0_675_675) = all_0_347_347 % 121.50/80.85 | (1645) ~ (all_0_744_744 = all_0_746_746) % 121.50/80.85 | (1646) ~ (all_0_771_771 = all_0_772_772) % 121.50/80.85 | (1647) ~ (all_0_655_655 = all_0_681_681) % 121.50/80.85 | (1648) all_0_661_661 = e21 | all_0_668_668 = e21 | all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 121.50/80.85 | (1649) h7(all_0_757_757) = all_0_24_24 % 121.50/80.85 | (1650) ~ (all_0_674_674 = all_0_680_680) % 121.50/80.85 | (1651) op2(all_0_615_615, e20) = e25 % 121.50/80.85 | (1652) h7(all_0_733_733) = all_0_0_0 % 121.50/80.85 | (1653) op2(all_0_597_597, all_0_682_682) = all_0_423_423 % 121.50/80.85 | (1654) h2(all_0_771_771) = all_0_482_482 % 121.50/80.85 | (1655) op2(e24, e22) = all_0_662_662 % 121.50/80.85 | (1656) ~ (e26 = e21) % 121.50/80.85 | (1657) ~ (all_0_743_743 = all_0_746_746) % 121.50/80.85 | (1658) ~ (all_0_652_652 = e25) % 121.50/80.85 | (1659) op2(all_0_586_586, all_0_582_582) = all_0_209_209 % 121.50/80.85 | (1660) ~ (all_0_661_661 = e24) % 121.50/80.85 | (1661) op2(all_0_595_595, all_0_592_592) = all_0_375_375 % 121.50/80.85 | (1662) ~ (all_0_666_666 = all_0_685_685) % 121.50/80.85 | (1663) h2(e13) = all_0_598_598 % 121.50/80.85 | (1664) op2(e22, e25) = e25 % 121.50/80.85 | (1665) ~ (all_0_670_670 = all_0_682_682) % 121.50/80.85 | (1666) ~ (e21 = e13) % 121.50/80.85 | (1667) ~ (e24 = e11) % 121.50/80.85 | (1668) op1(all_0_696_696, e10) = e16 % 121.50/80.85 | (1669) op2(all_0_597_597, all_0_598_598) = all_0_427_427 % 121.50/80.85 | (1670) ~ (e20 = e14) % 121.50/80.85 | (1671) h3(all_0_766_766) = all_0_382_382 % 121.50/80.85 | (1672) ~ (all_0_660_660 = all_0_673_673) % 121.50/80.85 | (1673) h4(all_0_739_739) = all_0_236_236 % 121.50/80.85 | (1674) ~ (all_0_748_748 = all_0_774_774) % 121.50/80.85 | (1675) ~ (all_0_678_678 = e25) % 121.50/80.85 | (1676) op2(all_0_604_604, all_0_602_602) = all_0_542_542 % 121.50/80.85 | (1677) ~ (all_0_678_678 = e22) % 121.50/80.85 | (1678) h5(all_0_770_770) = all_0_210_210 % 121.50/80.85 | (1679) all_0_742_742 = e16 | all_0_743_743 = e16 | all_0_744_744 = e16 | all_0_745_745 = e16 | all_0_746_746 = e16 | all_0_747_747 = e16 | all_0_748_748 = e16 % 121.50/80.85 | (1680) ~ (all_0_770_770 = all_0_772_772) % 121.50/80.85 | (1681) h7(all_0_767_767) = all_0_34_34 % 121.50/80.85 | (1682) op2(all_0_599_599, e21) = all_0_449_449 % 121.50/80.85 | (1683) all_0_654_654 = e20 | all_0_661_661 = e20 | all_0_668_668 = e20 | all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20 % 121.50/80.85 | (1684) ~ (all_0_735_735 = e15) % 121.50/80.85 | (1685) all_0_657_657 = e20 | all_0_664_664 = e20 | all_0_671_671 = e20 | all_0_677_677 = e20 | all_0_683_683 = e20 | all_0_690_690 = e20 % 121.50/80.85 | (1686) h5(all_0_758_758) = all_0_185_185 % 121.50/80.85 | (1687) op2(all_0_605_605, all_0_690_690) = all_0_554_554 % 121.50/80.85 | (1688) all_0_768_768 = e14 | all_0_769_769 = e14 | all_0_770_770 = e14 | all_0_772_772 = e14 | all_0_773_773 = e14 | all_0_774_774 = e14 % 121.50/80.85 | (1689) op2(all_0_660_660, all_0_584_584) = all_0_145_145 % 121.50/80.85 | (1690) h6(all_0_739_739) = all_0_56_56 % 121.50/80.85 | (1691) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 | all_0_656_656 = e20 % 121.50/80.85 | (1692) ~ (e25 = e13) % 121.50/80.85 | (1693) op2(all_0_679_679, e21) = all_0_621_621 % 121.50/80.85 | (1694) h6(all_0_758_758) = all_0_95_95 % 121.50/80.85 | (1695) op2(all_0_585_585, all_0_660_660) = all_0_194_194 % 121.50/80.85 | (1696) ~ (all_0_680_680 = all_0_687_687) % 121.50/80.85 | (1697) all_0_774_774 = e16 | all_0_774_774 = e15 | all_0_774_774 = e14 | all_0_774_774 = e13 | all_0_774_774 = e12 | all_0_774_774 = e11 | all_0_774_774 = e10 % 121.50/80.86 | (1698) op1(all_0_720_720, e15) = e11 % 121.50/80.86 | (1699) op2(all_0_596_596, e22) = all_0_385_385 % 121.50/80.86 | (1700) ~ (all_0_42_42 = all_0_43_43) | ~ (all_0_44_44 = all_0_579_579) | ~ (all_0_45_45 = all_0_46_46) | ~ (all_0_47_47 = all_0_580_580) | ~ (all_0_48_48 = all_0_49_49) | ~ (all_0_50_50 = e22) | ~ (all_0_51_51 = all_0_52_52) | ~ (all_0_53_53 = all_0_54_54) | ~ (all_0_55_55 = all_0_56_56) | ~ (all_0_57_57 = all_0_58_58) | ~ (all_0_59_59 = all_0_60_60) | ~ (all_0_61_61 = all_0_62_62) | ~ (all_0_63_63 = all_0_64_64) | ~ (all_0_65_65 = all_0_66_66) | ~ (all_0_67_67 = all_0_68_68) | ~ (all_0_69_69 = all_0_70_70) | ~ (all_0_71_71 = all_0_72_72) | ~ (all_0_73_73 = all_0_74_74) | ~ (all_0_75_75 = all_0_76_76) | ~ (all_0_77_77 = all_0_78_78) | ~ (all_0_79_79 = all_0_80_80) | ~ (all_0_81_81 = all_0_82_82) | ~ (all_0_83_83 = all_0_84_84) | ~ (all_0_85_85 = all_0_86_86) | ~ (all_0_87_87 = all_0_88_88) | ~ (all_0_89_89 = all_0_90_90) | ~ (all_0_91_91 = e21) | ~ (all_0_92_92 = all_0_93_93) | ~ (all_0_94_94 = all_0_95_95) | ~ (all_0_96_96 = all_0_97_97) | ~ (all_0_98_98 = all_0_99_99) | ~ (all_0_100_100 = all_0_101_101) | ~ (all_0_102_102 = all_0_103_103) | ~ (all_0_104_104 = all_0_581_581) | ~ (all_0_105_105 = all_0_106_106) | ~ (all_0_107_107 = all_0_108_108) | ~ (all_0_109_109 = all_0_110_110) | ~ (all_0_111_111 = all_0_112_112) | ~ (all_0_113_113 = all_0_114_114) | ~ (all_0_115_115 = all_0_116_116) | ~ (all_0_117_117 = all_0_118_118) | ~ (all_0_119_119 = all_0_120_120) | ~ (all_0_121_121 = all_0_122_122) | ~ (all_0_123_123 = all_0_124_124) | ~ (all_0_125_125 = all_0_126_126) | ~ (all_0_127_127 = all_0_128_128) | ( ~ (all_0_579_579 = e26) & ~ (all_0_580_580 = e26) & ~ (all_0_581_581 = e26) & ~ (all_0_656_656 = e26) & ~ (all_0_682_682 = e26)) | ( ~ (all_0_579_579 = e24) & ~ (all_0_580_580 = e24) & ~ (all_0_581_581 = e24) & ~ (all_0_656_656 = e24) & ~ (all_0_682_682 = e24)) | ( ~ (all_0_579_579 = e23) & ~ (all_0_580_580 = e23) & ~ (all_0_581_581 = e23)) | ( ~ (all_0_579_579 = e22) & ~ (all_0_580_580 = e22) & ~ (all_0_581_581 = e22) & ~ (all_0_656_656 = e22)) | ( ~ (all_0_579_579 = e20) & ~ (all_0_580_580 = e20) & ~ (all_0_581_581 = e20) & ~ (all_0_656_656 = e20) & ~ (all_0_682_682 = e20)) % 121.50/80.86 | (1701) ~ (all_0_737_737 = all_0_740_740) % 121.50/80.86 | (1702) all_0_659_659 = e24 | all_0_666_666 = e24 | all_0_685_685 = e24 % 121.50/80.86 | (1703) op2(e24, all_0_660_660) = all_0_129_129 % 121.50/80.86 | (1704) ~ (all_0_736_736 = all_0_738_738) % 121.50/80.86 | (1705) ~ (all_0_750_750 = all_0_751_751) % 121.50/80.86 | (1706) h1(all_0_746_746) = all_0_520_520 % 121.50/80.86 | (1707) ~ (all_0_755_755 = all_0_767_767) % 121.50/80.86 | (1708) h3(all_0_738_738) = all_0_324_324 % 121.50/80.86 | (1709) ~ (all_0_651_651 = all_0_657_657) % 121.50/80.86 | (1710) ~ (all_0_661_661 = all_0_663_663) % 121.50/80.86 | (1711) op2(all_0_598_598, e21) = all_0_435_435 % 121.50/80.86 | (1712) ~ (all_0_764_764 = all_0_766_766) % 121.50/80.86 | (1713) ~ (all_0_769_769 = all_0_773_773) % 121.50/80.86 | (1714) ~ (all_0_660_660 = all_0_662_662) % 121.50/80.86 | (1715) op2(all_0_603_603, all_0_604_604) = all_0_533_533 % 121.50/80.86 | (1716) h7(e12) = e22 % 121.50/80.86 | (1717) h5(all_0_761_761) = all_0_191_191 % 121.50/80.86 | (1718) all_0_654_654 = e22 | all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 121.50/80.86 | (1719) op2(all_0_606_606, all_0_606_606) = all_0_577_577 % 121.50/80.86 | (1720) ~ (e14 = e12) % 121.50/80.86 | (1721) ~ (all_0_741_741 = e11) % 121.50/80.86 | (1722) op2(all_0_590_590, all_0_668_668) = all_0_589_589 % 121.50/80.86 | (1723) h1(all_0_754_754) = all_0_536_536 % 121.50/80.86 | (1724) ~ (all_0_653_653 = e21) % 121.50/80.86 | (1725) ~ (all_0_738_738 = all_0_758_758) % 121.50/80.86 | (1726) ~ (all_0_743_743 = all_0_769_769) % 121.50/80.86 | (1727) op2(all_0_661_661, e24) = all_0_624_624 % 121.50/80.86 | (1728) ~ (all_0_751_751 = all_0_770_770) % 121.50/80.86 | (1729) h4(all_0_766_766) = all_0_292_292 % 121.50/80.86 | (1730) op2(all_0_586_586, all_0_660_660) = all_0_207_207 % 121.50/80.86 | (1731) h3(all_0_765_765) = all_0_380_380 % 121.50/80.86 | (1732) h6(all_0_764_764) = all_0_108_108 % 121.50/80.86 | (1733) h5(all_0_774_774) = all_0_218_218 % 121.50/80.86 | (1734) h2(all_0_740_740) = all_0_418_418 % 121.50/80.86 | (1735) op1(all_0_725_725, e10) = e11 % 121.50/80.86 | (1736) op1(all_0_759_759, e12) = all_0_717_717 % 121.50/80.86 | (1737) op2(all_0_588_588, e23) = all_0_255_255 % 121.50/80.86 | (1738) op2(e22, all_0_595_595) = all_0_593_593 % 121.50/80.86 | (1739) h3(all_0_755_755) = all_0_358_358 % 121.50/80.86 | (1740) ~ (all_0_759_759 = all_0_761_761) % 121.50/80.86 | (1741) op2(all_0_656_656, all_0_581_581) = all_0_123_123 % 121.50/80.86 | (1742) op2(all_0_581_581, e21) = all_0_91_91 % 121.50/80.86 | (1743) op1(all_0_753_753, e13) = all_0_716_716 % 121.50/80.86 | (1744) all_0_736_736 = e12 | all_0_737_737 = e12 | all_0_738_738 = e12 | all_0_739_739 = e12 | all_0_740_740 = e12 | all_0_741_741 = e12 % 121.50/80.86 | (1745) h4(all_0_767_767) = all_0_294_294 % 121.50/80.87 | (1746) ~ (all_0_649_649 = all_0_686_686) % 121.50/80.87 | (1747) all_0_663_663 = e26 | all_0_663_663 = e25 | all_0_663_663 = e24 | all_0_663_663 = e22 | all_0_663_663 = e21 | all_0_663_663 = e20 % 121.50/80.87 | (1748) all_0_754_754 = e16 | all_0_754_754 = e15 | all_0_754_754 = e14 | all_0_754_754 = e12 | all_0_754_754 = e11 | all_0_754_754 = e10 % 121.50/80.87 | (1749) h7(all_0_765_765) = all_0_32_32 % 121.50/80.87 | (1750) ~ (all_0_766_766 = e12) % 121.50/80.87 | (1751) ~ (all_0_672_672 = e25) % 121.50/80.87 | (1752) ~ (e26 = e16) % 121.50/80.87 | (1753) ~ (all_0_674_674 = e24) % 121.50/80.87 | (1754) all_0_654_654 = e23 | all_0_661_661 = e23 | all_0_668_668 = e23 | all_0_674_674 = e23 | all_0_680_680 = e23 | all_0_687_687 = e23 % 121.50/80.87 | (1755) all_0_773_773 = e16 | all_0_773_773 = e15 | all_0_773_773 = e14 | all_0_773_773 = e12 | all_0_773_773 = e11 | all_0_773_773 = e10 % 121.50/80.87 | (1756) op2(all_0_599_599, all_0_682_682) = all_0_451_451 % 121.50/80.87 | (1757) op2(all_0_656_656, e21) = all_0_117_117 % 121.50/80.87 | (1758) op2(e22, e26) = all_0_672_672 % 121.50/80.87 | (1759) op1(e13, e12) = all_0_753_753 % 121.50/80.87 | (1760) all_0_658_658 = e21 | all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 121.50/80.87 | (1761) ~ (all_0_733_733 = all_0_757_757) % 121.50/80.87 | (1762) op2(all_0_632_632, e23) = e22 % 121.50/80.87 | (1763) h5(all_0_748_748) = all_0_164_164 % 121.50/80.87 | (1764) op1(all_0_751_751, e13) = all_0_703_703 % 121.50/80.87 | (1765) op2(all_0_593_593, all_0_596_596) = all_0_357_357 % 121.50/80.87 | (1766) h6(e15) = e21 % 121.50/80.87 | (1767) op2(all_0_590_590, all_0_588_588) = all_0_287_287 % 121.50/80.87 | (1768) ! [v0] : ! [v1] : ! [v2] : ! [v3] : (v1 = v0 | ~ (op1(v3, v2) = v1) | ~ (op1(v3, v2) = v0)) % 121.50/80.87 | (1769) h3(all_0_759_759) = all_0_367_367 % 121.50/80.87 | (1770) op1(all_0_772_772, e10) = all_0_719_719 % 121.50/80.87 | (1771) ~ (all_0_665_665 = all_0_667_667) % 121.50/80.87 | (1772) h1(all_0_742_742) = all_0_512_512 % 121.50/80.87 | (1773) h5(all_0_734_734) = all_0_134_134 % 121.50/80.87 | (1774) op1(all_0_729_729, e13) = e10 % 121.50/80.87 | (1775) ~ (all_0_670_670 = e23) % 121.50/80.87 | (1776) op2(all_0_605_605, e20) = all_0_552_552 % 121.50/80.87 | (1777) op2(all_0_675_675, e22) = all_0_318_318 % 121.50/80.87 | (1778) ~ (all_0_650_650 = e20) % 121.50/80.87 | (1779) ~ (all_0_655_655 = all_0_657_657) % 121.50/80.87 | (1780) op2(all_0_690_690, all_0_605_605) = all_0_507_507 % 121.50/80.87 | (1781) op2(e20, all_0_602_602) = all_0_490_490 % 121.50/80.87 | (1782) all_0_738_738 = e10 | all_0_745_745 = e10 | all_0_752_752 = e10 | all_0_758_758 = e10 | all_0_764_764 = e10 | all_0_771_771 = e10 % 121.50/80.87 | (1783) h6(all_0_743_743) = all_0_64_64 % 121.50/80.87 | (1784) ~ (all_0_676_676 = e25) % 121.50/80.87 | (1785) ~ (all_0_734_734 = all_0_765_765) % 121.50/80.87 | (1786) all_0_658_658 = e22 | all_0_660_660 = e22 | all_0_661_661 = e22 | all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 121.50/80.87 | (1787) op1(e12, e13) = all_0_758_758 % 121.50/80.87 | (1788) op1(all_0_726_726, e16) = e10 % 121.50/80.87 | (1789) ~ (all_0_750_750 = e10) % 121.50/80.87 | (1790) op2(all_0_606_606, all_0_690_690) = all_0_567_567 % 121.50/80.87 | (1791) op2(all_0_600_600, all_0_682_682) = all_0_464_464 % 121.50/80.87 | (1792) h2(all_0_763_763) = all_0_466_466 % 121.50/80.87 | (1793) all_0_768_768 = e10 | all_0_770_770 = e10 | all_0_771_771 = e10 | all_0_772_772 = e10 | all_0_773_773 = e10 | all_0_774_774 = e10 % 121.50/80.87 | (1794) op2(all_0_611_611, e21) = e26 % 121.50/80.87 | (1795) op2(all_0_682_682, all_0_600_600) = all_0_417_417 % 121.50/80.88 | (1796) all_0_742_742 = e14 | all_0_743_743 = e14 | all_0_744_744 = e14 | all_0_746_746 = e14 | all_0_747_747 = e14 | all_0_748_748 = e14 % 121.50/80.88 | (1797) op2(all_0_602_602, all_0_602_602) = all_0_515_515 % 121.50/80.88 | (1798) all_0_749_749 = e12 | all_0_751_751 = e12 | all_0_752_752 = e12 | all_0_753_753 = e12 | all_0_754_754 = e12 | all_0_755_755 = e12 % 121.50/80.88 | (1799) ~ (e20 = e12) % 121.50/80.88 | (1800) h6(all_0_741_741) = all_0_60_60 % 121.50/80.88 | (1801) op1(all_0_761_761, e12) = all_0_730_730 % 121.50/80.88 | (1802) ~ (all_0_751_751 = all_0_763_763) % 121.50/80.88 | (1803) h4(all_0_738_738) = all_0_234_234 % 121.50/80.88 | (1804) h7(all_0_741_741) = all_0_8_8 % 121.50/80.88 | (1805) ~ (all_0_743_743 = e12) % 121.50/80.88 | (1806) h4(all_0_760_760) = all_0_279_279 % 121.50/80.88 | (1807) op1(e15, e16) = all_0_736_736 % 121.50/80.88 | (1808) ~ (all_0_658_658 = all_0_684_684) % 121.50/80.88 | (1809) op1(all_0_712_712, e10) = e13 % 121.50/80.88 | (1810) op2(all_0_583_583, all_0_586_586) = all_0_177_177 % 121.50/80.88 | (1811) all_0_733_733 = e12 | all_0_737_737 = e12 | all_0_744_744 = e12 | all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12 % 121.50/80.88 | (1812) ~ (all_0_742_742 = all_0_745_745) % 121.50/80.88 | (1813) h1(e15) = all_0_690_690 % 121.50/80.88 | (1814) op2(all_0_668_668, all_0_590_590) = all_0_237_237 % 121.50/80.88 | (1815) ~ (all_0_652_652 = all_0_654_654) % 121.50/80.88 | (1816) ~ (all_0_752_752 = e14) % 121.50/80.88 | (1817) op2(all_0_584_584, all_0_584_584) = all_0_186_186 % 121.50/80.88 | (1818) ~ (all_0_773_773 = all_0_774_774) % 121.50/80.88 | (1819) op1(all_0_730_730, e12) = e10 % 121.50/80.88 | (1820) op2(all_0_590_590, all_0_668_668) = all_0_284_284 % 121.50/80.88 | (1821) h2(all_0_759_759) = all_0_457_457 % 121.50/80.88 | (1822) ~ (e24 = e12) % 121.50/80.88 | (1823) op2(all_0_690_690, all_0_606_606) = all_0_509_509 % 121.50/80.88 | (1824) h1(all_0_760_760) = all_0_549_549 % 121.50/80.88 | (1825) h2(all_0_737_737) = all_0_412_412 % 121.50/80.88 | (1826) h5(e15) = all_0_660_660 % 121.50/80.88 | (1827) all_0_737_737 = e15 | all_0_744_744 = e15 | all_0_751_751 = e15 | all_0_763_763 = e15 | all_0_770_770 = e15 % 121.50/80.88 | (1828) all_0_749_749 = e10 | all_0_751_751 = e10 | all_0_752_752 = e10 | all_0_753_753 = e10 | all_0_754_754 = e10 | all_0_755_755 = e10 % 121.50/80.88 | (1829) all_0_743_743 = e14 | all_0_750_750 = e14 | all_0_769_769 = e14 % 121.80/80.88 | (1830) op2(e24, all_0_584_584) = all_0_133_133 % 121.80/80.88 | (1831) h5(all_0_740_740) = all_0_148_148 % 121.80/80.88 | (1832) op2(all_0_582_582, all_0_585_585) = all_0_161_161 % 121.80/80.88 | (1833) all_0_749_749 = e14 | all_0_750_750 = e14 | all_0_751_751 = e14 | all_0_753_753 = e14 | all_0_754_754 = e14 | all_0_755_755 = e14 % 121.80/80.88 | (1834) ~ (all_0_758_758 = e14) % 121.80/80.88 | (1835) op1(e16, e11) = e13 % 121.80/80.88 | (1836) all_0_757_757 = e16 | all_0_757_757 = e14 | all_0_757_757 = e13 | all_0_757_757 = e12 | all_0_757_757 = e11 | all_0_757_757 = e10 % 121.80/80.88 | (1837) all_0_772_772 = e16 | all_0_772_772 = e15 | all_0_772_772 = e14 | all_0_772_772 = e13 | all_0_772_772 = e12 | all_0_772_772 = e11 | all_0_772_772 = e10 % 121.80/80.88 | (1838) ~ (all_0_760_760 = e15) % 121.80/80.88 | (1839) ~ (all_0_752_752 = all_0_764_764) % 121.80/80.88 | (1840) op2(all_0_606_606, e20) = all_0_565_565 % 121.80/80.88 | (1841) op1(e13, e13) = all_0_752_752 % 121.80/80.88 | (1842) h5(all_0_747_747) = all_0_162_162 % 121.80/80.88 | (1843) ~ (e26 = e11) % 121.80/80.88 | (1844) h2(e16) = e21 % 121.80/80.88 | (1845) ~ (e14 = e11) % 121.80/80.88 | (1846) h5(e12) = all_0_584_584 % 121.80/80.88 | (1847) all_0_657_657 = e26 | all_0_657_657 = e25 | all_0_657_657 = e24 | all_0_657_657 = e23 | all_0_657_657 = e22 | all_0_657_657 = e20 % 121.80/80.89 | (1848) ~ (all_0_763_763 = e12) % 121.80/80.89 | (1849) ~ (all_0_758_758 = all_0_761_761) % 121.80/80.89 | (1850) h1(all_0_764_764) = all_0_558_558 % 121.80/80.89 | (1851) ~ (all_0_742_742 = all_0_747_747) % 121.80/80.89 | (1852) ~ (all_0_654_654 = all_0_656_656) % 121.80/80.89 | (1853) h3(all_0_754_754) = all_0_356_356 % 121.80/80.89 | (1854) op2(all_0_597_597, e21) = all_0_421_421 % 121.80/80.89 | (1855) h7(all_0_745_745) = all_0_12_12 % 121.80/80.89 | (1856) op2(all_0_587_587, e23) = all_0_241_241 % 121.80/80.89 | (1857) ~ (all_0_733_733 = all_0_735_735) % 121.80/80.89 | (1858) h7(all_0_751_751) = all_0_18_18 % 121.80/80.89 | % 121.80/80.89 | Instantiating formula (364) with all_0_585_585, all_0_660_660, all_0_584_584, all_0_194_194 and discharging atoms op2(all_0_585_585, all_0_660_660) = all_0_194_194, op2(all_0_585_585, all_0_660_660) = all_0_584_584, yields: % 121.80/80.89 | (1859) all_0_194_194 = all_0_584_584 % 121.80/80.89 | % 121.80/80.89 | Instantiating formula (364) with all_0_590_590, all_0_668_668, all_0_589_589, all_0_284_284 and discharging atoms op2(all_0_590_590, all_0_668_668) = all_0_284_284, op2(all_0_590_590, all_0_668_668) = all_0_589_589, yields: % 121.80/80.89 | (1860) all_0_284_284 = all_0_589_589 % 121.80/80.89 | % 121.80/80.89 | Instantiating formula (364) with all_0_595_595, all_0_675_675, all_0_594_594, all_0_374_374 and discharging atoms op2(all_0_595_595, all_0_675_675) = all_0_374_374, op2(all_0_595_595, all_0_675_675) = all_0_594_594, yields: % 121.80/80.89 | (1861) all_0_374_374 = all_0_594_594 % 121.80/80.89 | % 121.80/80.89 | Instantiating formula (364) with all_0_600_600, all_0_682_682, all_0_599_599, all_0_464_464 and discharging atoms op2(all_0_600_600, all_0_682_682) = all_0_464_464, op2(all_0_600_600, all_0_682_682) = all_0_599_599, yields: % 121.80/80.89 | (1862) all_0_464_464 = all_0_599_599 % 121.80/80.89 | % 121.80/80.89 | Instantiating formula (364) with all_0_605_605, all_0_690_690, all_0_604_604, all_0_554_554 and discharging atoms op2(all_0_605_605, all_0_690_690) = all_0_554_554, op2(all_0_605_605, all_0_690_690) = all_0_604_604, yields: % 121.83/80.89 | (1863) all_0_554_554 = all_0_604_604 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_656_656, e25, all_0_636_636, all_0_115_115 and discharging atoms op2(all_0_656_656, e25) = all_0_115_115, op2(all_0_656_656, e25) = all_0_636_636, yields: % 121.83/80.89 | (1864) all_0_115_115 = all_0_636_636 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_660_660, all_0_660_660, all_0_585_585, all_0_140_140 and discharging atoms op2(all_0_660_660, all_0_660_660) = all_0_140_140, op2(all_0_660_660, all_0_660_660) = all_0_585_585, yields: % 121.83/80.89 | (1865) all_0_140_140 = all_0_585_585 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_660_660, e24, all_0_618_618, all_0_138_138 and discharging atoms op2(all_0_660_660, e24) = all_0_138_138, op2(all_0_660_660, e24) = all_0_618_618, yields: % 121.83/80.89 | (1866) all_0_138_138 = all_0_618_618 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_668_668, all_0_668_668, all_0_590_590, all_0_230_230 and discharging atoms op2(all_0_668_668, all_0_668_668) = all_0_230_230, op2(all_0_668_668, all_0_668_668) = all_0_590_590, yields: % 121.83/80.89 | (1867) all_0_230_230 = all_0_590_590 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_668_668, e23, all_0_625_625, all_0_228_228 and discharging atoms op2(all_0_668_668, e23) = all_0_228_228, op2(all_0_668_668, e23) = all_0_625_625, yields: % 121.83/80.89 | (1868) all_0_228_228 = all_0_625_625 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_675_675, all_0_675_675, all_0_595_595, all_0_320_320 and discharging atoms op2(all_0_675_675, all_0_675_675) = all_0_320_320, op2(all_0_675_675, all_0_675_675) = all_0_595_595, yields: % 121.83/80.89 | (1869) all_0_320_320 = all_0_595_595 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_675_675, e22, all_0_633_633, all_0_318_318 and discharging atoms op2(all_0_675_675, e22) = all_0_318_318, op2(all_0_675_675, e22) = all_0_633_633, yields: % 121.83/80.89 | (1870) all_0_318_318 = all_0_633_633 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_682_682, all_0_682_682, all_0_410_410, all_0_111_111 and discharging atoms op2(all_0_682_682, all_0_682_682) = all_0_111_111, op2(all_0_682_682, all_0_682_682) = all_0_410_410, yields: % 121.83/80.89 | (1871) all_0_111_111 = all_0_410_410 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_682_682, all_0_682_682, all_0_600_600, all_0_111_111 and discharging atoms op2(all_0_682_682, all_0_682_682) = all_0_111_111, op2(all_0_682_682, all_0_682_682) = all_0_600_600, yields: % 121.83/80.89 | (1872) all_0_111_111 = all_0_600_600 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_682_682, e21, all_0_408_408, all_0_104_104 and discharging atoms op2(all_0_682_682, e21) = all_0_104_104, op2(all_0_682_682, e21) = all_0_408_408, yields: % 121.83/80.89 | (1873) all_0_104_104 = all_0_408_408 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_682_682, e21, all_0_581_581, all_0_104_104 and discharging atoms op2(all_0_682_682, e21) = all_0_104_104, op2(all_0_682_682, e21) = all_0_581_581, yields: % 121.83/80.89 | (1874) all_0_104_104 = all_0_581_581 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_682_682, e21, all_0_640_640, all_0_408_408 and discharging atoms op2(all_0_682_682, e21) = all_0_408_408, op2(all_0_682_682, e21) = all_0_640_640, yields: % 121.83/80.89 | (1875) all_0_408_408 = all_0_640_640 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_690_690, all_0_690_690, all_0_605_605, all_0_500_500 and discharging atoms op2(all_0_690_690, all_0_690_690) = all_0_500_500, op2(all_0_690_690, all_0_690_690) = all_0_605_605, yields: % 121.83/80.89 | (1876) all_0_500_500 = all_0_605_605 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with all_0_690_690, e20, all_0_648_648, all_0_498_498 and discharging atoms op2(all_0_690_690, e20) = all_0_498_498, op2(all_0_690_690, e20) = all_0_648_648, yields: % 121.83/80.89 | (1877) all_0_498_498 = all_0_648_648 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with e25, all_0_580_580, all_0_579_579, all_0_44_44 and discharging atoms op2(e25, all_0_580_580) = all_0_44_44, op2(e25, all_0_580_580) = all_0_579_579, yields: % 121.83/80.89 | (1878) all_0_44_44 = all_0_579_579 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with e25, all_0_682_682, all_0_580_580, all_0_47_47 and discharging atoms op2(e25, all_0_682_682) = all_0_47_47, op2(e25, all_0_682_682) = all_0_580_580, yields: % 121.83/80.89 | (1879) all_0_47_47 = all_0_580_580 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with e24, all_0_583_583, all_0_582_582, all_0_132_132 and discharging atoms op2(e24, all_0_583_583) = all_0_132_132, op2(e24, all_0_583_583) = all_0_582_582, yields: % 121.83/80.89 | (1880) all_0_132_132 = all_0_582_582 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with e24, all_0_585_585, all_0_583_583, all_0_135_135 and discharging atoms op2(e24, all_0_585_585) = all_0_135_135, op2(e24, all_0_585_585) = all_0_583_583, yields: % 121.83/80.89 | (1881) all_0_135_135 = all_0_583_583 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with e24, all_0_660_660, all_0_586_586, all_0_129_129 and discharging atoms op2(e24, all_0_660_660) = all_0_129_129, op2(e24, all_0_660_660) = all_0_586_586, yields: % 121.83/80.89 | (1882) all_0_129_129 = all_0_586_586 % 121.83/80.89 | % 121.83/80.89 | Instantiating formula (364) with e23, all_0_588_588, all_0_587_587, all_0_222_222 and discharging atoms op2(e23, all_0_588_588) = all_0_222_222, op2(e23, all_0_588_588) = all_0_587_587, yields: % 121.83/80.89 | (1883) all_0_222_222 = all_0_587_587 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e23, all_0_590_590, all_0_588_588, all_0_225_225 and discharging atoms op2(e23, all_0_590_590) = all_0_225_225, op2(e23, all_0_590_590) = all_0_588_588, yields: % 121.83/80.90 | (1884) all_0_225_225 = all_0_588_588 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e23, all_0_668_668, all_0_591_591, all_0_219_219 and discharging atoms op2(e23, all_0_668_668) = all_0_219_219, op2(e23, all_0_668_668) = all_0_591_591, yields: % 121.83/80.90 | (1885) all_0_219_219 = all_0_591_591 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e22, all_0_593_593, all_0_592_592, all_0_312_312 and discharging atoms op2(e22, all_0_593_593) = all_0_312_312, op2(e22, all_0_593_593) = all_0_592_592, yields: % 121.83/80.90 | (1886) all_0_312_312 = all_0_592_592 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e22, all_0_595_595, all_0_593_593, all_0_315_315 and discharging atoms op2(e22, all_0_595_595) = all_0_315_315, op2(e22, all_0_595_595) = all_0_593_593, yields: % 121.83/80.90 | (1887) all_0_315_315 = all_0_593_593 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e22, all_0_675_675, all_0_596_596, all_0_309_309 and discharging atoms op2(e22, all_0_675_675) = all_0_309_309, op2(e22, all_0_675_675) = all_0_596_596, yields: % 121.83/80.90 | (1888) all_0_309_309 = all_0_596_596 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e21, all_0_598_598, all_0_597_597, all_0_402_402 and discharging atoms op2(e21, all_0_598_598) = all_0_402_402, op2(e21, all_0_598_598) = all_0_597_597, yields: % 121.83/80.90 | (1889) all_0_402_402 = all_0_597_597 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e21, all_0_600_600, all_0_598_598, all_0_405_405 and discharging atoms op2(e21, all_0_600_600) = all_0_405_405, op2(e21, all_0_600_600) = all_0_598_598, yields: % 121.83/80.90 | (1890) all_0_405_405 = all_0_598_598 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e21, all_0_682_682, all_0_399_399, all_0_57_57 and discharging atoms op2(e21, all_0_682_682) = all_0_57_57, op2(e21, all_0_682_682) = all_0_399_399, yields: % 121.83/80.90 | (1891) all_0_57_57 = all_0_399_399 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e21, all_0_682_682, all_0_601_601, all_0_57_57 and discharging atoms op2(e21, all_0_682_682) = all_0_57_57, op2(e21, all_0_682_682) = all_0_601_601, yields: % 121.83/80.90 | (1892) all_0_57_57 = all_0_601_601 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e20, all_0_603_603, all_0_602_602, all_0_492_492 and discharging atoms op2(e20, all_0_603_603) = all_0_492_492, op2(e20, all_0_603_603) = all_0_602_602, yields: % 121.83/80.90 | (1893) all_0_492_492 = all_0_602_602 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e20, all_0_605_605, all_0_603_603, all_0_495_495 and discharging atoms op2(e20, all_0_605_605) = all_0_495_495, op2(e20, all_0_605_605) = all_0_603_603, yields: % 121.83/80.90 | (1894) all_0_495_495 = all_0_603_603 % 121.83/80.90 | % 121.83/80.90 | Instantiating formula (364) with e20, all_0_690_690, all_0_606_606, all_0_489_489 and discharging atoms op2(e20, all_0_690_690) = all_0_489_489, op2(e20, all_0_690_690) = all_0_606_606, yields: % 121.83/80.90 | (1895) all_0_489_489 = all_0_606_606 % 121.83/80.90 | % 121.83/80.90 | Combining equations (1891,1892) yields a new equation: % 121.83/80.90 | (1896) all_0_399_399 = all_0_601_601 % 121.83/80.90 | % 121.83/80.90 | Simplifying 1896 yields: % 121.83/80.90 | (1897) all_0_399_399 = all_0_601_601 % 121.83/80.90 | % 121.83/80.90 | Combining equations (1873,1874) yields a new equation: % 121.83/80.90 | (1898) all_0_408_408 = all_0_581_581 % 121.83/80.90 | % 121.83/80.90 | Simplifying 1898 yields: % 121.83/80.90 | (1899) all_0_408_408 = all_0_581_581 % 121.83/80.90 | % 121.83/80.90 | Combining equations (1871,1872) yields a new equation: % 121.83/80.90 | (1900) all_0_410_410 = all_0_600_600 % 121.83/80.90 | % 121.83/80.90 | Simplifying 1900 yields: % 121.83/80.90 | (1901) all_0_410_410 = all_0_600_600 % 121.83/80.90 | % 121.83/80.90 | Combining equations (1875,1899) yields a new equation: % 121.83/80.90 | (1902) all_0_581_581 = all_0_640_640 % 121.83/80.90 | % 121.83/80.90 | From (1902) and (431) follows: % 121.83/80.90 | (1903) op2(all_0_580_580, all_0_640_640) = all_0_83_83 % 121.83/80.90 | % 121.83/80.90 | From (1902) and (1046) follows: % 121.83/80.90 | (1904) op2(all_0_640_640, all_0_579_579) = all_0_92_92 % 121.83/80.90 | % 121.83/80.90 | From (1902) and (1158) follows: % 121.83/80.90 | (1905) op2(all_0_640_640, all_0_580_580) = all_0_94_94 % 121.83/80.90 | % 121.83/80.90 | From (1902)(1902) and (1291) follows: % 121.91/80.90 | (1906) op2(all_0_640_640, all_0_640_640) = all_0_96_96 % 121.91/80.90 | % 121.91/80.90 | From (1902) and (1370) follows: % 121.91/80.91 | (1907) op2(all_0_640_640, all_0_682_682) = all_0_98_98 % 121.91/80.91 | % 121.91/80.91 | From (1902) and (1577) follows: % 121.91/80.91 | (1908) op2(all_0_640_640, e25) = all_0_89_89 % 121.91/80.91 | % 121.91/80.91 | From (1902) and (1742) follows: % 121.91/80.91 | (1909) op2(all_0_640_640, e21) = all_0_91_91 % 121.91/80.91 | % 121.91/80.91 | From (1859) and (1695) follows: % 121.91/80.91 | (537) op2(all_0_585_585, all_0_660_660) = all_0_584_584 % 121.91/80.91 | % 121.91/80.91 | From (1860) and (1820) follows: % 121.91/80.91 | (1722) op2(all_0_590_590, all_0_668_668) = all_0_589_589 % 121.91/80.91 | % 121.91/80.91 | From (1861) and (1042) follows: % 121.91/80.91 | (701) op2(all_0_595_595, all_0_675_675) = all_0_594_594 % 121.91/80.91 | % 121.91/80.91 | From (1862) and (1791) follows: % 121.91/80.91 | (898) op2(all_0_600_600, all_0_682_682) = all_0_599_599 % 121.91/80.91 | % 121.91/80.91 | From (1863) and (1687) follows: % 121.91/80.91 | (1048) op2(all_0_605_605, all_0_690_690) = all_0_604_604 % 121.91/80.91 | % 121.91/80.91 | From (1902) and (1741) follows: % 121.91/80.91 | (1915) op2(all_0_656_656, all_0_640_640) = all_0_123_123 % 121.91/80.91 | % 121.91/80.91 | From (1864) and (1248) follows: % 121.91/80.91 | (897) op2(all_0_656_656, e25) = all_0_636_636 % 121.91/80.91 | % 121.91/80.91 | From (1865) and (852) follows: % 121.91/80.91 | (761) op2(all_0_660_660, all_0_660_660) = all_0_585_585 % 121.91/80.91 | % 121.91/80.91 | From (1866) and (34) follows: % 121.91/80.91 | (630) op2(all_0_660_660, e24) = all_0_618_618 % 121.91/80.91 | % 121.91/80.91 | From (1867) and (751) follows: % 121.91/80.91 | (577) op2(all_0_668_668, all_0_668_668) = all_0_590_590 % 121.91/80.91 | % 121.91/80.91 | From (1868) and (1162) follows: % 121.91/80.91 | (1202) op2(all_0_668_668, e23) = all_0_625_625 % 121.91/80.91 | % 121.91/80.91 | From (1869) and (1326) follows: % 121.91/80.91 | (1416) op2(all_0_675_675, all_0_675_675) = all_0_595_595 % 121.91/80.91 | % 121.91/80.91 | From (1870) and (1777) follows: % 121.91/80.91 | (1163) op2(all_0_675_675, e22) = all_0_633_633 % 121.91/80.91 | % 121.91/80.91 | From (1902) and (1149) follows: % 121.91/80.91 | (1923) op2(all_0_682_682, all_0_640_640) = all_0_109_109 % 121.91/80.91 | % 121.91/80.91 | From (1901) and (704) follows: % 121.91/80.91 | (1059) op2(all_0_682_682, all_0_682_682) = all_0_600_600 % 121.91/80.91 | % 121.91/80.91 | From (1902) and (869) follows: % 121.91/80.91 | (281) op2(all_0_682_682, e21) = all_0_640_640 % 121.91/80.91 | % 121.91/80.91 | From (1876) and (1207) follows: % 121.91/80.91 | (246) op2(all_0_690_690, all_0_690_690) = all_0_605_605 % 121.91/80.91 | % 121.91/80.91 | From (1877) and (1573) follows: % 121.91/80.91 | (1531) op2(all_0_690_690, e20) = all_0_648_648 % 121.91/80.91 | % 121.91/80.91 | From (1878) and (571) follows: % 121.91/80.91 | (91) op2(e25, all_0_580_580) = all_0_579_579 % 121.91/80.91 | % 121.91/80.91 | From (1902) and (343) follows: % 121.91/80.91 | (1929) op2(e25, all_0_640_640) = all_0_45_45 % 121.91/80.91 | % 121.91/80.91 | From (1879) and (1586) follows: % 121.91/80.91 | (553) op2(e25, all_0_682_682) = all_0_580_580 % 121.91/80.91 | % 121.91/80.91 | From (1880) and (1122) follows: % 121.91/80.91 | (1628) op2(e24, all_0_583_583) = all_0_582_582 % 121.91/80.91 | % 121.91/80.91 | From (1881) and (1316) follows: % 121.91/80.91 | (178) op2(e24, all_0_585_585) = all_0_583_583 % 121.94/80.91 | % 121.94/80.91 | From (1882) and (1703) follows: % 121.94/80.91 | (204) op2(e24, all_0_660_660) = all_0_586_586 % 121.94/80.91 | % 121.94/80.91 | From (1883) and (156) follows: % 121.94/80.91 | (1551) op2(e23, all_0_588_588) = all_0_587_587 % 121.94/80.91 | % 121.94/80.91 | From (1884) and (1379) follows: % 121.94/80.91 | (1490) op2(e23, all_0_590_590) = all_0_588_588 % 121.94/80.91 | % 121.94/80.91 | From (1885) and (1422) follows: % 121.94/80.91 | (85) op2(e23, all_0_668_668) = all_0_591_591 % 121.94/80.91 | % 121.94/80.91 | From (1886) and (941) follows: % 121.94/80.91 | (174) op2(e22, all_0_593_593) = all_0_592_592 % 121.94/80.91 | % 121.94/80.91 | From (1887) and (109) follows: % 121.94/80.91 | (1738) op2(e22, all_0_595_595) = all_0_593_593 % 121.94/80.91 | % 121.94/80.91 | From (1888) and (1432) follows: % 121.94/80.91 | (713) op2(e22, all_0_675_675) = all_0_596_596 % 121.94/80.91 | % 121.94/80.91 | From (1902) and (1443) follows: % 121.94/80.91 | (1940) op2(e21, all_0_640_640) = all_0_55_55 % 121.94/80.91 | % 121.94/80.91 | From (1889) and (552) follows: % 121.94/80.91 | (711) op2(e21, all_0_598_598) = all_0_597_597 % 121.94/80.91 | % 121.94/80.91 | From (1890) and (1229) follows: % 121.94/80.91 | (587) op2(e21, all_0_600_600) = all_0_598_598 % 121.94/80.91 | % 121.94/80.91 | From (1897) and (361) follows: % 121.94/80.91 | (213) op2(e21, all_0_682_682) = all_0_601_601 % 121.94/80.91 | % 121.94/80.91 | From (1893) and (499) follows: % 121.94/80.92 | (1499) op2(e20, all_0_603_603) = all_0_602_602 % 121.94/80.92 | % 121.94/80.92 | From (1894) and (1314) follows: % 121.94/80.92 | (331) op2(e20, all_0_605_605) = all_0_603_603 % 121.94/80.92 | % 121.94/80.92 | From (1895) and (624) follows: % 121.94/80.92 | (539) op2(e20, all_0_690_690) = all_0_606_606 % 121.94/80.92 | % 121.94/80.92 | Instantiating formula (364) with all_0_640_640, e21, all_0_91_91, e21 and discharging atoms op2(all_0_640_640, e21) = all_0_91_91, op2(all_0_640_640, e21) = e21, yields: % 121.94/80.92 | (1947) all_0_91_91 = e21 % 121.94/80.92 | % 121.94/80.92 | From (1947) and (1909) follows: % 121.94/80.92 | (1415) op2(all_0_640_640, e21) = e21 % 121.94/80.92 | % 121.94/80.92 +-Applying beta-rule and splitting (1081), into two cases. % 121.94/80.92 |-Branch one: % 121.94/80.92 | (1949) all_0_649_649 = e21 % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 215 to: % 121.94/80.92 | (1950) ~ (all_0_650_650 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1950 yields: % 121.94/80.92 | (1951) ~ (all_0_650_650 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 1540 to: % 121.94/80.92 | (1952) ~ (all_0_651_651 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1952 yields: % 121.94/80.92 | (1953) ~ (all_0_651_651 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 629 to: % 121.94/80.92 | (1954) ~ (all_0_653_653 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1954 yields: % 121.94/80.92 | (1724) ~ (all_0_653_653 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 1205 to: % 121.94/80.92 | (1956) ~ (all_0_660_660 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1956 yields: % 121.94/80.92 | (1957) ~ (all_0_660_660 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 961 to: % 121.94/80.92 | (1958) ~ (all_0_667_667 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1958 yields: % 121.94/80.92 | (1959) ~ (all_0_667_667 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 445 to: % 121.94/80.92 | (1960) ~ (all_0_673_673 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1960 yields: % 121.94/80.92 | (1961) ~ (all_0_673_673 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 655 to: % 121.94/80.92 | (1962) ~ (all_0_679_679 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1962 yields: % 121.94/80.92 | (1963) ~ (all_0_679_679 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 1746 to: % 121.94/80.92 | (1964) ~ (all_0_686_686 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1964 yields: % 121.94/80.92 | (1965) ~ (all_0_686_686 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 1055 to: % 121.94/80.92 | (1966) ~ (e24 = e21) % 121.94/80.92 | % 121.94/80.92 | Simplifying 1966 yields: % 121.94/80.92 | (149) ~ (e24 = e21) % 121.94/80.92 | % 121.94/80.92 | Equations (1949) can reduce 438 to: % 121.94/80.92 | (360) ~ (e21 = e20) % 121.94/80.92 | % 121.94/80.92 | From (1949) and (355) follows: % 121.94/80.92 | (1969) op2(e21, e26) = all_0_616_616 % 121.94/80.92 | % 121.94/80.92 | From (1949) and (27) follows: % 121.94/80.92 | (1970) op2(e26, e24) = e21 % 121.94/80.92 | % 121.94/80.92 | Instantiating formula (364) with e21, e26, all_0_616_616, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_616_616, op2(e21, e26) = all_0_678_678, yields: % 121.94/80.92 | (1971) all_0_616_616 = all_0_678_678 % 121.94/80.92 | % 121.94/80.92 | From (1971) and (1029) follows: % 121.94/80.92 | (1972) op2(all_0_678_678, e26) = e24 % 121.94/80.92 | % 121.94/80.92 | From (1971) and (1969) follows: % 121.94/80.92 | (1003) op2(e21, e26) = all_0_678_678 % 121.94/80.92 | % 121.94/80.92 +-Applying beta-rule and splitting (134), into two cases. % 121.94/80.92 |-Branch one: % 121.94/80.92 | (1974) all_0_651_651 = e21 % 121.94/80.92 | % 121.94/80.92 | Equations (1974) can reduce 1953 to: % 121.94/80.92 | (1975) $false % 121.94/80.92 | % 121.94/80.92 |-The branch is then unsatisfiable % 121.94/80.92 |-Branch two: % 121.94/80.92 | (1953) ~ (all_0_651_651 = e21) % 121.94/80.92 | (1977) all_0_651_651 = e26 | all_0_651_651 = e22 % 121.94/80.92 | % 121.94/80.92 +-Applying beta-rule and splitting (1250), into two cases. % 121.94/80.92 |-Branch one: % 121.94/80.92 | (1978) all_0_650_650 = e21 % 121.94/80.92 | % 121.94/80.92 | Equations (1978) can reduce 1951 to: % 121.94/80.92 | (1975) $false % 121.94/80.92 | % 121.94/80.92 |-The branch is then unsatisfiable % 121.94/80.92 |-Branch two: % 121.94/80.92 | (1951) ~ (all_0_650_650 = e21) % 121.94/80.92 | (1981) all_0_650_650 = e26 | all_0_650_650 = e22 % 121.94/80.92 | % 121.94/80.92 +-Applying beta-rule and splitting (1361), into two cases. % 121.94/80.92 |-Branch one: % 121.94/80.92 | (1982) all_0_649_649 = e26 % 121.94/80.92 | % 121.94/80.92 | Combining equations (1982,1949) yields a new equation: % 121.94/80.92 | (1983) e26 = e21 % 121.94/80.92 | % 121.94/80.92 | Simplifying 1983 yields: % 121.94/80.92 | (1984) e26 = e21 % 121.94/80.92 | % 121.94/80.92 | Equations (1984) can reduce 1656 to: % 121.94/80.92 | (1975) $false % 121.94/80.92 | % 121.94/80.92 |-The branch is then unsatisfiable % 121.94/80.92 |-Branch two: % 121.94/80.92 | (1986) ~ (all_0_649_649 = e26) % 121.94/80.92 | (1987) all_0_650_650 = e26 | all_0_651_651 = e26 % 121.94/80.92 | % 121.94/80.92 +-Applying beta-rule and splitting (1087), into two cases. % 121.94/80.92 |-Branch one: % 121.94/80.92 | (1988) all_0_649_649 = e22 % 121.94/80.92 | % 121.94/80.92 | Combining equations (1988,1949) yields a new equation: % 121.94/80.92 | (1989) e22 = e21 % 121.94/80.92 | % 121.94/80.92 | Simplifying 1989 yields: % 121.94/80.92 | (1990) e22 = e21 % 121.94/80.92 | % 121.94/80.92 | Equations (1990) can reduce 359 to: % 121.94/80.92 | (1975) $false % 121.94/80.92 | % 121.94/80.92 |-The branch is then unsatisfiable % 121.94/80.92 |-Branch two: % 121.94/80.92 | (1992) ~ (all_0_649_649 = e22) % 121.94/80.92 | (1993) all_0_650_650 = e22 | all_0_651_651 = e22 % 121.94/80.92 | % 121.94/80.93 | Equations (1949) can reduce 1992 to: % 121.94/80.93 | (1994) ~ (e22 = e21) % 121.94/80.93 | % 121.94/80.93 | Simplifying 1994 yields: % 121.94/80.93 | (359) ~ (e22 = e21) % 121.94/80.93 | % 121.94/80.93 +-Applying beta-rule and splitting (1505), into two cases. % 121.94/80.93 |-Branch one: % 121.94/80.93 | (1996) all_0_659_659 = e23 % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 988 to: % 121.94/80.93 | (1997) ~ (all_0_658_658 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 289 to: % 121.94/80.93 | (1998) ~ (all_0_661_661 = e23) % 121.94/80.93 | % 121.94/80.93 | Simplifying 1998 yields: % 121.94/80.93 | (1999) ~ (all_0_661_661 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 4 to: % 121.94/80.93 | (2000) ~ (all_0_662_662 = e23) % 121.94/80.93 | % 121.94/80.93 | Simplifying 2000 yields: % 121.94/80.93 | (2001) ~ (all_0_662_662 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 739 to: % 121.94/80.93 | (2002) ~ (all_0_664_664 = e23) % 121.94/80.93 | % 121.94/80.93 | Simplifying 2002 yields: % 121.94/80.93 | (2003) ~ (all_0_664_664 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 11 to: % 121.94/80.93 | (2004) ~ (all_0_666_666 = e23) % 121.94/80.93 | % 121.94/80.93 | Simplifying 2004 yields: % 121.94/80.93 | (2005) ~ (all_0_666_666 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 1194 to: % 121.94/80.93 | (2006) ~ (all_0_685_685 = e23) % 121.94/80.93 | % 121.94/80.93 | Simplifying 2006 yields: % 121.94/80.93 | (2007) ~ (all_0_685_685 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 816 to: % 121.94/80.93 | (2008) ~ (e25 = e23) % 121.94/80.93 | % 121.94/80.93 | Simplifying 2008 yields: % 121.94/80.93 | (1480) ~ (e25 = e23) % 121.94/80.93 | % 121.94/80.93 | Equations (1996) can reduce 1442 to: % 121.94/80.93 | (581) ~ (e23 = e20) % 121.94/80.93 | % 121.94/80.93 | From (1996) and (653) follows: % 121.94/80.93 | (2011) op2(e23, e24) = all_0_613_613 % 121.94/80.93 | % 121.94/80.93 | From (1996) and (165) follows: % 121.94/80.93 | (2012) op2(e24, e25) = e23 % 121.94/80.93 | % 121.94/80.93 | Instantiating formula (364) with e23, e24, all_0_613_613, all_0_667_667 and discharging atoms op2(e23, e24) = all_0_613_613, op2(e23, e24) = all_0_667_667, yields: % 121.94/80.93 | (2013) all_0_613_613 = all_0_667_667 % 121.94/80.93 | % 121.94/80.93 | From (2013) and (1269) follows: % 121.94/80.93 | (2014) op2(all_0_667_667, e24) = e25 % 121.94/80.93 | % 121.94/80.93 +-Applying beta-rule and splitting (1587), into two cases. % 121.94/80.93 |-Branch one: % 121.94/80.93 | (2015) all_0_685_685 = e26 % 121.94/80.93 | % 121.94/80.93 | Equations (2015) can reduce 1662 to: % 121.94/80.93 | (2016) ~ (all_0_666_666 = e26) % 121.94/80.93 | % 121.94/80.93 | Equations (2015) can reduce 861 to: % 121.94/80.93 | (2017) ~ (all_0_684_684 = e26) % 121.94/80.93 | % 121.94/80.93 | Equations (2015) can reduce 1104 to: % 121.94/80.93 | (2018) ~ (all_0_689_689 = e26) % 121.94/80.93 | % 121.94/80.93 | Simplifying 2018 yields: % 121.94/80.93 | (2019) ~ (all_0_689_689 = e26) % 121.94/80.94 | % 121.94/80.94 | Equations (2015) can reduce 10 to: % 121.94/80.94 | (2020) ~ (all_0_690_690 = e26) % 121.94/80.94 | % 121.94/80.94 | Simplifying 2020 yields: % 121.94/80.94 | (2021) ~ (all_0_690_690 = e26) % 121.94/80.94 | % 121.94/80.94 | Equations (2015) can reduce 2007 to: % 121.94/80.94 | (1282) ~ (e26 = e23) % 121.94/80.94 | % 121.94/80.94 | Equations (2015) can reduce 318 to: % 121.94/80.94 | (792) ~ (e26 = e22) % 121.94/80.94 | % 121.94/80.94 | Equations (2015) can reduce 228 to: % 121.94/80.94 | (1656) ~ (e26 = e21) % 121.94/80.94 | % 121.94/80.94 | From (2015) and (395) follows: % 121.94/80.94 | (2025) op2(e26, e20) = all_0_615_615 % 121.94/80.94 | % 121.94/80.94 | From (2015) and (1319) follows: % 121.94/80.94 | (2026) op2(e20, e25) = e26 % 121.94/80.94 | % 121.94/80.94 +-Applying beta-rule and splitting (1702), into two cases. % 121.94/80.94 |-Branch one: % 121.94/80.94 | (2027) all_0_659_659 = e24 % 121.94/80.94 | % 121.94/80.94 | Combining equations (1996,2027) yields a new equation: % 121.94/80.94 | (2028) e24 = e23 % 121.94/80.94 | % 121.94/80.94 | Equations (2028) can reduce 572 to: % 121.94/80.94 | (1975) $false % 121.94/80.94 | % 121.94/80.94 |-The branch is then unsatisfiable % 121.94/80.94 |-Branch two: % 121.94/80.94 | (2030) ~ (all_0_659_659 = e24) % 121.94/80.94 | (2031) all_0_666_666 = e24 | all_0_685_685 = e24 % 121.94/80.94 | % 121.94/80.94 +-Applying beta-rule and splitting (1545), into two cases. % 121.94/80.94 |-Branch one: % 121.94/80.94 | (2032) all_0_666_666 = e26 % 121.94/80.94 | % 121.94/80.94 | Equations (2032) can reduce 2016 to: % 121.94/80.94 | (1975) $false % 121.94/80.94 | % 121.94/80.94 |-The branch is then unsatisfiable % 121.94/80.94 |-Branch two: % 121.94/80.94 | (2016) ~ (all_0_666_666 = e26) % 121.94/80.94 | (2035) all_0_666_666 = e24 | all_0_666_666 = e23 % 121.94/80.94 | % 121.94/80.94 +-Applying beta-rule and splitting (2031), into two cases. % 121.94/80.94 |-Branch one: % 121.94/80.94 | (2036) all_0_666_666 = e24 % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 697 to: % 121.94/80.94 | (2037) ~ (all_0_665_665 = e24) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 918 to: % 121.94/80.94 | (2038) ~ (all_0_667_667 = e24) % 121.94/80.94 | % 121.94/80.94 | Simplifying 2038 yields: % 121.94/80.94 | (2039) ~ (all_0_667_667 = e24) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 666 to: % 121.94/80.94 | (2040) ~ (all_0_668_668 = e24) % 121.94/80.94 | % 121.94/80.94 | Simplifying 2040 yields: % 121.94/80.94 | (388) ~ (all_0_668_668 = e24) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 81 to: % 121.94/80.94 | (2042) ~ (all_0_670_670 = e24) % 121.94/80.94 | % 121.94/80.94 | Simplifying 2042 yields: % 121.94/80.94 | (2043) ~ (all_0_670_670 = e24) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 1605 to: % 121.94/80.94 | (2044) ~ (all_0_671_671 = e24) % 121.94/80.94 | % 121.94/80.94 | Simplifying 2044 yields: % 121.94/80.94 | (2045) ~ (all_0_671_671 = e24) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 2016 to: % 121.94/80.94 | (2046) ~ (e26 = e24) % 121.94/80.94 | % 121.94/80.94 | Simplifying 2046 yields: % 121.94/80.94 | (1189) ~ (e26 = e24) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 1089 to: % 121.94/80.94 | (784) ~ (e24 = e22) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 279 to: % 121.94/80.94 | (149) ~ (e24 = e21) % 121.94/80.94 | % 121.94/80.94 | Equations (2036) can reduce 1347 to: % 121.94/80.94 | (633) ~ (e24 = e20) % 121.94/80.94 | % 121.94/80.94 | From (2036) and (945) follows: % 121.94/80.94 | (2051) op2(e24, e23) = all_0_614_614 % 121.94/80.94 | % 121.94/80.94 | From (2036) and (348) follows: % 121.94/80.94 | (2052) op2(e23, e25) = e24 % 121.94/80.94 | % 121.94/80.94 | Instantiating formula (364) with e26, e20, all_0_615_615, all_0_651_651 and discharging atoms op2(e26, e20) = all_0_615_615, op2(e26, e20) = all_0_651_651, yields: % 121.94/80.94 | (2053) all_0_615_615 = all_0_651_651 % 121.94/80.94 | % 121.94/80.94 | Instantiating formula (364) with e24, e23, all_0_614_614, all_0_661_661 and discharging atoms op2(e24, e23) = all_0_614_614, op2(e24, e23) = all_0_661_661, yields: % 121.94/80.94 | (2054) all_0_614_614 = all_0_661_661 % 121.94/80.94 | % 121.94/80.94 | From (2054) and (715) follows: % 121.94/80.94 | (2055) op2(all_0_661_661, e23) = e25 % 121.94/80.94 | % 121.94/80.94 | From (2053) and (1651) follows: % 121.94/80.95 | (2056) op2(all_0_651_651, e20) = e25 % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (206), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2057) all_0_682_682 = e21 % 121.94/80.95 | % 121.94/80.95 | Equations (2057) can reduce 298 to: % 121.94/80.95 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (1760), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2059) all_0_658_658 = e21 % 121.94/80.95 | % 121.94/80.95 | From (2059) and (873) follows: % 121.94/80.95 | (2060) op2(e21, e26) = e23 % 121.94/80.95 | % 121.94/80.95 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 121.94/80.95 | (2061) all_0_678_678 = e23 % 121.94/80.95 | % 121.94/80.95 | From (2061) and (1972) follows: % 121.94/80.95 | (2062) op2(e23, e26) = e24 % 121.94/80.95 | % 121.94/80.95 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 121.94/80.95 | (2063) all_0_665_665 = e24 % 121.94/80.95 | % 121.94/80.95 | Equations (2063) can reduce 2037 to: % 121.94/80.95 | (1975) $false % 121.94/80.95 | % 121.94/80.95 |-The branch is then unsatisfiable % 121.94/80.95 |-Branch two: % 121.94/80.95 | (2065) ~ (all_0_658_658 = e21) % 121.94/80.95 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (1246), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2067) all_0_678_678 = e21 % 121.94/80.95 | % 121.94/80.95 | Equations (2067) can reduce 2058 to: % 121.94/80.95 | (1975) $false % 121.94/80.95 | % 121.94/80.95 |-The branch is then unsatisfiable % 121.94/80.95 |-Branch two: % 121.94/80.95 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.95 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (193), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2071) all_0_665_665 = e21 % 121.94/80.95 | % 121.94/80.95 | Equations (2071) can reduce 1470 to: % 121.94/80.95 | (2072) ~ (all_0_678_678 = e21) % 121.94/80.95 | % 121.94/80.95 | Simplifying 2072 yields: % 121.94/80.95 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.95 | % 121.94/80.95 | From (2071) and (307) follows: % 121.94/80.95 | (2074) op2(e21, e26) = e21 % 121.94/80.95 | % 121.94/80.95 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 121.94/80.95 | (2067) all_0_678_678 = e21 % 121.94/80.95 | % 121.94/80.95 | Equations (2067) can reduce 2058 to: % 121.94/80.95 | (1975) $false % 121.94/80.95 | % 121.94/80.95 |-The branch is then unsatisfiable % 121.94/80.95 |-Branch two: % 121.94/80.95 | (2077) ~ (all_0_665_665 = e21) % 121.94/80.95 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (121), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2079) all_0_672_672 = e21 % 121.94/80.95 | % 121.94/80.95 | Equations (2079) can reduce 1751 to: % 121.94/80.95 | (2080) ~ (e25 = e21) % 121.94/80.95 | % 121.94/80.95 | Simplifying 2080 yields: % 121.94/80.95 | (1020) ~ (e25 = e21) % 121.94/80.95 | % 121.94/80.95 | From (2079) and (1758) follows: % 121.94/80.95 | (2082) op2(e22, e26) = e21 % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (1580), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2083) all_0_652_652 = e24 % 121.94/80.95 | % 121.94/80.95 | From (2083) and (602) follows: % 121.94/80.95 | (2084) op2(e24, e26) = e26 % 121.94/80.95 | % 121.94/80.95 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 121.94/80.95 | (2085) all_0_658_658 = e26 % 121.94/80.95 | % 121.94/80.95 | From (2085) and (873) follows: % 121.94/80.95 | (2086) op2(e26, e26) = e23 % 121.94/80.95 | % 121.94/80.95 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 121.94/80.95 | (2087) e25 = e23 % 121.94/80.95 | % 121.94/80.95 | Equations (2087) can reduce 1480 to: % 121.94/80.95 | (1975) $false % 121.94/80.95 | % 121.94/80.95 |-The branch is then unsatisfiable % 121.94/80.95 |-Branch two: % 121.94/80.95 | (2089) ~ (all_0_652_652 = e24) % 121.94/80.95 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 121.94/80.95 | % 121.94/80.95 +-Applying beta-rule and splitting (196), into two cases. % 121.94/80.95 |-Branch one: % 121.94/80.95 | (2091) all_0_652_652 = e20 % 121.94/80.95 | % 121.94/80.95 | From (2091) and (602) follows: % 121.94/80.95 | (2092) op2(e20, e26) = e26 % 121.94/80.95 | % 121.94/80.95 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 121.94/80.95 | (2093) all_0_684_684 = e26 % 121.94/80.95 | % 121.94/80.95 | Equations (2093) can reduce 2017 to: % 121.94/80.95 | (1975) $false % 121.94/80.95 | % 121.94/80.95 |-The branch is then unsatisfiable % 121.94/80.95 |-Branch two: % 121.94/80.95 | (2095) ~ (all_0_652_652 = e20) % 121.94/80.96 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (347), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2097) all_0_652_652 = e22 % 121.94/80.96 | % 121.94/80.96 | From (2097) and (602) follows: % 121.94/80.96 | (2098) op2(e22, e26) = e26 % 121.94/80.96 | % 121.94/80.96 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 121.94/80.96 | (1984) e26 = e21 % 121.94/80.96 | % 121.94/80.96 | Equations (1984) can reduce 1656 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2101) ~ (all_0_652_652 = e22) % 121.94/80.96 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (930), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2083) all_0_652_652 = e24 % 121.94/80.96 | % 121.94/80.96 | Equations (2083) can reduce 2089 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2089) ~ (all_0_652_652 = e24) % 121.94/80.96 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (516), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2107) all_0_652_652 = e26 % 121.94/80.96 | % 121.94/80.96 | Equations (2107) can reduce 1658 to: % 121.94/80.96 | (950) ~ (e26 = e25) % 121.94/80.96 | % 121.94/80.96 | From (2107) and (602) follows: % 121.94/80.96 | (2109) op2(e26, e26) = e26 % 121.94/80.96 | % 121.94/80.96 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 121.94/80.96 | (2110) e26 = e25 % 121.94/80.96 | % 121.94/80.96 | Equations (2110) can reduce 950 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2112) ~ (all_0_652_652 = e26) % 121.94/80.96 | (2113) all_0_658_658 = e26 | all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (2096), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2107) all_0_652_652 = e26 % 121.94/80.96 | % 121.94/80.96 | Equations (2107) can reduce 2112 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2112) ~ (all_0_652_652 = e26) % 121.94/80.96 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (2117), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2083) all_0_652_652 = e24 % 121.94/80.96 | % 121.94/80.96 | Equations (2083) can reduce 2089 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2089) ~ (all_0_652_652 = e24) % 121.94/80.96 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (2121), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2097) all_0_652_652 = e22 % 121.94/80.96 | % 121.94/80.96 | Equations (2097) can reduce 2101 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2101) ~ (all_0_652_652 = e22) % 121.94/80.96 | (2125) all_0_652_652 = e23 % 121.94/80.96 | % 121.94/80.96 | From (2125) and (602) follows: % 121.94/80.96 | (2126) op2(e23, e26) = e26 % 121.94/80.96 | % 121.94/80.96 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 121.94/80.96 | (2127) all_0_665_665 = e26 % 121.94/80.96 | % 121.94/80.96 | From (2127) and (307) follows: % 121.94/80.96 | (2128) op2(e26, e26) = e21 % 121.94/80.96 | % 121.94/80.96 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 121.94/80.96 | (2129) e25 = e21 % 121.94/80.96 | % 121.94/80.96 | Equations (2129) can reduce 1020 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2131) ~ (all_0_672_672 = e21) % 121.94/80.96 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (2066), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2071) all_0_665_665 = e21 % 121.94/80.96 | % 121.94/80.96 | Equations (2071) can reduce 2077 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2077) ~ (all_0_665_665 = e21) % 121.94/80.96 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (2136), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2079) all_0_672_672 = e21 % 121.94/80.96 | % 121.94/80.96 | Equations (2079) can reduce 2131 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2131) ~ (all_0_672_672 = e21) % 121.94/80.96 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 121.94/80.96 | % 121.94/80.96 +-Applying beta-rule and splitting (2140), into two cases. % 121.94/80.96 |-Branch one: % 121.94/80.96 | (2067) all_0_678_678 = e21 % 121.94/80.96 | % 121.94/80.96 | Equations (2067) can reduce 2058 to: % 121.94/80.96 | (1975) $false % 121.94/80.96 | % 121.94/80.96 |-The branch is then unsatisfiable % 121.94/80.96 |-Branch two: % 121.94/80.96 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.96 | (2144) all_0_684_684 = e21 % 121.94/80.96 | % 121.94/80.96 | From (2144) and (1299) follows: % 121.94/80.96 | (2145) op2(e21, e26) = e25 % 121.94/80.96 | % 121.94/80.96 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 121.94/80.96 | (2146) all_0_678_678 = e25 % 121.94/80.96 | % 121.94/80.97 | Equations (2146) can reduce 1675 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2148) ~ (all_0_682_682 = e21) % 121.94/80.97 | (2149) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e20 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (100), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2150) all_0_663_663 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2150) can reduce 1102 to: % 121.94/80.97 | (252) ~ (all_0_656_656 = e21) % 121.94/80.97 | % 121.94/80.97 | Equations (2150) can reduce 475 to: % 121.94/80.97 | (2065) ~ (all_0_658_658 = e21) % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (1760), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2059) all_0_658_658 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2059) can reduce 2065 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2065) ~ (all_0_658_658 = e21) % 121.94/80.97 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (177), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2157) all_0_656_656 = e22 % 121.94/80.97 | % 121.94/80.97 | Equations (2157) can reduce 1243 to: % 121.94/80.97 | (2101) ~ (all_0_652_652 = e22) % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (347), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2097) all_0_652_652 = e22 % 121.94/80.97 | % 121.94/80.97 | Equations (2097) can reduce 2101 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2101) ~ (all_0_652_652 = e22) % 121.94/80.97 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (930), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2083) all_0_652_652 = e24 % 121.94/80.97 | % 121.94/80.97 | From (2083) and (602) follows: % 121.94/80.97 | (2084) op2(e24, e26) = e26 % 121.94/80.97 | % 121.94/80.97 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 121.94/80.97 | (2085) all_0_658_658 = e26 % 121.94/80.97 | % 121.94/80.97 | From (2085) and (873) follows: % 121.94/80.97 | (2086) op2(e26, e26) = e23 % 121.94/80.97 | % 121.94/80.97 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 121.94/80.97 | (2087) e25 = e23 % 121.94/80.97 | % 121.94/80.97 | Equations (2087) can reduce 1480 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2089) ~ (all_0_652_652 = e24) % 121.94/80.97 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (196), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2091) all_0_652_652 = e20 % 121.94/80.97 | % 121.94/80.97 | From (2091) and (602) follows: % 121.94/80.97 | (2092) op2(e20, e26) = e26 % 121.94/80.97 | % 121.94/80.97 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 121.94/80.97 | (2093) all_0_684_684 = e26 % 121.94/80.97 | % 121.94/80.97 | Equations (2093) can reduce 2017 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2095) ~ (all_0_652_652 = e20) % 121.94/80.97 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (782), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2067) all_0_678_678 = e21 % 121.94/80.97 | % 121.94/80.97 | From (2067) and (1972) follows: % 121.94/80.97 | (2178) op2(e21, e26) = e24 % 121.94/80.97 | % 121.94/80.97 | From (2067) and (1003) follows: % 121.94/80.97 | (2074) op2(e21, e26) = e21 % 121.94/80.97 | % 121.94/80.97 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 121.94/80.97 | (2180) e24 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2180) can reduce 149 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.97 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (1246), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2067) all_0_678_678 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2067) can reduce 2058 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.97 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (193), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2071) all_0_665_665 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2071) can reduce 1470 to: % 121.94/80.97 | (2072) ~ (all_0_678_678 = e21) % 121.94/80.97 | % 121.94/80.97 | Simplifying 2072 yields: % 121.94/80.97 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.97 | % 121.94/80.97 | From (2071) and (307) follows: % 121.94/80.97 | (2074) op2(e21, e26) = e21 % 121.94/80.97 | % 121.94/80.97 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 121.94/80.97 | (2067) all_0_678_678 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2067) can reduce 2058 to: % 121.94/80.97 | (1975) $false % 121.94/80.97 | % 121.94/80.97 |-The branch is then unsatisfiable % 121.94/80.97 |-Branch two: % 121.94/80.97 | (2077) ~ (all_0_665_665 = e21) % 121.94/80.97 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 121.94/80.97 | % 121.94/80.97 +-Applying beta-rule and splitting (121), into two cases. % 121.94/80.97 |-Branch one: % 121.94/80.97 | (2079) all_0_672_672 = e21 % 121.94/80.97 | % 121.94/80.97 | Equations (2079) can reduce 1751 to: % 121.94/80.97 | (2080) ~ (e25 = e21) % 121.94/80.97 | % 121.94/80.97 | Simplifying 2080 yields: % 121.94/80.97 | (1020) ~ (e25 = e21) % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (1580), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2083) all_0_652_652 = e24 % 121.94/80.98 | % 121.94/80.98 | Equations (2083) can reduce 2089 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2089) ~ (all_0_652_652 = e24) % 121.94/80.98 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (1225), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2125) all_0_652_652 = e23 % 121.94/80.98 | % 121.94/80.98 | From (2125) and (602) follows: % 121.94/80.98 | (2126) op2(e23, e26) = e26 % 121.94/80.98 | % 121.94/80.98 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 121.94/80.98 | (2127) all_0_665_665 = e26 % 121.94/80.98 | % 121.94/80.98 | From (2127) and (307) follows: % 121.94/80.98 | (2128) op2(e26, e26) = e21 % 121.94/80.98 | % 121.94/80.98 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 121.94/80.98 | (2129) e25 = e21 % 121.94/80.98 | % 121.94/80.98 | Equations (2129) can reduce 1020 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2209) ~ (all_0_652_652 = e23) % 121.94/80.98 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (2096), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2107) all_0_652_652 = e26 % 121.94/80.98 | % 121.94/80.98 | Equations (2107) can reduce 1658 to: % 121.94/80.98 | (950) ~ (e26 = e25) % 121.94/80.98 | % 121.94/80.98 | From (2107) and (602) follows: % 121.94/80.98 | (2109) op2(e26, e26) = e26 % 121.94/80.98 | % 121.94/80.98 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 121.94/80.98 | (2110) e26 = e25 % 121.94/80.98 | % 121.94/80.98 | Equations (2110) can reduce 950 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2112) ~ (all_0_652_652 = e26) % 121.94/80.98 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (2117), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2083) all_0_652_652 = e24 % 121.94/80.98 | % 121.94/80.98 | Equations (2083) can reduce 2089 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2089) ~ (all_0_652_652 = e24) % 121.94/80.98 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (2121), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2097) all_0_652_652 = e22 % 121.94/80.98 | % 121.94/80.98 | Equations (2097) can reduce 2101 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2101) ~ (all_0_652_652 = e22) % 121.94/80.98 | (2125) all_0_652_652 = e23 % 121.94/80.98 | % 121.94/80.98 | Equations (2125) can reduce 2209 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2131) ~ (all_0_672_672 = e21) % 121.94/80.98 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (2066), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2071) all_0_665_665 = e21 % 121.94/80.98 | % 121.94/80.98 | Equations (2071) can reduce 2077 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2077) ~ (all_0_665_665 = e21) % 121.94/80.98 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (2136), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2079) all_0_672_672 = e21 % 121.94/80.98 | % 121.94/80.98 | Equations (2079) can reduce 2131 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2131) ~ (all_0_672_672 = e21) % 121.94/80.98 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (2140), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2067) all_0_678_678 = e21 % 121.94/80.98 | % 121.94/80.98 | Equations (2067) can reduce 2058 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.98 | (2144) all_0_684_684 = e21 % 121.94/80.98 | % 121.94/80.98 | From (2144) and (1299) follows: % 121.94/80.98 | (2145) op2(e21, e26) = e25 % 121.94/80.98 | % 121.94/80.98 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 121.94/80.98 | (2146) all_0_678_678 = e25 % 121.94/80.98 | % 121.94/80.98 | Equations (2146) can reduce 1675 to: % 121.94/80.98 | (1975) $false % 121.94/80.98 | % 121.94/80.98 |-The branch is then unsatisfiable % 121.94/80.98 |-Branch two: % 121.94/80.98 | (2244) ~ (all_0_656_656 = e22) % 121.94/80.98 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 121.94/80.98 | % 121.94/80.98 +-Applying beta-rule and splitting (1691), into two cases. % 121.94/80.98 |-Branch one: % 121.94/80.98 | (2246) all_0_656_656 = e20 % 121.94/80.98 | % 121.94/80.98 | Equations (2246) can reduce 252 to: % 121.94/80.98 | (2247) ~ (e21 = e20) % 121.94/80.98 | % 121.94/80.98 | Simplifying 2247 yields: % 121.94/80.98 | (360) ~ (e21 = e20) % 121.94/80.98 | % 121.94/80.98 | From (2246) and (897) follows: % 121.94/80.99 | (2249) op2(e20, e25) = all_0_636_636 % 121.94/80.99 | % 121.94/80.99 | Instantiating formula (364) with e20, e25, all_0_636_636, e26 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = e26, yields: % 121.94/80.99 | (2250) all_0_636_636 = e26 % 121.94/80.99 | % 121.94/80.99 | From (2250) and (166) follows: % 121.94/80.99 | (2251) op2(e26, e25) = e21 % 121.94/80.99 | % 121.94/80.99 | Instantiating formula (364) with e26, e25, e21, e20 and discharging atoms op2(e26, e25) = e21, op2(e26, e25) = e20, yields: % 121.94/80.99 | (2252) e21 = e20 % 121.94/80.99 | % 121.94/80.99 | Equations (2252) can reduce 360 to: % 121.94/80.99 | (1975) $false % 121.94/80.99 | % 121.94/80.99 |-The branch is then unsatisfiable % 121.94/80.99 |-Branch two: % 121.94/80.99 | (2254) ~ (all_0_656_656 = e20) % 121.94/80.99 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 121.94/80.99 | % 121.94/80.99 +-Applying beta-rule and splitting (782), into two cases. % 121.94/80.99 |-Branch one: % 121.94/80.99 | (2067) all_0_678_678 = e21 % 121.94/80.99 | % 121.94/80.99 | From (2067) and (1972) follows: % 121.94/80.99 | (2178) op2(e21, e26) = e24 % 121.94/80.99 | % 121.94/80.99 | From (2067) and (1003) follows: % 121.94/80.99 | (2074) op2(e21, e26) = e21 % 121.94/80.99 | % 121.94/80.99 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 121.94/80.99 | (2180) e24 = e21 % 121.94/80.99 | % 121.94/80.99 | Equations (2180) can reduce 149 to: % 121.94/80.99 | (1975) $false % 121.94/80.99 | % 121.94/80.99 |-The branch is then unsatisfiable % 121.94/80.99 |-Branch two: % 121.94/80.99 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.99 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 121.94/80.99 | % 121.94/80.99 +-Applying beta-rule and splitting (1246), into two cases. % 121.94/80.99 |-Branch one: % 121.94/80.99 | (2067) all_0_678_678 = e21 % 121.94/80.99 | % 121.94/80.99 | Equations (2067) can reduce 2058 to: % 121.94/80.99 | (1975) $false % 121.94/80.99 | % 121.94/80.99 |-The branch is then unsatisfiable % 121.94/80.99 |-Branch two: % 121.94/80.99 | (2058) ~ (all_0_678_678 = e21) % 121.94/80.99 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 121.94/80.99 | % 121.94/80.99 +-Applying beta-rule and splitting (36), into two cases. % 121.94/80.99 |-Branch one: % 121.94/80.99 | (2144) all_0_684_684 = e21 % 121.94/80.99 | % 121.94/80.99 | From (2144) and (1299) follows: % 121.94/80.99 | (2145) op2(e21, e26) = e25 % 121.94/80.99 | % 121.94/80.99 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 121.94/80.99 | (2146) all_0_678_678 = e25 % 121.94/80.99 | % 121.94/80.99 | Equations (2146) can reduce 1675 to: % 121.94/80.99 | (1975) $false % 121.94/80.99 | % 121.94/80.99 |-The branch is then unsatisfiable % 121.94/80.99 |-Branch two: % 121.94/80.99 | (2271) ~ (all_0_684_684 = e21) % 121.94/80.99 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 121.94/80.99 | % 121.94/80.99 +-Applying beta-rule and splitting (880), into two cases. % 121.94/80.99 |-Branch one: % 121.94/80.99 | (2273) all_0_656_656 = e25 % 121.94/80.99 | % 121.94/80.99 | From (2273) and (897) follows: % 121.94/80.99 | (2274) op2(e25, e25) = all_0_636_636 % 121.94/80.99 | % 121.94/80.99 | Instantiating formula (364) with e25, e25, all_0_636_636, e21 and discharging atoms op2(e25, e25) = all_0_636_636, op2(e25, e25) = e21, yields: % 121.94/80.99 | (2275) all_0_636_636 = e21 % 121.94/80.99 | % 121.94/80.99 | From (2275) and (166) follows: % 121.94/81.00 | (2276) op2(e21, e25) = e21 % 121.94/81.00 | % 121.94/81.00 | Instantiating formula (364) with e21, e25, e21, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e21, yields: % 121.94/81.00 | (1990) e22 = e21 % 121.94/81.00 | % 121.94/81.00 | Equations (1990) can reduce 359 to: % 121.94/81.00 | (1975) $false % 121.94/81.00 | % 121.94/81.00 |-The branch is then unsatisfiable % 121.94/81.00 |-Branch two: % 121.94/81.00 | (2279) ~ (all_0_656_656 = e25) % 121.94/81.00 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 121.94/81.00 | % 121.94/81.00 +-Applying beta-rule and splitting (121), into two cases. % 121.94/81.00 |-Branch one: % 121.94/81.00 | (2079) all_0_672_672 = e21 % 121.94/81.00 | % 121.94/81.00 | Equations (2079) can reduce 1537 to: % 121.94/81.00 | (405) ~ (all_0_652_652 = e21) % 121.94/81.00 | % 121.94/81.00 | Equations (2079) can reduce 1751 to: % 121.94/81.00 | (2080) ~ (e25 = e21) % 121.94/81.00 | % 121.94/81.00 | Simplifying 2080 yields: % 121.94/81.00 | (1020) ~ (e25 = e21) % 121.94/81.00 | % 121.94/81.00 | From (2079) and (1758) follows: % 121.94/81.00 | (2082) op2(e22, e26) = e21 % 121.94/81.00 | % 121.94/81.00 +-Applying beta-rule and splitting (347), into two cases. % 121.94/81.00 |-Branch one: % 121.94/81.00 | (2097) all_0_652_652 = e22 % 121.94/81.00 | % 121.94/81.00 | From (2097) and (602) follows: % 121.94/81.00 | (2098) op2(e22, e26) = e26 % 121.94/81.00 | % 121.94/81.00 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 121.94/81.00 | (1984) e26 = e21 % 121.94/81.00 | % 121.94/81.00 | Equations (1984) can reduce 1656 to: % 121.94/81.00 | (1975) $false % 121.94/81.00 | % 121.94/81.00 |-The branch is then unsatisfiable % 121.94/81.00 |-Branch two: % 121.94/81.00 | (2101) ~ (all_0_652_652 = e22) % 121.94/81.00 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 121.94/81.00 | % 121.94/81.00 +-Applying beta-rule and splitting (196), into two cases. % 121.94/81.00 |-Branch one: % 121.94/81.00 | (2091) all_0_652_652 = e20 % 121.94/81.00 | % 121.94/81.00 | From (2091) and (602) follows: % 121.94/81.00 | (2092) op2(e20, e26) = e26 % 121.94/81.00 | % 121.94/81.00 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 121.94/81.00 | (2093) all_0_684_684 = e26 % 121.94/81.00 | % 121.94/81.00 | Equations (2093) can reduce 2017 to: % 121.94/81.00 | (1975) $false % 121.94/81.00 | % 121.94/81.00 |-The branch is then unsatisfiable % 121.94/81.00 |-Branch two: % 121.94/81.00 | (2095) ~ (all_0_652_652 = e20) % 121.94/81.00 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 121.94/81.00 | % 121.94/81.00 +-Applying beta-rule and splitting (1225), into two cases. % 121.94/81.00 |-Branch one: % 121.94/81.00 | (2125) all_0_652_652 = e23 % 121.94/81.00 | % 121.94/81.00 | From (2125) and (602) follows: % 121.94/81.00 | (2126) op2(e23, e26) = e26 % 121.94/81.00 | % 121.94/81.00 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 121.94/81.00 | (2127) all_0_665_665 = e26 % 121.94/81.00 | % 121.94/81.00 | From (2127) and (307) follows: % 121.94/81.00 | (2128) op2(e26, e26) = e21 % 121.94/81.00 | % 121.94/81.00 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 121.94/81.00 | (2129) e25 = e21 % 121.94/81.00 | % 121.94/81.00 | Equations (2129) can reduce 1020 to: % 121.94/81.00 | (1975) $false % 121.94/81.00 | % 121.94/81.00 |-The branch is then unsatisfiable % 121.94/81.00 |-Branch two: % 121.94/81.00 | (2209) ~ (all_0_652_652 = e23) % 121.94/81.00 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 121.94/81.00 | % 121.94/81.00 +-Applying beta-rule and splitting (937), into two cases. % 121.94/81.00 |-Branch one: % 121.94/81.00 | (2125) all_0_652_652 = e23 % 121.94/81.00 | % 121.94/81.00 | Equations (2125) can reduce 2209 to: % 121.94/81.00 | (1975) $false % 121.94/81.00 | % 121.94/81.00 |-The branch is then unsatisfiable % 121.94/81.00 |-Branch two: % 121.94/81.00 | (2209) ~ (all_0_652_652 = e23) % 121.94/81.00 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 121.94/81.00 | % 121.94/81.00 +-Applying beta-rule and splitting (1580), into two cases. % 121.94/81.00 |-Branch one: % 121.94/81.00 | (2083) all_0_652_652 = e24 % 121.94/81.00 | % 121.94/81.00 | Equations (2083) can reduce 1243 to: % 121.94/81.00 | (2311) ~ (all_0_656_656 = e24) % 121.94/81.00 | % 122.38/81.00 | Simplifying 2311 yields: % 122.38/81.00 | (2312) ~ (all_0_656_656 = e24) % 122.38/81.00 | % 122.38/81.00 | Equations (2083) can reduce 405 to: % 122.38/81.00 | (149) ~ (e24 = e21) % 122.38/81.00 | % 122.38/81.00 | From (2083) and (974) follows: % 122.38/81.01 | (2314) op2(e24, e25) = all_0_607_607 % 122.38/81.01 | % 122.38/81.01 +-Applying beta-rule and splitting (2255), into two cases. % 122.38/81.01 |-Branch one: % 122.38/81.01 | (2315) all_0_656_656 = e26 % 122.38/81.01 | % 122.38/81.01 | From (2315) and (897) follows: % 122.38/81.01 | (2316) op2(e26, e25) = all_0_636_636 % 122.38/81.01 | % 122.38/81.01 | Instantiating formula (364) with e26, e25, all_0_636_636, e20 and discharging atoms op2(e26, e25) = all_0_636_636, op2(e26, e25) = e20, yields: % 122.38/81.01 | (2317) all_0_636_636 = e20 % 122.38/81.01 | % 122.38/81.01 | Instantiating formula (364) with e24, e25, all_0_607_607, e23 and discharging atoms op2(e24, e25) = all_0_607_607, op2(e24, e25) = e23, yields: % 122.38/81.01 | (2318) all_0_607_607 = e23 % 122.38/81.01 | % 122.38/81.01 | From (2318) and (744) follows: % 122.38/81.01 | (2319) op2(e23, e25) = e26 % 122.38/81.01 | % 122.38/81.01 | From (2317) and (166) follows: % 122.38/81.01 | (2320) op2(e20, e25) = e21 % 122.38/81.01 | % 122.38/81.01 | Instantiating formula (364) with e23, e25, e26, e24 and discharging atoms op2(e23, e25) = e26, op2(e23, e25) = e24, yields: % 122.38/81.01 | (2321) e26 = e24 % 122.38/81.01 | % 122.38/81.01 | Instantiating formula (364) with e20, e25, e21, e26 and discharging atoms op2(e20, e25) = e26, op2(e20, e25) = e21, yields: % 122.38/81.01 | (1984) e26 = e21 % 122.38/81.01 | % 122.38/81.01 | Combining equations (2321,1984) yields a new equation: % 122.38/81.01 | (2323) e24 = e21 % 122.38/81.01 | % 122.38/81.01 | Simplifying 2323 yields: % 122.38/81.01 | (2180) e24 = e21 % 122.38/81.01 | % 122.38/81.01 | Equations (2180) can reduce 149 to: % 122.38/81.01 | (1975) $false % 122.38/81.01 | % 122.38/81.01 |-The branch is then unsatisfiable % 122.38/81.01 |-Branch two: % 122.38/81.01 | (2326) ~ (all_0_656_656 = e26) % 122.38/81.01 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 122.38/81.01 | % 122.38/81.01 +-Applying beta-rule and splitting (2327), into two cases. % 122.38/81.01 |-Branch one: % 122.38/81.01 | (2328) all_0_656_656 = e24 % 122.38/81.01 | % 122.38/81.01 | Equations (2328) can reduce 2312 to: % 122.38/81.01 | (1975) $false % 122.38/81.01 | % 122.38/81.01 |-The branch is then unsatisfiable % 122.38/81.01 |-Branch two: % 122.38/81.01 | (2312) ~ (all_0_656_656 = e24) % 122.38/81.01 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 122.38/81.01 | % 122.38/81.01 +-Applying beta-rule and splitting (2331), into two cases. % 122.38/81.01 |-Branch one: % 122.38/81.01 | (2157) all_0_656_656 = e22 % 122.38/81.01 | % 122.38/81.01 | Equations (2157) can reduce 2244 to: % 122.38/81.01 | (1975) $false % 122.38/81.01 | % 122.38/81.01 |-The branch is then unsatisfiable % 122.38/81.01 |-Branch two: % 122.38/81.01 | (2244) ~ (all_0_656_656 = e22) % 122.38/81.01 | (2273) all_0_656_656 = e25 % 122.38/81.01 | % 122.38/81.01 | Equations (2273) can reduce 2279 to: % 122.38/81.01 | (1975) $false % 122.38/81.01 | % 122.38/81.01 |-The branch is then unsatisfiable % 122.38/81.01 |-Branch two: % 122.38/81.01 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.01 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 122.38/81.01 | % 122.38/81.01 +-Applying beta-rule and splitting (2096), into two cases. % 122.38/81.01 |-Branch one: % 122.38/81.01 | (2107) all_0_652_652 = e26 % 122.38/81.01 | % 122.38/81.01 | Equations (2107) can reduce 1658 to: % 122.38/81.01 | (950) ~ (e26 = e25) % 122.38/81.01 | % 122.38/81.01 | From (2107) and (602) follows: % 122.38/81.01 | (2109) op2(e26, e26) = e26 % 122.38/81.01 | % 122.38/81.01 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 122.38/81.01 | (2110) e26 = e25 % 122.38/81.01 | % 122.38/81.01 | Equations (2110) can reduce 950 to: % 122.38/81.01 | (1975) $false % 122.38/81.01 | % 122.38/81.01 |-The branch is then unsatisfiable % 122.38/81.01 |-Branch two: % 122.38/81.01 | (2112) ~ (all_0_652_652 = e26) % 122.38/81.01 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.01 | % 122.38/81.01 +-Applying beta-rule and splitting (2117), into two cases. % 122.38/81.01 |-Branch one: % 122.38/81.01 | (2083) all_0_652_652 = e24 % 122.38/81.01 | % 122.38/81.01 | Equations (2083) can reduce 2089 to: % 122.38/81.01 | (1975) $false % 122.38/81.01 | % 122.38/81.01 |-The branch is then unsatisfiable % 122.38/81.01 |-Branch two: % 122.38/81.01 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.01 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.02 | % 122.38/81.02 +-Applying beta-rule and splitting (2121), into two cases. % 122.38/81.02 |-Branch one: % 122.38/81.02 | (2097) all_0_652_652 = e22 % 122.38/81.02 | % 122.38/81.02 | Equations (2097) can reduce 2101 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.02 | (2125) all_0_652_652 = e23 % 122.38/81.02 | % 122.38/81.02 | Equations (2125) can reduce 2209 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2131) ~ (all_0_672_672 = e21) % 122.38/81.02 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 122.38/81.02 | % 122.38/81.02 +-Applying beta-rule and splitting (2066), into two cases. % 122.38/81.02 |-Branch one: % 122.38/81.02 | (2071) all_0_665_665 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2071) can reduce 1470 to: % 122.38/81.02 | (2072) ~ (all_0_678_678 = e21) % 122.38/81.02 | % 122.38/81.02 | Simplifying 2072 yields: % 122.38/81.02 | (2058) ~ (all_0_678_678 = e21) % 122.38/81.02 | % 122.38/81.02 | From (2071) and (307) follows: % 122.38/81.02 | (2074) op2(e21, e26) = e21 % 122.38/81.02 | % 122.38/81.02 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 122.38/81.02 | (2067) all_0_678_678 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2067) can reduce 2058 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2077) ~ (all_0_665_665 = e21) % 122.38/81.02 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.38/81.02 | % 122.38/81.02 +-Applying beta-rule and splitting (2136), into two cases. % 122.38/81.02 |-Branch one: % 122.38/81.02 | (2079) all_0_672_672 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2079) can reduce 2131 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2131) ~ (all_0_672_672 = e21) % 122.38/81.02 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 122.38/81.02 | % 122.38/81.02 +-Applying beta-rule and splitting (2140), into two cases. % 122.38/81.02 |-Branch one: % 122.38/81.02 | (2067) all_0_678_678 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2067) can reduce 2058 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2058) ~ (all_0_678_678 = e21) % 122.38/81.02 | (2144) all_0_684_684 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2144) can reduce 2271 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2374) ~ (all_0_663_663 = e21) % 122.38/81.02 | (2375) all_0_670_670 = e21 | all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 122.38/81.02 | % 122.38/81.02 +-Applying beta-rule and splitting (1329), into two cases. % 122.38/81.02 |-Branch one: % 122.38/81.02 | (2057) all_0_682_682 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2057) can reduce 2148 to: % 122.38/81.02 | (1975) $false % 122.38/81.02 | % 122.38/81.02 |-The branch is then unsatisfiable % 122.38/81.02 |-Branch two: % 122.38/81.02 | (2148) ~ (all_0_682_682 = e21) % 122.38/81.02 | (2379) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_690_690 = e20 % 122.38/81.02 | % 122.38/81.02 +-Applying beta-rule and splitting (614), into two cases. % 122.38/81.02 |-Branch one: % 122.38/81.02 | (2380) all_0_680_680 = e21 % 122.38/81.02 | % 122.38/81.02 | Equations (2380) can reduce 1237 to: % 122.38/81.02 | (2058) ~ (all_0_678_678 = e21) % 122.38/81.02 | % 122.38/81.02 | Equations (2380) can reduce 43 to: % 122.38/81.02 | (1994) ~ (e22 = e21) % 122.38/81.03 | % 122.38/81.03 | Simplifying 1994 yields: % 122.38/81.03 | (359) ~ (e22 = e21) % 122.38/81.03 | % 122.38/81.03 | From (2380) and (365) follows: % 122.38/81.03 | (2384) op2(e21, e21) = all_0_627_627 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with e21, e21, all_0_627_627, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_627_627, op2(e21, e21) = all_0_682_682, yields: % 122.38/81.03 | (2385) all_0_627_627 = all_0_682_682 % 122.38/81.03 | % 122.38/81.03 | From (2385) and (1390) follows: % 122.38/81.03 | (2386) op2(all_0_682_682, e21) = e23 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with all_0_682_682, e21, e23, all_0_640_640 and discharging atoms op2(all_0_682_682, e21) = all_0_640_640, op2(all_0_682_682, e21) = e23, yields: % 122.38/81.03 | (2387) all_0_640_640 = e23 % 122.38/81.03 | % 122.38/81.03 | From (2387) and (1908) follows: % 122.38/81.03 | (2388) op2(e23, e25) = all_0_89_89 % 122.38/81.03 | % 122.38/81.03 | From (2387) and (1415) follows: % 122.38/81.03 | (2389) op2(e23, e21) = e21 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with e23, e25, all_0_89_89, e24 and discharging atoms op2(e23, e25) = all_0_89_89, op2(e23, e25) = e24, yields: % 122.38/81.03 | (2390) all_0_89_89 = e24 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with e23, e21, e21, all_0_670_670 and discharging atoms op2(e23, e21) = all_0_670_670, op2(e23, e21) = e21, yields: % 122.38/81.03 | (2391) all_0_670_670 = e21 % 122.38/81.03 | % 122.38/81.03 | Equations (2391) can reduce 681 to: % 122.38/81.03 | (252) ~ (all_0_656_656 = e21) % 122.38/81.03 | % 122.38/81.03 | Equations (2391) can reduce 1503 to: % 122.38/81.03 | (2077) ~ (all_0_665_665 = e21) % 122.38/81.03 | % 122.38/81.03 | From (2390) and (2388) follows: % 122.38/81.03 | (2052) op2(e23, e25) = e24 % 122.38/81.03 | % 122.38/81.03 +-Applying beta-rule and splitting (1760), into two cases. % 122.38/81.03 |-Branch one: % 122.38/81.03 | (2059) all_0_658_658 = e21 % 122.38/81.03 | % 122.38/81.03 | From (2059) and (873) follows: % 122.38/81.03 | (2060) op2(e21, e26) = e23 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 122.38/81.03 | (2061) all_0_678_678 = e23 % 122.38/81.03 | % 122.38/81.03 | From (2061) and (1972) follows: % 122.38/81.03 | (2062) op2(e23, e26) = e24 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 122.38/81.03 | (2063) all_0_665_665 = e24 % 122.38/81.03 | % 122.38/81.03 | Equations (2063) can reduce 2037 to: % 122.38/81.03 | (1975) $false % 122.38/81.03 | % 122.38/81.03 |-The branch is then unsatisfiable % 122.38/81.03 |-Branch two: % 122.38/81.03 | (2065) ~ (all_0_658_658 = e21) % 122.38/81.03 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.38/81.03 | % 122.38/81.03 +-Applying beta-rule and splitting (36), into two cases. % 122.38/81.03 |-Branch one: % 122.38/81.03 | (2144) all_0_684_684 = e21 % 122.38/81.03 | % 122.38/81.03 | From (2144) and (1299) follows: % 122.38/81.03 | (2145) op2(e21, e26) = e25 % 122.38/81.03 | % 122.38/81.03 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 122.38/81.03 | (2146) all_0_678_678 = e25 % 122.38/81.03 | % 122.38/81.03 | Equations (2146) can reduce 1675 to: % 122.38/81.03 | (1975) $false % 122.38/81.03 | % 122.38/81.03 |-The branch is then unsatisfiable % 122.38/81.03 |-Branch two: % 122.38/81.03 | (2271) ~ (all_0_684_684 = e21) % 122.38/81.03 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 122.38/81.03 | % 122.38/81.03 +-Applying beta-rule and splitting (2066), into two cases. % 122.38/81.03 |-Branch one: % 122.38/81.03 | (2071) all_0_665_665 = e21 % 122.38/81.03 | % 122.38/81.03 | Equations (2071) can reduce 2077 to: % 122.38/81.04 | (1975) $false % 122.38/81.04 | % 122.38/81.04 |-The branch is then unsatisfiable % 122.38/81.04 |-Branch two: % 122.38/81.04 | (2077) ~ (all_0_665_665 = e21) % 122.38/81.04 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (2136), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2079) all_0_672_672 = e21 % 122.38/81.04 | % 122.38/81.04 | Equations (2079) can reduce 1537 to: % 122.38/81.04 | (405) ~ (all_0_652_652 = e21) % 122.38/81.04 | % 122.38/81.04 | Equations (2079) can reduce 1751 to: % 122.38/81.04 | (2080) ~ (e25 = e21) % 122.38/81.04 | % 122.38/81.04 | Simplifying 2080 yields: % 122.38/81.04 | (1020) ~ (e25 = e21) % 122.38/81.04 | % 122.38/81.04 | From (2079) and (1758) follows: % 122.38/81.04 | (2082) op2(e22, e26) = e21 % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (937), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2125) all_0_652_652 = e23 % 122.38/81.04 | % 122.38/81.04 | From (2125) and (602) follows: % 122.38/81.04 | (2126) op2(e23, e26) = e26 % 122.38/81.04 | % 122.38/81.04 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 122.38/81.04 | (2127) all_0_665_665 = e26 % 122.38/81.04 | % 122.38/81.04 | From (2127) and (307) follows: % 122.38/81.04 | (2128) op2(e26, e26) = e21 % 122.38/81.04 | % 122.38/81.04 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 122.38/81.04 | (2129) e25 = e21 % 122.38/81.04 | % 122.38/81.04 | Equations (2129) can reduce 1020 to: % 122.38/81.04 | (1975) $false % 122.38/81.04 | % 122.38/81.04 |-The branch is then unsatisfiable % 122.38/81.04 |-Branch two: % 122.38/81.04 | (2209) ~ (all_0_652_652 = e23) % 122.38/81.04 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (196), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2091) all_0_652_652 = e20 % 122.38/81.04 | % 122.38/81.04 | From (2091) and (602) follows: % 122.38/81.04 | (2092) op2(e20, e26) = e26 % 122.38/81.04 | % 122.38/81.04 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 122.38/81.04 | (2093) all_0_684_684 = e26 % 122.38/81.04 | % 122.38/81.04 | Equations (2093) can reduce 2017 to: % 122.38/81.04 | (1975) $false % 122.38/81.04 | % 122.38/81.04 |-The branch is then unsatisfiable % 122.38/81.04 |-Branch two: % 122.38/81.04 | (2095) ~ (all_0_652_652 = e20) % 122.38/81.04 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (177), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2157) all_0_656_656 = e22 % 122.38/81.04 | % 122.38/81.04 | Equations (2157) can reduce 1243 to: % 122.38/81.04 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (347), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2097) all_0_652_652 = e22 % 122.38/81.04 | % 122.38/81.04 | Equations (2097) can reduce 2101 to: % 122.38/81.04 | (1975) $false % 122.38/81.04 | % 122.38/81.04 |-The branch is then unsatisfiable % 122.38/81.04 |-Branch two: % 122.38/81.04 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.04 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (1225), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2125) all_0_652_652 = e23 % 122.38/81.04 | % 122.38/81.04 | Equations (2125) can reduce 2209 to: % 122.38/81.04 | (1975) $false % 122.38/81.04 | % 122.38/81.04 |-The branch is then unsatisfiable % 122.38/81.04 |-Branch two: % 122.38/81.04 | (2209) ~ (all_0_652_652 = e23) % 122.38/81.04 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 122.38/81.04 | % 122.38/81.04 +-Applying beta-rule and splitting (930), into two cases. % 122.38/81.04 |-Branch one: % 122.38/81.04 | (2083) all_0_652_652 = e24 % 122.38/81.04 | % 122.38/81.04 | From (2083) and (602) follows: % 122.38/81.04 | (2084) op2(e24, e26) = e26 % 122.38/81.04 | % 122.38/81.04 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 122.38/81.04 | (2085) all_0_658_658 = e26 % 122.38/81.04 | % 122.38/81.04 | From (2085) and (873) follows: % 122.38/81.04 | (2086) op2(e26, e26) = e23 % 122.38/81.04 | % 122.38/81.04 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 122.38/81.04 | (2087) e25 = e23 % 122.38/81.04 | % 122.38/81.04 | Equations (2087) can reduce 1480 to: % 122.38/81.04 | (1975) $false % 122.38/81.04 | % 122.38/81.04 |-The branch is then unsatisfiable % 122.38/81.04 |-Branch two: % 122.38/81.05 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.05 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 122.38/81.05 | % 122.38/81.05 +-Applying beta-rule and splitting (2096), into two cases. % 122.38/81.05 |-Branch one: % 122.38/81.05 | (2107) all_0_652_652 = e26 % 122.38/81.05 | % 122.38/81.05 | Equations (2107) can reduce 1658 to: % 122.38/81.05 | (950) ~ (e26 = e25) % 122.38/81.05 | % 122.38/81.05 | From (2107) and (602) follows: % 122.38/81.05 | (2109) op2(e26, e26) = e26 % 122.38/81.05 | % 122.38/81.05 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 122.38/81.05 | (2110) e26 = e25 % 122.38/81.05 | % 122.38/81.05 | Equations (2110) can reduce 950 to: % 122.38/81.05 | (1975) $false % 122.38/81.05 | % 122.38/81.05 |-The branch is then unsatisfiable % 122.38/81.05 |-Branch two: % 122.38/81.05 | (2112) ~ (all_0_652_652 = e26) % 122.38/81.05 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.05 | % 122.38/81.05 +-Applying beta-rule and splitting (2117), into two cases. % 122.38/81.05 |-Branch one: % 122.38/81.05 | (2083) all_0_652_652 = e24 % 122.38/81.05 | % 122.38/81.05 | Equations (2083) can reduce 2089 to: % 122.38/81.05 | (1975) $false % 122.38/81.05 | % 122.38/81.05 |-The branch is then unsatisfiable % 122.38/81.05 |-Branch two: % 122.38/81.05 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.05 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.05 | % 122.38/81.05 +-Applying beta-rule and splitting (2121), into two cases. % 122.38/81.05 |-Branch one: % 122.38/81.05 | (2097) all_0_652_652 = e22 % 122.38/81.05 | % 122.38/81.05 | Equations (2097) can reduce 2101 to: % 122.38/81.05 | (1975) $false % 122.38/81.05 | % 122.38/81.05 |-The branch is then unsatisfiable % 122.38/81.05 |-Branch two: % 122.38/81.05 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.05 | (2125) all_0_652_652 = e23 % 122.38/81.05 | % 122.38/81.05 | Equations (2125) can reduce 2209 to: % 122.38/81.05 | (1975) $false % 122.38/81.05 | % 122.38/81.05 |-The branch is then unsatisfiable % 122.38/81.05 |-Branch two: % 122.38/81.05 | (2244) ~ (all_0_656_656 = e22) % 122.38/81.05 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 122.38/81.05 | % 122.38/81.05 +-Applying beta-rule and splitting (1691), into two cases. % 122.38/81.05 |-Branch one: % 122.38/81.05 | (2246) all_0_656_656 = e20 % 122.38/81.05 | % 122.38/81.05 | Equations (2246) can reduce 252 to: % 122.38/81.05 | (2247) ~ (e21 = e20) % 122.38/81.05 | % 122.38/81.05 | Simplifying 2247 yields: % 122.38/81.05 | (360) ~ (e21 = e20) % 122.38/81.05 | % 122.38/81.05 | From (2246) and (897) follows: % 122.38/81.05 | (2249) op2(e20, e25) = all_0_636_636 % 122.38/81.05 | % 122.38/81.05 | Instantiating formula (364) with e20, e25, all_0_636_636, e26 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = e26, yields: % 122.38/81.05 | (2250) all_0_636_636 = e26 % 122.38/81.05 | % 122.38/81.05 | From (2250) and (166) follows: % 122.38/81.05 | (2251) op2(e26, e25) = e21 % 122.38/81.05 | % 122.38/81.05 | Instantiating formula (364) with e26, e25, e21, e20 and discharging atoms op2(e26, e25) = e21, op2(e26, e25) = e20, yields: % 122.38/81.05 | (2252) e21 = e20 % 122.38/81.05 | % 122.38/81.05 | Equations (2252) can reduce 360 to: % 122.38/81.05 | (1975) $false % 122.38/81.05 | % 122.38/81.05 |-The branch is then unsatisfiable % 122.38/81.05 |-Branch two: % 122.38/81.05 | (2254) ~ (all_0_656_656 = e20) % 122.38/81.05 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 122.38/81.05 | % 122.38/81.05 +-Applying beta-rule and splitting (347), into two cases. % 122.38/81.05 |-Branch one: % 122.38/81.05 | (2097) all_0_652_652 = e22 % 122.38/81.05 | % 122.38/81.05 | From (2097) and (602) follows: % 122.38/81.05 | (2098) op2(e22, e26) = e26 % 122.38/81.05 | % 122.38/81.05 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 122.38/81.05 | (1984) e26 = e21 % 122.38/81.05 | % 122.38/81.05 | Equations (1984) can reduce 1656 to: % 122.38/81.05 | (1975) $false % 122.38/81.05 | % 122.38/81.05 |-The branch is then unsatisfiable % 122.38/81.05 |-Branch two: % 122.38/81.05 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.05 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 122.38/81.05 | % 122.38/81.05 +-Applying beta-rule and splitting (1225), into two cases. % 122.38/81.05 |-Branch one: % 122.38/81.05 | (2125) all_0_652_652 = e23 % 122.38/81.05 | % 122.38/81.06 | Equations (2125) can reduce 2209 to: % 122.38/81.06 | (1975) $false % 122.38/81.06 | % 122.38/81.06 |-The branch is then unsatisfiable % 122.38/81.06 |-Branch two: % 122.38/81.06 | (2209) ~ (all_0_652_652 = e23) % 122.38/81.06 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 122.38/81.06 | % 122.38/81.06 +-Applying beta-rule and splitting (880), into two cases. % 122.38/81.06 |-Branch one: % 122.38/81.06 | (2273) all_0_656_656 = e25 % 122.38/81.06 | % 122.38/81.06 | From (2273) and (897) follows: % 122.38/81.06 | (2274) op2(e25, e25) = all_0_636_636 % 122.38/81.06 | % 122.38/81.06 | Instantiating formula (364) with e25, e25, all_0_636_636, e21 and discharging atoms op2(e25, e25) = all_0_636_636, op2(e25, e25) = e21, yields: % 122.38/81.06 | (2275) all_0_636_636 = e21 % 122.38/81.06 | % 122.38/81.06 | From (2275) and (166) follows: % 122.38/81.06 | (2276) op2(e21, e25) = e21 % 122.38/81.06 | % 122.38/81.06 | Instantiating formula (364) with e21, e25, e21, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e21, yields: % 122.38/81.06 | (1990) e22 = e21 % 122.38/81.06 | % 122.38/81.06 | Equations (1990) can reduce 359 to: % 122.38/81.06 | (1975) $false % 122.38/81.06 | % 122.38/81.06 |-The branch is then unsatisfiable % 122.38/81.06 |-Branch two: % 122.38/81.06 | (2279) ~ (all_0_656_656 = e25) % 122.38/81.06 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 122.38/81.06 | % 122.38/81.06 +-Applying beta-rule and splitting (984), into two cases. % 122.38/81.06 |-Branch one: % 122.38/81.06 | (2315) all_0_656_656 = e26 % 122.38/81.06 | % 122.38/81.06 | Equations (2315) can reduce 1243 to: % 122.38/81.06 | (2112) ~ (all_0_652_652 = e26) % 122.38/81.06 | % 122.38/81.06 | From (2315) and (897) follows: % 122.38/81.06 | (2316) op2(e26, e25) = all_0_636_636 % 122.38/81.06 | % 122.38/81.06 +-Applying beta-rule and splitting (2096), into two cases. % 122.38/81.06 |-Branch one: % 122.38/81.06 | (2107) all_0_652_652 = e26 % 122.38/81.06 | % 122.38/81.06 | Equations (2107) can reduce 2112 to: % 122.38/81.06 | (1975) $false % 122.38/81.06 | % 122.38/81.06 |-The branch is then unsatisfiable % 122.38/81.06 |-Branch two: % 122.38/81.06 | (2112) ~ (all_0_652_652 = e26) % 122.38/81.06 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.06 | % 122.38/81.06 +-Applying beta-rule and splitting (2117), into two cases. % 122.38/81.06 |-Branch one: % 122.38/81.06 | (2083) all_0_652_652 = e24 % 122.38/81.06 | % 122.38/81.06 | Equations (2083) can reduce 405 to: % 122.38/81.06 | (149) ~ (e24 = e21) % 122.38/81.06 | % 122.38/81.06 | From (2083) and (974) follows: % 122.38/81.06 | (2314) op2(e24, e25) = all_0_607_607 % 122.38/81.06 | % 122.38/81.06 | Instantiating formula (364) with e26, e25, all_0_636_636, e20 and discharging atoms op2(e26, e25) = all_0_636_636, op2(e26, e25) = e20, yields: % 122.38/81.06 | (2317) all_0_636_636 = e20 % 122.38/81.06 | % 122.38/81.06 | Instantiating formula (364) with e24, e25, all_0_607_607, e23 and discharging atoms op2(e24, e25) = all_0_607_607, op2(e24, e25) = e23, yields: % 122.38/81.06 | (2318) all_0_607_607 = e23 % 122.38/81.06 | % 122.38/81.06 | From (2318) and (744) follows: % 122.38/81.06 | (2319) op2(e23, e25) = e26 % 122.38/81.06 | % 122.38/81.06 | From (2317) and (166) follows: % 122.38/81.06 | (2320) op2(e20, e25) = e21 % 122.38/81.06 | % 122.38/81.06 | Instantiating formula (364) with e23, e25, e26, e24 and discharging atoms op2(e23, e25) = e26, op2(e23, e25) = e24, yields: % 122.38/81.06 | (2321) e26 = e24 % 122.38/81.06 | % 122.38/81.06 | Instantiating formula (364) with e20, e25, e21, e26 and discharging atoms op2(e20, e25) = e26, op2(e20, e25) = e21, yields: % 122.38/81.06 | (1984) e26 = e21 % 122.38/81.06 | % 122.38/81.06 | Combining equations (2321,1984) yields a new equation: % 122.38/81.06 | (2323) e24 = e21 % 122.38/81.06 | % 122.38/81.06 | Simplifying 2323 yields: % 122.38/81.06 | (2180) e24 = e21 % 122.38/81.06 | % 122.38/81.06 | Equations (2180) can reduce 149 to: % 122.38/81.06 | (1975) $false % 122.38/81.06 | % 122.38/81.06 |-The branch is then unsatisfiable % 122.38/81.06 |-Branch two: % 122.38/81.06 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.06 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.06 | % 122.38/81.06 +-Applying beta-rule and splitting (2121), into two cases. % 122.38/81.06 |-Branch one: % 122.38/81.06 | (2097) all_0_652_652 = e22 % 122.38/81.06 | % 122.38/81.06 | Equations (2097) can reduce 2101 to: % 122.38/81.06 | (1975) $false % 122.38/81.06 | % 122.38/81.06 |-The branch is then unsatisfiable % 122.38/81.06 |-Branch two: % 122.38/81.07 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.07 | (2125) all_0_652_652 = e23 % 122.38/81.07 | % 122.38/81.07 | Equations (2125) can reduce 2209 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2326) ~ (all_0_656_656 = e26) % 122.38/81.07 | (2523) all_0_663_663 = e26 | all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 122.38/81.07 | % 122.38/81.07 +-Applying beta-rule and splitting (2255), into two cases. % 122.38/81.07 |-Branch one: % 122.38/81.07 | (2315) all_0_656_656 = e26 % 122.38/81.07 | % 122.38/81.07 | Equations (2315) can reduce 2326 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2326) ~ (all_0_656_656 = e26) % 122.38/81.07 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 122.38/81.07 | % 122.38/81.07 +-Applying beta-rule and splitting (2327), into two cases. % 122.38/81.07 |-Branch one: % 122.38/81.07 | (2328) all_0_656_656 = e24 % 122.38/81.07 | % 122.38/81.07 | Equations (2328) can reduce 1243 to: % 122.38/81.07 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.07 | % 122.38/81.07 +-Applying beta-rule and splitting (2096), into two cases. % 122.38/81.07 |-Branch one: % 122.38/81.07 | (2107) all_0_652_652 = e26 % 122.38/81.07 | % 122.38/81.07 | Equations (2107) can reduce 1658 to: % 122.38/81.07 | (950) ~ (e26 = e25) % 122.38/81.07 | % 122.38/81.07 | From (2107) and (602) follows: % 122.38/81.07 | (2109) op2(e26, e26) = e26 % 122.38/81.07 | % 122.38/81.07 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 122.38/81.07 | (2110) e26 = e25 % 122.38/81.07 | % 122.38/81.07 | Equations (2110) can reduce 950 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2112) ~ (all_0_652_652 = e26) % 122.38/81.07 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.07 | % 122.38/81.07 +-Applying beta-rule and splitting (2117), into two cases. % 122.38/81.07 |-Branch one: % 122.38/81.07 | (2083) all_0_652_652 = e24 % 122.38/81.07 | % 122.38/81.07 | Equations (2083) can reduce 2089 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2089) ~ (all_0_652_652 = e24) % 122.38/81.07 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 122.38/81.07 | % 122.38/81.07 +-Applying beta-rule and splitting (2121), into two cases. % 122.38/81.07 |-Branch one: % 122.38/81.07 | (2097) all_0_652_652 = e22 % 122.38/81.07 | % 122.38/81.07 | Equations (2097) can reduce 2101 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2101) ~ (all_0_652_652 = e22) % 122.38/81.07 | (2125) all_0_652_652 = e23 % 122.38/81.07 | % 122.38/81.07 | Equations (2125) can reduce 2209 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2312) ~ (all_0_656_656 = e24) % 122.38/81.07 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 122.38/81.07 | % 122.38/81.07 +-Applying beta-rule and splitting (2331), into two cases. % 122.38/81.07 |-Branch one: % 122.38/81.07 | (2157) all_0_656_656 = e22 % 122.38/81.07 | % 122.38/81.07 | Equations (2157) can reduce 2244 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.07 |-Branch two: % 122.38/81.07 | (2244) ~ (all_0_656_656 = e22) % 122.38/81.07 | (2273) all_0_656_656 = e25 % 122.38/81.07 | % 122.38/81.07 | Equations (2273) can reduce 2279 to: % 122.38/81.07 | (1975) $false % 122.38/81.07 | % 122.38/81.07 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2131) ~ (all_0_672_672 = e21) % 122.38/81.08 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (2140), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2067) all_0_678_678 = e21 % 122.38/81.08 | % 122.38/81.08 | Equations (2067) can reduce 2058 to: % 122.38/81.08 | (1975) $false % 122.38/81.08 | % 122.38/81.08 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2058) ~ (all_0_678_678 = e21) % 122.38/81.08 | (2144) all_0_684_684 = e21 % 122.38/81.08 | % 122.38/81.08 | Equations (2144) can reduce 2271 to: % 122.38/81.08 | (1975) $false % 122.38/81.08 | % 122.38/81.08 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2560) ~ (all_0_680_680 = e21) % 122.38/81.08 | (2561) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 | all_0_680_680 = e20 % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (782), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2067) all_0_678_678 = e21 % 122.38/81.08 | % 122.38/81.08 | From (2067) and (1972) follows: % 122.38/81.08 | (2178) op2(e21, e26) = e24 % 122.38/81.08 | % 122.38/81.08 | From (2067) and (1003) follows: % 122.38/81.08 | (2074) op2(e21, e26) = e21 % 122.38/81.08 | % 122.38/81.08 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 122.38/81.08 | (2180) e24 = e21 % 122.38/81.08 | % 122.38/81.08 | Equations (2180) can reduce 149 to: % 122.38/81.08 | (1975) $false % 122.38/81.08 | % 122.38/81.08 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2058) ~ (all_0_678_678 = e21) % 122.38/81.08 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (1246), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2067) all_0_678_678 = e21 % 122.38/81.08 | % 122.38/81.08 | Equations (2067) can reduce 2058 to: % 122.38/81.08 | (1975) $false % 122.38/81.08 | % 122.38/81.08 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2058) ~ (all_0_678_678 = e21) % 122.38/81.08 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (1648), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2573) all_0_661_661 = e21 % 122.38/81.08 | % 122.38/81.08 | Equations (2573) can reduce 583 to: % 122.38/81.08 | (1298) ~ (all_0_654_654 = e21) % 122.38/81.08 | % 122.38/81.08 | Equations (2573) can reduce 728 to: % 122.38/81.08 | (2065) ~ (all_0_658_658 = e21) % 122.38/81.08 | % 122.38/81.08 | Equations (2573) can reduce 1999 to: % 122.38/81.08 | (2576) ~ (e23 = e21) % 122.38/81.08 | % 122.38/81.08 | Simplifying 2576 yields: % 122.38/81.08 | (896) ~ (e23 = e21) % 122.38/81.08 | % 122.38/81.08 | From (2573) and (2055) follows: % 122.38/81.08 | (2578) op2(e21, e23) = e25 % 122.38/81.08 | % 122.38/81.08 | Instantiating formula (364) with e21, e23, e25, all_0_680_680 and discharging atoms op2(e21, e23) = all_0_680_680, op2(e21, e23) = e25, yields: % 122.38/81.08 | (2579) all_0_680_680 = e25 % 122.38/81.08 | % 122.38/81.08 | Equations (2579) can reduce 1362 to: % 122.38/81.08 | (2580) ~ (all_0_654_654 = e25) % 122.38/81.08 | % 122.38/81.08 | Equations (2579) can reduce 1237 to: % 122.38/81.08 | (1675) ~ (all_0_678_678 = e25) % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (1760), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2059) all_0_658_658 = e21 % 122.38/81.08 | % 122.38/81.08 | Equations (2059) can reduce 2065 to: % 122.38/81.08 | (1975) $false % 122.38/81.08 | % 122.38/81.08 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2065) ~ (all_0_658_658 = e21) % 122.38/81.08 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (1052), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2061) all_0_678_678 = e23 % 122.38/81.08 | % 122.38/81.08 | From (2061) and (1972) follows: % 122.38/81.08 | (2062) op2(e23, e26) = e24 % 122.38/81.08 | % 122.38/81.08 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 122.38/81.08 | (2063) all_0_665_665 = e24 % 122.38/81.08 | % 122.38/81.08 | Equations (2063) can reduce 2037 to: % 122.38/81.08 | (1975) $false % 122.38/81.08 | % 122.38/81.08 |-The branch is then unsatisfiable % 122.38/81.08 |-Branch two: % 122.38/81.08 | (2590) ~ (all_0_678_678 = e23) % 122.38/81.08 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 122.38/81.08 | % 122.38/81.08 +-Applying beta-rule and splitting (558), into two cases. % 122.38/81.08 |-Branch one: % 122.38/81.08 | (2592) all_0_654_654 = e26 % 122.38/81.08 | % 122.38/81.09 | From (2592) and (1559) follows: % 122.38/81.09 | (2593) op2(e26, e25) = all_0_623_623 % 122.38/81.09 | % 122.38/81.09 | Instantiating formula (364) with e26, e25, all_0_623_623, e20 and discharging atoms op2(e26, e25) = all_0_623_623, op2(e26, e25) = e20, yields: % 122.38/81.09 | (2594) all_0_623_623 = e20 % 122.38/81.09 | % 122.38/81.09 | From (2594) and (65) follows: % 122.38/81.09 | (2595) op2(e20, e25) = e23 % 122.38/81.09 | % 122.38/81.09 | Instantiating formula (364) with e20, e25, e23, e26 and discharging atoms op2(e20, e25) = e26, op2(e20, e25) = e23, yields: % 122.38/81.09 | (2596) e26 = e23 % 122.38/81.09 | % 122.38/81.09 | Equations (2596) can reduce 1282 to: % 122.38/81.09 | (1975) $false % 122.38/81.09 | % 122.38/81.09 |-The branch is then unsatisfiable % 122.38/81.09 |-Branch two: % 122.38/81.09 | (2598) ~ (all_0_654_654 = e26) % 122.38/81.09 | (2599) all_0_661_661 = e26 | all_0_668_668 = e26 | all_0_674_674 = e26 | all_0_680_680 = e26 | all_0_687_687 = e26 % 122.38/81.09 | % 122.38/81.09 +-Applying beta-rule and splitting (1006), into two cases. % 122.38/81.09 |-Branch one: % 122.38/81.09 | (2600) all_0_654_654 = e20 % 122.38/81.09 | % 122.38/81.09 | From (2600) and (1559) follows: % 122.38/81.09 | (2601) op2(e20, e25) = all_0_623_623 % 122.38/81.09 | % 122.38/81.09 | Instantiating formula (364) with e20, e25, all_0_623_623, e26 and discharging atoms op2(e20, e25) = all_0_623_623, op2(e20, e25) = e26, yields: % 122.38/81.09 | (2602) all_0_623_623 = e26 % 122.38/81.09 | % 122.38/81.09 | From (2602) and (65) follows: % 122.38/81.09 | (2603) op2(e26, e25) = e23 % 122.38/81.09 | % 122.38/81.09 | Instantiating formula (364) with e26, e25, e23, e20 and discharging atoms op2(e26, e25) = e23, op2(e26, e25) = e20, yields: % 122.74/81.09 | (2604) e23 = e20 % 122.74/81.09 | % 122.74/81.09 | Equations (2604) can reduce 581 to: % 122.74/81.09 | (1975) $false % 122.74/81.09 | % 122.74/81.09 |-The branch is then unsatisfiable % 122.74/81.09 |-Branch two: % 122.74/81.09 | (2606) ~ (all_0_654_654 = e20) % 122.74/81.09 | (2607) all_0_654_654 = e26 | all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (1718), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2608) all_0_654_654 = e22 % 122.74/81.09 | % 122.74/81.09 | From (2608) and (1559) follows: % 122.74/81.09 | (2609) op2(e22, e25) = all_0_623_623 % 122.74/81.09 | % 122.74/81.09 | Instantiating formula (364) with e22, e25, all_0_623_623, e25 and discharging atoms op2(e22, e25) = all_0_623_623, op2(e22, e25) = e25, yields: % 122.74/81.09 | (2610) all_0_623_623 = e25 % 122.74/81.09 | % 122.74/81.09 | From (2610) and (65) follows: % 122.74/81.09 | (2611) op2(e25, e25) = e23 % 122.74/81.09 | % 122.74/81.09 | Instantiating formula (364) with e25, e25, e23, e21 and discharging atoms op2(e25, e25) = e23, op2(e25, e25) = e21, yields: % 122.74/81.09 | (2612) e23 = e21 % 122.74/81.09 | % 122.74/81.09 | Equations (2612) can reduce 896 to: % 122.74/81.09 | (1975) $false % 122.74/81.09 | % 122.74/81.09 |-The branch is then unsatisfiable % 122.74/81.09 |-Branch two: % 122.74/81.09 | (2614) ~ (all_0_654_654 = e22) % 122.74/81.09 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (2607), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2592) all_0_654_654 = e26 % 122.74/81.09 | % 122.74/81.09 | Equations (2592) can reduce 2598 to: % 122.74/81.09 | (1975) $false % 122.74/81.09 | % 122.74/81.09 |-The branch is then unsatisfiable % 122.74/81.09 |-Branch two: % 122.74/81.09 | (2598) ~ (all_0_654_654 = e26) % 122.74/81.09 | (2619) all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (2619), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2608) all_0_654_654 = e22 % 122.74/81.09 | % 122.74/81.09 | Equations (2608) can reduce 2614 to: % 122.74/81.09 | (1975) $false % 122.74/81.09 | % 122.74/81.09 |-The branch is then unsatisfiable % 122.74/81.09 |-Branch two: % 122.74/81.09 | (2614) ~ (all_0_654_654 = e22) % 122.74/81.09 | (2623) all_0_654_654 = e25 | all_0_654_654 = e23 % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (2623), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2624) all_0_654_654 = e23 % 122.74/81.09 | % 122.74/81.09 | Equations (2624) can reduce 1815 to: % 122.74/81.09 | (2209) ~ (all_0_652_652 = e23) % 122.74/81.09 | % 122.74/81.09 | Equations (2624) can reduce 1298 to: % 122.74/81.09 | (896) ~ (e23 = e21) % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (140), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2627) all_0_672_672 = e23 % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (121), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2079) all_0_672_672 = e21 % 122.74/81.09 | % 122.74/81.09 | Combining equations (2079,2627) yields a new equation: % 122.74/81.09 | (2612) e23 = e21 % 122.74/81.09 | % 122.74/81.09 | Equations (2612) can reduce 896 to: % 122.74/81.09 | (1975) $false % 122.74/81.09 | % 122.74/81.09 |-The branch is then unsatisfiable % 122.74/81.09 |-Branch two: % 122.74/81.09 | (2131) ~ (all_0_672_672 = e21) % 122.74/81.09 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 122.74/81.09 | % 122.74/81.09 | Equations (2627) can reduce 2131 to: % 122.74/81.09 | (896) ~ (e23 = e21) % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (36), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2144) all_0_684_684 = e21 % 122.74/81.09 | % 122.74/81.09 | From (2144) and (1299) follows: % 122.74/81.09 | (2145) op2(e21, e26) = e25 % 122.74/81.09 | % 122.74/81.09 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 122.74/81.09 | (2146) all_0_678_678 = e25 % 122.74/81.09 | % 122.74/81.09 | Equations (2146) can reduce 1675 to: % 122.74/81.09 | (1975) $false % 122.74/81.09 | % 122.74/81.09 |-The branch is then unsatisfiable % 122.74/81.09 |-Branch two: % 122.74/81.09 | (2271) ~ (all_0_684_684 = e21) % 122.74/81.09 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 122.74/81.09 | % 122.74/81.09 +-Applying beta-rule and splitting (2066), into two cases. % 122.74/81.09 |-Branch one: % 122.74/81.09 | (2071) all_0_665_665 = e21 % 122.74/81.09 | % 122.74/81.09 | Equations (2071) can reduce 1470 to: % 122.74/81.10 | (2072) ~ (all_0_678_678 = e21) % 122.74/81.10 | % 122.74/81.10 | Simplifying 2072 yields: % 122.74/81.10 | (2058) ~ (all_0_678_678 = e21) % 122.74/81.10 | % 122.74/81.10 | From (2071) and (307) follows: % 122.74/81.10 | (2074) op2(e21, e26) = e21 % 122.74/81.10 | % 122.74/81.10 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 122.74/81.10 | (2067) all_0_678_678 = e21 % 122.74/81.10 | % 122.74/81.10 | Equations (2067) can reduce 2058 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2077) ~ (all_0_665_665 = e21) % 122.74/81.10 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (2136), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2079) all_0_672_672 = e21 % 122.74/81.10 | % 122.74/81.10 | Combining equations (2079,2627) yields a new equation: % 122.74/81.10 | (2612) e23 = e21 % 122.74/81.10 | % 122.74/81.10 | Equations (2612) can reduce 896 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2131) ~ (all_0_672_672 = e21) % 122.74/81.10 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (2140), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2067) all_0_678_678 = e21 % 122.74/81.10 | % 122.74/81.10 | Equations (2067) can reduce 2058 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2058) ~ (all_0_678_678 = e21) % 122.74/81.10 | (2144) all_0_684_684 = e21 % 122.74/81.10 | % 122.74/81.10 | Equations (2144) can reduce 2271 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2658) ~ (all_0_672_672 = e23) % 122.74/81.10 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (937), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2125) all_0_652_652 = e23 % 122.74/81.10 | % 122.74/81.10 | Equations (2125) can reduce 2209 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2209) ~ (all_0_652_652 = e23) % 122.74/81.10 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (1209), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2664) all_0_684_684 = e23 % 122.74/81.10 | % 122.74/81.10 | From (2664) and (1299) follows: % 122.74/81.10 | (2665) op2(e23, e26) = e25 % 122.74/81.10 | % 122.74/81.10 | Instantiating formula (364) with e23, e26, e25, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e25, yields: % 122.74/81.10 | (2666) all_0_665_665 = e25 % 122.74/81.10 | % 122.74/81.10 | Equations (2666) can reduce 464 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2668) ~ (all_0_684_684 = e23) % 122.74/81.10 | (2669) all_0_685_685 = e23 | all_0_686_686 = e23 | all_0_687_687 = e23 | all_0_688_688 = e23 | all_0_690_690 = e23 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (2309), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2670) all_0_658_658 = e23 % 122.74/81.10 | % 122.74/81.10 | Equations (2670) can reduce 1997 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (1997) ~ (all_0_658_658 = e23) % 122.74/81.10 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (2673), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2674) all_0_665_665 = e23 % 122.74/81.10 | % 122.74/81.10 | From (2674) and (307) follows: % 122.74/81.10 | (2675) op2(e23, e26) = e21 % 122.74/81.10 | % 122.74/81.10 | From (2674) and (262) follows: % 122.74/81.10 | (2676) op2(e23, e26) = e23 % 122.74/81.10 | % 122.74/81.10 | Instantiating formula (364) with e23, e26, e21, e23 and discharging atoms op2(e23, e26) = e23, op2(e23, e26) = e21, yields: % 122.74/81.10 | (2612) e23 = e21 % 122.74/81.10 | % 122.74/81.10 | Equations (2612) can reduce 896 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2679) ~ (all_0_665_665 = e23) % 122.74/81.10 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (2680), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2627) all_0_672_672 = e23 % 122.74/81.10 | % 122.74/81.10 | Equations (2627) can reduce 2658 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2658) ~ (all_0_672_672 = e23) % 122.74/81.10 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (2684), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2061) all_0_678_678 = e23 % 122.74/81.10 | % 122.74/81.10 | Equations (2061) can reduce 2590 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2590) ~ (all_0_678_678 = e23) % 122.74/81.10 | (2664) all_0_684_684 = e23 % 122.74/81.10 | % 122.74/81.10 | Equations (2664) can reduce 2668 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2690) ~ (all_0_654_654 = e23) % 122.74/81.10 | (2691) all_0_654_654 = e25 % 122.74/81.10 | % 122.74/81.10 | Equations (2691) can reduce 2580 to: % 122.74/81.10 | (1975) $false % 122.74/81.10 | % 122.74/81.10 |-The branch is then unsatisfiable % 122.74/81.10 |-Branch two: % 122.74/81.10 | (2693) ~ (all_0_661_661 = e21) % 122.74/81.10 | (2694) all_0_668_668 = e21 | all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 122.74/81.10 | % 122.74/81.10 +-Applying beta-rule and splitting (330), into two cases. % 122.74/81.10 |-Branch one: % 122.74/81.10 | (2059) all_0_658_658 = e21 % 122.74/81.10 | % 122.74/81.10 | From (2059) and (873) follows: % 122.74/81.11 | (2060) op2(e21, e26) = e23 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 122.74/81.11 | (2061) all_0_678_678 = e23 % 122.74/81.11 | % 122.74/81.11 | From (2061) and (1972) follows: % 122.74/81.11 | (2062) op2(e23, e26) = e24 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 122.74/81.11 | (2063) all_0_665_665 = e24 % 122.74/81.11 | % 122.74/81.11 | Equations (2063) can reduce 2037 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2065) ~ (all_0_658_658 = e21) % 122.74/81.11 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (1760), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2059) all_0_658_658 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2059) can reduce 2065 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2065) ~ (all_0_658_658 = e21) % 122.74/81.11 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (1373), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2707) all_0_674_674 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2707) can reduce 907 to: % 122.74/81.11 | (2131) ~ (all_0_672_672 = e21) % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (36), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2144) all_0_684_684 = e21 % 122.74/81.11 | % 122.74/81.11 | From (2144) and (1299) follows: % 122.74/81.11 | (2145) op2(e21, e26) = e25 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 122.74/81.11 | (2146) all_0_678_678 = e25 % 122.74/81.11 | % 122.74/81.11 | Equations (2146) can reduce 1675 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2271) ~ (all_0_684_684 = e21) % 122.74/81.11 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (2066), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2071) all_0_665_665 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2071) can reduce 1470 to: % 122.74/81.11 | (2072) ~ (all_0_678_678 = e21) % 122.74/81.11 | % 122.74/81.11 | Simplifying 2072 yields: % 122.74/81.11 | (2058) ~ (all_0_678_678 = e21) % 122.74/81.11 | % 122.74/81.11 | From (2071) and (307) follows: % 122.74/81.11 | (2074) op2(e21, e26) = e21 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 122.74/81.11 | (2067) all_0_678_678 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2067) can reduce 2058 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2077) ~ (all_0_665_665 = e21) % 122.74/81.11 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (2136), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2079) all_0_672_672 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2079) can reduce 2131 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2131) ~ (all_0_672_672 = e21) % 122.74/81.11 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (2140), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2067) all_0_678_678 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2067) can reduce 2058 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2058) ~ (all_0_678_678 = e21) % 122.74/81.11 | (2144) all_0_684_684 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2144) can reduce 2271 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2732) ~ (all_0_674_674 = e21) % 122.74/81.11 | (2733) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e20 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (121), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2079) all_0_672_672 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (2079) can reduce 1751 to: % 122.74/81.11 | (2080) ~ (e25 = e21) % 122.74/81.11 | % 122.74/81.11 | Simplifying 2080 yields: % 122.74/81.11 | (1020) ~ (e25 = e21) % 122.74/81.11 | % 122.74/81.11 | From (2079) and (1758) follows: % 122.74/81.11 | (2082) op2(e22, e26) = e21 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (347), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2097) all_0_652_652 = e22 % 122.74/81.11 | % 122.74/81.11 | From (2097) and (602) follows: % 122.74/81.11 | (2098) op2(e22, e26) = e26 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 122.74/81.11 | (1984) e26 = e21 % 122.74/81.11 | % 122.74/81.11 | Equations (1984) can reduce 1656 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2101) ~ (all_0_652_652 = e22) % 122.74/81.11 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (196), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2091) all_0_652_652 = e20 % 122.74/81.11 | % 122.74/81.11 | From (2091) and (602) follows: % 122.74/81.11 | (2092) op2(e20, e26) = e26 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 122.74/81.11 | (2093) all_0_684_684 = e26 % 122.74/81.11 | % 122.74/81.11 | Equations (2093) can reduce 2017 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2095) ~ (all_0_652_652 = e20) % 122.74/81.11 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (930), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2083) all_0_652_652 = e24 % 122.74/81.11 | % 122.74/81.11 | From (2083) and (602) follows: % 122.74/81.11 | (2084) op2(e24, e26) = e26 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 122.74/81.11 | (2085) all_0_658_658 = e26 % 122.74/81.11 | % 122.74/81.11 | From (2085) and (873) follows: % 122.74/81.11 | (2086) op2(e26, e26) = e23 % 122.74/81.11 | % 122.74/81.11 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 122.74/81.11 | (2087) e25 = e23 % 122.74/81.11 | % 122.74/81.11 | Equations (2087) can reduce 1480 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2089) ~ (all_0_652_652 = e24) % 122.74/81.11 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 122.74/81.11 | % 122.74/81.11 +-Applying beta-rule and splitting (1580), into two cases. % 122.74/81.11 |-Branch one: % 122.74/81.11 | (2083) all_0_652_652 = e24 % 122.74/81.11 | % 122.74/81.11 | Equations (2083) can reduce 2089 to: % 122.74/81.11 | (1975) $false % 122.74/81.11 | % 122.74/81.11 |-The branch is then unsatisfiable % 122.74/81.11 |-Branch two: % 122.74/81.11 | (2089) ~ (all_0_652_652 = e24) % 122.74/81.11 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 122.74/81.12 | % 122.74/81.12 +-Applying beta-rule and splitting (673), into two cases. % 122.74/81.12 |-Branch one: % 122.74/81.12 | (2097) all_0_652_652 = e22 % 122.74/81.12 | % 122.74/81.12 | Equations (2097) can reduce 2101 to: % 122.74/81.12 | (1975) $false % 122.74/81.12 | % 122.74/81.12 |-The branch is then unsatisfiable % 122.74/81.12 |-Branch two: % 122.74/81.12 | (2101) ~ (all_0_652_652 = e22) % 122.74/81.12 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 122.74/81.12 | % 122.74/81.12 +-Applying beta-rule and splitting (1225), into two cases. % 122.74/81.12 |-Branch one: % 122.74/81.12 | (2125) all_0_652_652 = e23 % 122.74/81.12 | % 122.74/81.12 | From (2125) and (602) follows: % 122.74/81.12 | (2126) op2(e23, e26) = e26 % 122.74/81.12 | % 122.74/81.12 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 122.74/81.12 | (2127) all_0_665_665 = e26 % 122.74/81.12 | % 122.74/81.12 | From (2127) and (307) follows: % 122.74/81.12 | (2128) op2(e26, e26) = e21 % 122.74/81.12 | % 122.74/81.12 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 122.74/81.12 | (2129) e25 = e21 % 122.74/81.12 | % 122.74/81.12 | Equations (2129) can reduce 1020 to: % 122.74/81.12 | (1975) $false % 122.74/81.12 | % 122.74/81.12 |-The branch is then unsatisfiable % 122.74/81.12 |-Branch two: % 122.74/81.12 | (2209) ~ (all_0_652_652 = e23) % 122.74/81.12 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 122.74/81.12 | % 122.74/81.12 +-Applying beta-rule and splitting (2096), into two cases. % 122.74/81.12 |-Branch one: % 122.74/81.12 | (2107) all_0_652_652 = e26 % 122.74/81.12 | % 122.74/81.12 | Equations (2107) can reduce 1658 to: % 122.74/81.12 | (950) ~ (e26 = e25) % 122.74/81.12 | % 122.74/81.12 | From (2107) and (602) follows: % 122.74/81.12 | (2109) op2(e26, e26) = e26 % 122.74/81.12 | % 122.74/81.12 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 122.74/81.12 | (2110) e26 = e25 % 122.74/81.12 | % 122.74/81.12 | Equations (2110) can reduce 950 to: % 122.74/81.12 | (1975) $false % 122.74/81.12 | % 122.74/81.12 |-The branch is then unsatisfiable % 122.74/81.12 |-Branch two: % 122.74/81.12 | (2112) ~ (all_0_652_652 = e26) % 122.74/81.12 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.74/81.12 | % 122.74/81.12 +-Applying beta-rule and splitting (2117), into two cases. % 122.74/81.12 |-Branch one: % 122.74/81.12 | (2083) all_0_652_652 = e24 % 122.74/81.12 | % 122.74/81.12 | Equations (2083) can reduce 2089 to: % 122.74/81.12 | (1975) $false % 122.74/81.12 | % 122.74/81.12 |-The branch is then unsatisfiable % 122.74/81.12 |-Branch two: % 122.74/81.12 | (2089) ~ (all_0_652_652 = e24) % 122.74/81.12 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 122.74/81.12 | % 122.74/81.12 +-Applying beta-rule and splitting (2121), into two cases. % 122.74/81.12 |-Branch one: % 122.74/81.12 | (2097) all_0_652_652 = e22 % 122.74/81.12 | % 122.74/81.12 | Equations (2097) can reduce 2101 to: % 122.74/81.12 | (1975) $false % 122.74/81.12 | % 122.74/81.12 |-The branch is then unsatisfiable % 122.74/81.12 |-Branch two: % 122.74/81.12 | (2101) ~ (all_0_652_652 = e22) % 122.74/81.12 | (2125) all_0_652_652 = e23 % 122.74/81.12 | % 122.74/81.12 | Equations (2125) can reduce 2209 to: % 122.74/81.12 | (1975) $false % 122.74/81.12 | % 122.74/81.12 |-The branch is then unsatisfiable % 122.74/81.12 |-Branch two: % 122.74/81.12 | (2131) ~ (all_0_672_672 = e21) % 122.74/81.12 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 122.74/81.12 | % 122.74/81.12 +-Applying beta-rule and splitting (502), into two cases. % 122.74/81.12 |-Branch one: % 122.74/81.12 | (2792) all_0_676_676 = e21 % 122.74/81.12 | % 122.74/81.12 | Equations (2792) can reduce 780 to: % 122.74/81.12 | (252) ~ (all_0_656_656 = e21) % 122.74/81.12 | % 122.74/81.12 | Equations (2792) can reduce 513 to: % 122.74/81.12 | (2374) ~ (all_0_663_663 = e21) % 122.74/81.12 | % 122.74/81.12 | Equations (2792) can reduce 325 to: % 122.74/81.12 | (2795) ~ (all_0_670_670 = e21) % 122.74/81.12 | % 122.74/81.12 | Equations (2792) can reduce 1539 to: % 122.74/81.12 | (2131) ~ (all_0_672_672 = e21) % 122.74/81.12 | % 122.74/81.12 | Equations (2792) can reduce 1363 to: % 122.74/81.12 | (2732) ~ (all_0_674_674 = e21) % 122.74/81.12 | % 122.74/81.12 | Equations (2792) can reduce 1236 to: % 122.74/81.12 | (2798) ~ (all_0_689_689 = e21) % 122.74/81.12 | % 122.74/81.12 | Simplifying 2798 yields: % 122.74/81.12 | (2799) ~ (all_0_689_689 = e21) % 122.74/81.12 | % 122.74/81.12 | From (2792) and (1572) follows: % 122.74/81.12 | (2800) op2(e21, e22) = all_0_639_639 % 122.74/81.12 | % 122.74/81.12 | From (2792) and (465) follows: % 122.74/81.12 | (2801) op2(e21, e21) = e25 % 122.74/81.12 | % 122.74/81.12 | Instantiating formula (364) with e21, e22, all_0_639_639, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_639_639, op2(e21, e22) = all_0_681_681, yields: % 122.74/81.12 | (2802) all_0_639_639 = all_0_681_681 % 122.74/81.12 | % 122.74/81.12 | Instantiating formula (364) with e21, e21, e25, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_682_682, op2(e21, e21) = e25, yields: % 122.74/81.12 | (2803) all_0_682_682 = e25 % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 580 to: % 122.74/81.12 | (2279) ~ (all_0_656_656 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 146 to: % 122.74/81.12 | (2805) ~ (all_0_663_663 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 1665 to: % 122.74/81.12 | (2806) ~ (all_0_670_670 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 298 to: % 122.74/81.12 | (1675) ~ (all_0_678_678 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 326 to: % 122.74/81.12 | (2808) ~ (all_0_679_679 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 764 to: % 122.74/81.12 | (2809) ~ (all_0_680_680 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 732 to: % 122.74/81.12 | (2810) ~ (all_0_689_689 = e25) % 122.74/81.12 | % 122.74/81.12 | Simplifying 2810 yields: % 122.74/81.12 | (2811) ~ (all_0_689_689 = e25) % 122.74/81.12 | % 122.74/81.12 | Equations (2803) can reduce 1018 to: % 122.74/81.12 | (1480) ~ (e25 = e23) % 122.74/81.12 | % 122.74/81.12 | From (2803) and (720) follows: % 122.74/81.12 | (2813) op2(all_0_579_579, e25) = all_0_71_71 % 122.74/81.12 | % 122.74/81.12 | From (2803) and (1221) follows: % 122.74/81.12 | (2814) op2(all_0_580_580, e25) = all_0_85_85 % 122.74/81.12 | % 122.74/81.12 | From (2803) and (1756) follows: % 122.74/81.13 | (2815) op2(all_0_599_599, e25) = all_0_451_451 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (898) follows: % 122.74/81.13 | (2816) op2(all_0_600_600, e25) = all_0_599_599 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (1043) follows: % 122.74/81.13 | (2817) op2(all_0_601_601, e25) = all_0_477_477 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (1907) follows: % 122.74/81.13 | (2818) op2(all_0_640_640, e25) = all_0_98_98 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (1283) follows: % 122.74/81.13 | (2819) op2(all_0_656_656, e25) = all_0_125_125 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (1795) follows: % 122.74/81.13 | (2820) op2(e25, all_0_600_600) = all_0_417_417 % 122.74/81.13 | % 122.74/81.13 | From (2803)(2803) and (1059) follows: % 122.74/81.13 | (2821) op2(e25, e25) = all_0_600_600 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (1391) follows: % 122.74/81.13 | (2822) op2(e25, e25) = all_0_102_102 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (281) follows: % 122.74/81.13 | (2823) op2(e25, e21) = all_0_640_640 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (553) follows: % 122.74/81.13 | (2824) op2(e25, e25) = all_0_580_580 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (213) follows: % 122.74/81.13 | (2825) op2(e21, e25) = all_0_601_601 % 122.74/81.13 | % 122.74/81.13 | From (2802) and (2800) follows: % 122.74/81.13 | (530) op2(e21, e22) = all_0_681_681 % 122.74/81.13 | % 122.74/81.13 | From (2803) and (1322) follows: % 122.74/81.13 | (2801) op2(e21, e21) = e25 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with all_0_579_579, e25, all_0_71_71, all_0_61_61 and discharging atoms op2(all_0_579_579, e25) = all_0_61_61, op2(all_0_579_579, e25) = all_0_71_71, yields: % 122.74/81.13 | (2828) all_0_61_61 = all_0_71_71 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with all_0_656_656, e25, all_0_125_125, all_0_636_636 and discharging atoms op2(all_0_656_656, e25) = all_0_125_125, op2(all_0_656_656, e25) = all_0_636_636, yields: % 122.74/81.13 | (2829) all_0_125_125 = all_0_636_636 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with e25, e25, all_0_102_102, e21 and discharging atoms op2(e25, e25) = all_0_102_102, op2(e25, e25) = e21, yields: % 122.74/81.13 | (2830) all_0_102_102 = e21 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with e25, e25, all_0_580_580, all_0_102_102 and discharging atoms op2(e25, e25) = all_0_102_102, op2(e25, e25) = all_0_580_580, yields: % 122.74/81.13 | (2831) all_0_102_102 = all_0_580_580 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with e25, e25, all_0_600_600, all_0_580_580 and discharging atoms op2(e25, e25) = all_0_580_580, op2(e25, e25) = all_0_600_600, yields: % 122.74/81.13 | (2832) all_0_580_580 = all_0_600_600 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with e25, e21, all_0_640_640, all_0_656_656 and discharging atoms op2(e25, e21) = all_0_640_640, op2(e25, e21) = all_0_656_656, yields: % 122.74/81.13 | (2833) all_0_640_640 = all_0_656_656 % 122.74/81.13 | % 122.74/81.13 | Instantiating formula (364) with e21, e25, all_0_601_601, e22 and discharging atoms op2(e21, e25) = all_0_601_601, op2(e21, e25) = e22, yields: % 122.74/81.13 | (2834) all_0_601_601 = e22 % 122.74/81.13 | % 122.74/81.13 | Combining equations (2831,2830) yields a new equation: % 122.74/81.13 | (2835) all_0_580_580 = e21 % 122.74/81.13 | % 122.74/81.13 | Simplifying 2835 yields: % 122.74/81.13 | (2836) all_0_580_580 = e21 % 122.74/81.13 | % 122.74/81.13 | Combining equations (2832,2836) yields a new equation: % 122.74/81.13 | (2837) all_0_600_600 = e21 % 122.74/81.13 | % 122.74/81.13 | Simplifying 2837 yields: % 122.74/81.13 | (2838) all_0_600_600 = e21 % 122.74/81.13 | % 122.74/81.13 | From (2836) and (67) follows: % 122.74/81.13 | (2839) op2(all_0_579_579, e21) = all_0_67_67 % 122.74/81.13 | % 122.74/81.13 | From (2828) and (694) follows: % 122.74/81.13 | (2813) op2(all_0_579_579, e25) = all_0_71_71 % 122.74/81.13 | % 122.74/81.13 | From (2836)(2836) and (1173) follows: % 122.74/81.13 | (2841) op2(e21, e21) = all_0_81_81 % 122.74/81.13 | % 122.74/81.13 | From (2836) and (2814) follows: % 122.74/81.13 | (2842) op2(e21, e25) = all_0_85_85 % 122.74/81.13 | % 122.74/81.13 | From (2836) and (312) follows: % 122.74/81.13 | (2843) op2(e21, e21) = all_0_77_77 % 122.74/81.13 | % 122.74/81.13 | From (2838) and (754) follows: % 122.74/81.13 | (2844) op2(e21, all_0_597_597) = all_0_465_465 % 122.74/81.13 | % 122.74/81.13 | From (2838) and (1063) follows: % 122.74/81.13 | (2845) op2(e21, all_0_599_599) = all_0_469_469 % 122.74/81.13 | % 122.74/81.13 | From (2838)(2838) and (470) follows: % 122.74/81.14 | (2846) op2(e21, e21) = all_0_471_471 % 122.74/81.14 | % 122.74/81.14 | From (2838)(2834) and (75) follows: % 122.74/81.14 | (2847) op2(e21, e22) = all_0_473_473 % 122.74/81.14 | % 122.74/81.14 | From (2838) and (2816) follows: % 122.74/81.14 | (2848) op2(e21, e25) = all_0_599_599 % 122.74/81.14 | % 122.74/81.14 | From (2838) and (589) follows: % 122.74/81.14 | (2849) op2(e21, e21) = all_0_462_462 % 122.74/81.14 | % 122.74/81.14 | From (2834) and (1621) follows: % 122.74/81.14 | (2850) op2(e22, all_0_598_598) = all_0_481_481 % 122.74/81.14 | % 122.74/81.14 | From (2834) and (2817) follows: % 122.74/81.14 | (2851) op2(e22, e25) = all_0_477_477 % 122.74/81.14 | % 122.74/81.14 | From (2833)(2836) and (1905) follows: % 122.74/81.14 | (2852) op2(all_0_656_656, e21) = all_0_94_94 % 122.74/81.14 | % 122.74/81.14 | From (2833) and (2818) follows: % 122.74/81.14 | (2853) op2(all_0_656_656, e25) = all_0_98_98 % 122.74/81.14 | % 122.74/81.14 | From (2833) and (1415) follows: % 122.74/81.14 | (2854) op2(all_0_656_656, e21) = e21 % 122.74/81.14 | % 122.74/81.14 | From (2836) and (132) follows: % 122.74/81.14 | (2855) op2(all_0_656_656, e21) = all_0_121_121 % 122.74/81.14 | % 122.74/81.14 | From (2829) and (2819) follows: % 122.74/81.14 | (897) op2(all_0_656_656, e25) = all_0_636_636 % 122.74/81.14 | % 122.74/81.14 | From (2836) and (91) follows: % 122.74/81.14 | (2857) op2(e25, e21) = all_0_579_579 % 122.74/81.14 | % 122.74/81.14 | From (2838) and (2820) follows: % 122.74/81.14 | (2858) op2(e25, e21) = all_0_417_417 % 122.74/81.14 | % 122.74/81.14 | From (2833) and (2823) follows: % 122.74/81.14 | (254) op2(e25, e21) = all_0_656_656 % 122.74/81.14 | % 122.74/81.14 | From (2836) and (275) follows: % 122.74/81.14 | (2860) op2(e21, e21) = all_0_53_53 % 122.74/81.14 | % 122.74/81.14 | From (2838) and (587) follows: % 122.74/81.14 | (2861) op2(e21, e21) = all_0_598_598 % 122.74/81.14 | % 122.74/81.14 | From (2834) and (263) follows: % 122.74/81.14 | (2862) op2(e21, e22) = all_0_406_406 % 122.74/81.14 | % 122.74/81.14 | From (2834) and (2825) follows: % 122.74/81.14 | (1484) op2(e21, e25) = e22 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with all_0_656_656, e25, all_0_98_98, all_0_636_636 and discharging atoms op2(all_0_656_656, e25) = all_0_98_98, op2(all_0_656_656, e25) = all_0_636_636, yields: % 122.74/81.14 | (2864) all_0_98_98 = all_0_636_636 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with all_0_656_656, e21, all_0_94_94, all_0_117_117 and discharging atoms op2(all_0_656_656, e21) = all_0_94_94, op2(all_0_656_656, e21) = all_0_117_117, yields: % 122.74/81.14 | (2865) all_0_94_94 = all_0_117_117 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with all_0_656_656, e21, all_0_121_121, all_0_94_94 and discharging atoms op2(all_0_656_656, e21) = all_0_94_94, op2(all_0_656_656, e21) = all_0_121_121, yields: % 122.74/81.14 | (2866) all_0_94_94 = all_0_121_121 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with all_0_656_656, e21, e21, all_0_117_117 and discharging atoms op2(all_0_656_656, e21) = all_0_117_117, op2(all_0_656_656, e21) = e21, yields: % 122.74/81.14 | (2867) all_0_117_117 = e21 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e25, e21, all_0_417_417, all_0_656_656 and discharging atoms op2(e25, e21) = all_0_417_417, op2(e25, e21) = all_0_656_656, yields: % 122.74/81.14 | (2868) all_0_417_417 = all_0_656_656 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e25, e21, all_0_579_579, all_0_417_417 and discharging atoms op2(e25, e21) = all_0_417_417, op2(e25, e21) = all_0_579_579, yields: % 122.74/81.14 | (2869) all_0_417_417 = all_0_579_579 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e22, e25, all_0_477_477, e25 and discharging atoms op2(e22, e25) = all_0_477_477, op2(e22, e25) = e25, yields: % 122.74/81.14 | (2870) all_0_477_477 = e25 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e21, all_0_597_597, all_0_465_465, all_0_400_400 and discharging atoms op2(e21, all_0_597_597) = all_0_400_400, op2(e21, all_0_597_597) = all_0_465_465, yields: % 122.74/81.14 | (2871) all_0_400_400 = all_0_465_465 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e21, e25, all_0_85_85, e22 and discharging atoms op2(e21, e25) = all_0_85_85, op2(e21, e25) = e22, yields: % 122.74/81.14 | (2872) all_0_85_85 = e22 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e21, e25, all_0_599_599, all_0_85_85 and discharging atoms op2(e21, e25) = all_0_85_85, op2(e21, e25) = all_0_599_599, yields: % 122.74/81.14 | (2873) all_0_85_85 = all_0_599_599 % 122.74/81.14 | % 122.74/81.14 | Instantiating formula (364) with e21, e22, all_0_406_406, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_406_406, op2(e21, e22) = all_0_681_681, yields: % 122.74/81.15 | (2874) all_0_406_406 = all_0_681_681 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e22, all_0_473_473, all_0_406_406 and discharging atoms op2(e21, e22) = all_0_406_406, op2(e21, e22) = all_0_473_473, yields: % 122.74/81.15 | (2875) all_0_406_406 = all_0_473_473 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e21, all_0_77_77, all_0_53_53 and discharging atoms op2(e21, e21) = all_0_53_53, op2(e21, e21) = all_0_77_77, yields: % 122.74/81.15 | (2876) all_0_53_53 = all_0_77_77 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e21, all_0_81_81, all_0_77_77 and discharging atoms op2(e21, e21) = all_0_77_77, op2(e21, e21) = all_0_81_81, yields: % 122.74/81.15 | (2877) all_0_77_77 = all_0_81_81 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e21, all_0_462_462, all_0_77_77 and discharging atoms op2(e21, e21) = all_0_77_77, op2(e21, e21) = all_0_462_462, yields: % 122.74/81.15 | (2878) all_0_77_77 = all_0_462_462 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e21, all_0_471_471, e25 and discharging atoms op2(e21, e21) = all_0_471_471, op2(e21, e21) = e25, yields: % 122.74/81.15 | (2879) all_0_471_471 = e25 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e21, all_0_471_471, all_0_462_462 and discharging atoms op2(e21, e21) = all_0_462_462, op2(e21, e21) = all_0_471_471, yields: % 122.74/81.15 | (2880) all_0_462_462 = all_0_471_471 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with e21, e21, all_0_598_598, all_0_53_53 and discharging atoms op2(e21, e21) = all_0_53_53, op2(e21, e21) = all_0_598_598, yields: % 122.74/81.15 | (2881) all_0_53_53 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2876,2881) yields a new equation: % 122.74/81.15 | (2882) all_0_77_77 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Simplifying 2882 yields: % 122.74/81.15 | (2883) all_0_77_77 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2878,2877) yields a new equation: % 122.74/81.15 | (2884) all_0_81_81 = all_0_462_462 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2883,2877) yields a new equation: % 122.74/81.15 | (2885) all_0_81_81 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2884,2885) yields a new equation: % 122.74/81.15 | (2886) all_0_462_462 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Simplifying 2886 yields: % 122.74/81.15 | (2887) all_0_462_462 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2872,2873) yields a new equation: % 122.74/81.15 | (2888) all_0_599_599 = e22 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2865,2866) yields a new equation: % 122.74/81.15 | (2889) all_0_117_117 = all_0_121_121 % 122.74/81.15 | % 122.74/81.15 | Simplifying 2889 yields: % 122.74/81.15 | (2890) all_0_117_117 = all_0_121_121 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2867,2890) yields a new equation: % 122.74/81.15 | (2891) all_0_121_121 = e21 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2874,2875) yields a new equation: % 122.74/81.15 | (2892) all_0_473_473 = all_0_681_681 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2869,2868) yields a new equation: % 122.74/81.15 | (2893) all_0_579_579 = all_0_656_656 % 122.74/81.15 | % 122.74/81.15 | Simplifying 2893 yields: % 122.74/81.15 | (2894) all_0_579_579 = all_0_656_656 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2880,2887) yields a new equation: % 122.74/81.15 | (2895) all_0_471_471 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Simplifying 2895 yields: % 122.74/81.15 | (2896) all_0_471_471 = all_0_598_598 % 122.74/81.15 | % 122.74/81.15 | Combining equations (2896,2879) yields a new equation: % 122.74/81.15 | (2897) all_0_598_598 = e25 % 122.74/81.15 | % 122.74/81.15 | Simplifying 2897 yields: % 122.74/81.15 | (2898) all_0_598_598 = e25 % 122.74/81.15 | % 122.74/81.15 | From (2894) and (2813) follows: % 122.74/81.15 | (2899) op2(all_0_656_656, e25) = all_0_71_71 % 122.74/81.15 | % 122.74/81.15 | From (2894) and (2839) follows: % 122.74/81.15 | (2900) op2(all_0_656_656, e21) = all_0_67_67 % 122.74/81.15 | % 122.74/81.15 | From (2898) and (1669) follows: % 122.74/81.15 | (2901) op2(all_0_597_597, e25) = all_0_427_427 % 122.74/81.15 | % 122.74/81.15 | From (2888)(2898) and (1188) follows: % 122.74/81.15 | (2902) op2(e22, e25) = all_0_454_454 % 122.74/81.15 | % 122.74/81.15 | From (2888) and (2815) follows: % 122.74/81.15 | (2903) op2(e22, e25) = all_0_451_451 % 122.74/81.15 | % 122.74/81.15 | From (2864) and (2853) follows: % 122.74/81.15 | (897) op2(all_0_656_656, e25) = all_0_636_636 % 122.74/81.15 | % 122.74/81.15 | From (2891) and (2855) follows: % 122.74/81.15 | (2854) op2(all_0_656_656, e21) = e21 % 122.74/81.15 | % 122.74/81.15 | From (2898) and (2850) follows: % 122.74/81.15 | (2906) op2(e22, e25) = all_0_481_481 % 122.74/81.15 | % 122.74/81.15 | From (2870) and (2851) follows: % 122.74/81.15 | (1664) op2(e22, e25) = e25 % 122.74/81.15 | % 122.74/81.15 | From (2871) and (1168) follows: % 122.74/81.15 | (2844) op2(e21, all_0_597_597) = all_0_465_465 % 122.74/81.15 | % 122.74/81.15 | From (2898) and (711) follows: % 122.74/81.15 | (2909) op2(e21, e25) = all_0_597_597 % 122.74/81.15 | % 122.74/81.15 | From (2888) and (2845) follows: % 122.74/81.15 | (2910) op2(e21, e22) = all_0_469_469 % 122.74/81.15 | % 122.74/81.15 | From (2888) and (2848) follows: % 122.74/81.15 | (1484) op2(e21, e25) = e22 % 122.74/81.15 | % 122.74/81.15 | From (2892) and (2847) follows: % 122.74/81.15 | (530) op2(e21, e22) = all_0_681_681 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with all_0_656_656, e25, all_0_71_71, all_0_636_636 and discharging atoms op2(all_0_656_656, e25) = all_0_71_71, op2(all_0_656_656, e25) = all_0_636_636, yields: % 122.74/81.15 | (2913) all_0_71_71 = all_0_636_636 % 122.74/81.15 | % 122.74/81.15 | Instantiating formula (364) with all_0_656_656, e21, all_0_67_67, e21 and discharging atoms op2(all_0_656_656, e21) = all_0_67_67, op2(all_0_656_656, e21) = e21, yields: % 122.74/81.16 | (2914) all_0_67_67 = e21 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e22, e25, all_0_451_451, e25 and discharging atoms op2(e22, e25) = all_0_451_451, op2(e22, e25) = e25, yields: % 122.74/81.16 | (2915) all_0_451_451 = e25 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e22, e25, all_0_454_454, all_0_451_451 and discharging atoms op2(e22, e25) = all_0_451_451, op2(e22, e25) = all_0_454_454, yields: % 122.74/81.16 | (2916) all_0_451_451 = all_0_454_454 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e22, e25, all_0_481_481, all_0_454_454 and discharging atoms op2(e22, e25) = all_0_454_454, op2(e22, e25) = all_0_481_481, yields: % 122.74/81.16 | (2917) all_0_454_454 = all_0_481_481 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e21, e25, all_0_597_597, e22 and discharging atoms op2(e21, e25) = all_0_597_597, op2(e21, e25) = e22, yields: % 122.74/81.16 | (2918) all_0_597_597 = e22 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e21, e22, all_0_469_469, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_469_469, op2(e21, e22) = all_0_681_681, yields: % 122.74/81.16 | (2919) all_0_469_469 = all_0_681_681 % 122.74/81.16 | % 122.74/81.16 | Combining equations (2916,2915) yields a new equation: % 122.74/81.16 | (2920) all_0_454_454 = e25 % 122.74/81.16 | % 122.74/81.16 | Simplifying 2920 yields: % 122.74/81.16 | (2921) all_0_454_454 = e25 % 122.74/81.16 | % 122.74/81.16 | Combining equations (2921,2917) yields a new equation: % 122.74/81.16 | (2922) all_0_481_481 = e25 % 122.74/81.16 | % 122.74/81.16 | From (2918) and (2901) follows: % 122.74/81.16 | (2923) op2(e22, e25) = all_0_427_427 % 122.74/81.16 | % 122.74/81.16 | From (2913) and (2899) follows: % 122.74/81.16 | (897) op2(all_0_656_656, e25) = all_0_636_636 % 122.74/81.16 | % 122.74/81.16 | From (2914) and (2900) follows: % 122.74/81.16 | (2854) op2(all_0_656_656, e21) = e21 % 122.74/81.16 | % 122.74/81.16 | From (2922) and (2906) follows: % 122.74/81.16 | (1664) op2(e22, e25) = e25 % 122.74/81.16 | % 122.74/81.16 | From (2918) and (2844) follows: % 122.74/81.16 | (2927) op2(e21, e22) = all_0_465_465 % 122.74/81.16 | % 122.74/81.16 | From (2918) and (2909) follows: % 122.74/81.16 | (1484) op2(e21, e25) = e22 % 122.74/81.16 | % 122.74/81.16 | From (2919) and (2910) follows: % 122.74/81.16 | (530) op2(e21, e22) = all_0_681_681 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e22, e25, all_0_427_427, e25 and discharging atoms op2(e22, e25) = all_0_427_427, op2(e22, e25) = e25, yields: % 122.74/81.16 | (2930) all_0_427_427 = e25 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e21, e22, all_0_465_465, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_465_465, op2(e21, e22) = all_0_681_681, yields: % 122.74/81.16 | (2931) all_0_465_465 = all_0_681_681 % 122.74/81.16 | % 122.74/81.16 | From (2930) and (2923) follows: % 122.74/81.16 | (1664) op2(e22, e25) = e25 % 122.74/81.16 | % 122.74/81.16 | From (2931) and (2927) follows: % 122.74/81.16 | (530) op2(e21, e22) = all_0_681_681 % 122.74/81.16 | % 122.74/81.16 +-Applying beta-rule and splitting (886), into two cases. % 122.74/81.16 |-Branch one: % 122.74/81.16 | (2391) all_0_670_670 = e21 % 122.74/81.16 | % 122.74/81.16 | Equations (2391) can reduce 2795 to: % 122.74/81.16 | (1975) $false % 122.74/81.16 | % 122.74/81.16 |-The branch is then unsatisfiable % 122.74/81.16 |-Branch two: % 122.74/81.16 | (2795) ~ (all_0_670_670 = e21) % 122.74/81.16 | (2937) all_0_670_670 = e26 | all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 | all_0_670_670 = e20 % 122.74/81.16 | % 122.74/81.16 +-Applying beta-rule and splitting (126), into two cases. % 122.74/81.16 |-Branch one: % 122.74/81.16 | (2938) all_0_689_689 = e21 % 122.74/81.16 | % 122.74/81.16 | Equations (2938) can reduce 2799 to: % 122.74/81.16 | (1975) $false % 122.74/81.16 | % 122.74/81.16 |-The branch is then unsatisfiable % 122.74/81.16 |-Branch two: % 122.74/81.16 | (2799) ~ (all_0_689_689 = e21) % 122.74/81.16 | (2941) all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 | all_0_689_689 = e20 % 122.74/81.16 | % 122.74/81.16 +-Applying beta-rule and splitting (543), into two cases. % 122.74/81.16 |-Branch one: % 122.74/81.16 | (2942) all_0_672_672 = e24 % 122.74/81.16 | % 122.74/81.16 | Equations (2942) can reduce 1537 to: % 122.74/81.16 | (2089) ~ (all_0_652_652 = e24) % 122.74/81.16 | % 122.74/81.16 | Equations (2942) can reduce 904 to: % 122.74/81.16 | (2944) ~ (all_0_658_658 = e24) % 122.74/81.16 | % 122.74/81.16 | Equations (2942) can reduce 1116 to: % 122.74/81.16 | (2945) ~ (all_0_678_678 = e24) % 122.74/81.16 | % 122.74/81.16 | Simplifying 2945 yields: % 122.74/81.16 | (2946) ~ (all_0_678_678 = e24) % 122.74/81.16 | % 122.74/81.16 | Equations (2942) can reduce 1751 to: % 122.74/81.16 | (2947) ~ (e25 = e24) % 122.74/81.16 | % 122.74/81.16 | Simplifying 2947 yields: % 122.74/81.16 | (169) ~ (e25 = e24) % 122.74/81.16 | % 122.74/81.16 | Equations (2942) can reduce 2131 to: % 122.74/81.16 | (149) ~ (e24 = e21) % 122.74/81.16 | % 122.74/81.16 | From (2942) and (652) follows: % 122.74/81.16 | (2950) op2(e24, e22) = all_0_610_610 % 122.74/81.16 | % 122.74/81.16 | From (2942) and (1758) follows: % 122.74/81.16 | (2951) op2(e22, e26) = e24 % 122.74/81.16 | % 122.74/81.16 | Instantiating formula (364) with e24, e22, all_0_610_610, all_0_662_662 and discharging atoms op2(e24, e22) = all_0_610_610, op2(e24, e22) = all_0_662_662, yields: % 122.74/81.16 | (2952) all_0_610_610 = all_0_662_662 % 122.74/81.16 | % 122.74/81.16 | From (2952) and (1592) follows: % 122.74/81.16 | (2953) op2(all_0_662_662, e22) = e26 % 122.74/81.16 | % 122.74/81.16 | From (2952) and (2950) follows: % 122.74/81.16 | (1655) op2(e24, e22) = all_0_662_662 % 122.74/81.16 | % 122.74/81.16 +-Applying beta-rule and splitting (1410), into two cases. % 122.74/81.16 |-Branch one: % 122.74/81.16 | (2955) all_0_678_678 = e24 % 122.74/81.16 | % 122.74/81.17 | Equations (2955) can reduce 2946 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2946) ~ (all_0_678_678 = e24) % 122.74/81.17 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (340), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2059) all_0_658_658 = e21 % 122.74/81.17 | % 122.74/81.17 | Equations (2059) can reduce 2065 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2065) ~ (all_0_658_658 = e21) % 122.74/81.17 | (2962) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 | all_0_658_658 = e20 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (930), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2083) all_0_652_652 = e24 % 122.74/81.17 | % 122.74/81.17 | Equations (2083) can reduce 2089 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2089) ~ (all_0_652_652 = e24) % 122.74/81.17 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (1691), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2246) all_0_656_656 = e20 % 122.74/81.17 | % 122.74/81.17 | From (2246) and (2854) follows: % 122.74/81.17 | (2968) op2(e20, e21) = e21 % 122.74/81.17 | % 122.74/81.17 | Instantiating formula (364) with e20, e21, e21, all_0_689_689 and discharging atoms op2(e20, e21) = all_0_689_689, op2(e20, e21) = e21, yields: % 122.74/81.17 | (2938) all_0_689_689 = e21 % 122.74/81.17 | % 122.74/81.17 | Equations (2938) can reduce 2799 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2254) ~ (all_0_656_656 = e20) % 122.74/81.17 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (1600), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2246) all_0_656_656 = e20 % 122.74/81.17 | % 122.74/81.17 | Equations (2246) can reduce 2254 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2254) ~ (all_0_656_656 = e20) % 122.74/81.17 | (2976) all_0_663_663 = e20 | all_0_670_670 = e20 | all_0_676_676 = e20 | all_0_682_682 = e20 | all_0_689_689 = e20 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (177), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2157) all_0_656_656 = e22 % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 1243 to: % 122.74/81.17 | (2101) ~ (all_0_652_652 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 1852 to: % 122.74/81.17 | (2614) ~ (all_0_654_654 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 269 to: % 122.74/81.17 | (2980) ~ (all_0_657_657 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 2980 yields: % 122.74/81.17 | (2981) ~ (all_0_657_657 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 1102 to: % 122.74/81.17 | (2982) ~ (all_0_663_663 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 2982 yields: % 122.74/81.17 | (2983) ~ (all_0_663_663 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 681 to: % 122.74/81.17 | (2984) ~ (all_0_670_670 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 2984 yields: % 122.74/81.17 | (2985) ~ (all_0_670_670 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 568 to: % 122.74/81.17 | (2986) ~ (all_0_689_689 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 2986 yields: % 122.74/81.17 | (2987) ~ (all_0_689_689 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 2279 to: % 122.74/81.17 | (2988) ~ (e25 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 2988 yields: % 122.74/81.17 | (1558) ~ (e25 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 1208 to: % 122.74/81.17 | (2990) ~ (e23 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 2990 yields: % 122.74/81.17 | (894) ~ (e23 = e22) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 252 to: % 122.74/81.17 | (359) ~ (e22 = e21) % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 2254 to: % 122.74/81.17 | (959) ~ (e22 = e20) % 122.74/81.17 | % 122.74/81.17 | From (2157) and (897) follows: % 122.74/81.17 | (2994) op2(e22, e25) = all_0_636_636 % 122.74/81.17 | % 122.74/81.17 | Instantiating formula (364) with e22, e25, all_0_636_636, e25 and discharging atoms op2(e22, e25) = all_0_636_636, op2(e22, e25) = e25, yields: % 122.74/81.17 | (2995) all_0_636_636 = e25 % 122.74/81.17 | % 122.74/81.17 | From (2995) and (166) follows: % 122.74/81.17 | (1547) op2(e25, e25) = e21 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (984), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2315) all_0_656_656 = e26 % 122.74/81.17 | % 122.74/81.17 | Combining equations (2315,2157) yields a new equation: % 122.74/81.17 | (2998) e26 = e22 % 122.74/81.17 | % 122.74/81.17 | Simplifying 2998 yields: % 122.74/81.17 | (2999) e26 = e22 % 122.74/81.17 | % 122.74/81.17 | Equations (2999) can reduce 792 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2326) ~ (all_0_656_656 = e26) % 122.74/81.17 | (2523) all_0_663_663 = e26 | all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (347), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2097) all_0_652_652 = e22 % 122.74/81.17 | % 122.74/81.17 | Equations (2097) can reduce 2101 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2101) ~ (all_0_652_652 = e22) % 122.74/81.17 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (408), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2328) all_0_656_656 = e24 % 122.74/81.17 | % 122.74/81.17 | Combining equations (2328,2157) yields a new equation: % 122.74/81.17 | (3008) e24 = e22 % 122.74/81.17 | % 122.74/81.17 | Simplifying 3008 yields: % 122.74/81.17 | (3009) e24 = e22 % 122.74/81.17 | % 122.74/81.17 | Equations (3009) can reduce 784 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2312) ~ (all_0_656_656 = e24) % 122.74/81.17 | (3012) all_0_663_663 = e24 | all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 122.74/81.17 | % 122.74/81.17 | Equations (2157) can reduce 2312 to: % 122.74/81.17 | (3013) ~ (e24 = e22) % 122.74/81.17 | % 122.74/81.17 | Simplifying 3013 yields: % 122.74/81.17 | (784) ~ (e24 = e22) % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (196), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2091) all_0_652_652 = e20 % 122.74/81.17 | % 122.74/81.17 | From (2091) and (602) follows: % 122.74/81.17 | (2092) op2(e20, e26) = e26 % 122.74/81.17 | % 122.74/81.17 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 122.74/81.17 | (2093) all_0_684_684 = e26 % 122.74/81.17 | % 122.74/81.17 | Equations (2093) can reduce 2017 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2095) ~ (all_0_652_652 = e20) % 122.74/81.17 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (1747), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2150) all_0_663_663 = e21 % 122.74/81.17 | % 122.74/81.17 | Equations (2150) can reduce 2374 to: % 122.74/81.17 | (1975) $false % 122.74/81.17 | % 122.74/81.17 |-The branch is then unsatisfiable % 122.74/81.17 |-Branch two: % 122.74/81.17 | (2374) ~ (all_0_663_663 = e21) % 122.74/81.17 | (3024) all_0_663_663 = e26 | all_0_663_663 = e25 | all_0_663_663 = e24 | all_0_663_663 = e22 | all_0_663_663 = e20 % 122.74/81.17 | % 122.74/81.17 +-Applying beta-rule and splitting (1718), into two cases. % 122.74/81.17 |-Branch one: % 122.74/81.17 | (2608) all_0_654_654 = e22 % 122.74/81.17 | % 122.74/81.18 | Equations (2608) can reduce 2614 to: % 122.74/81.18 | (1975) $false % 122.74/81.18 | % 122.74/81.18 |-The branch is then unsatisfiable % 122.74/81.18 |-Branch two: % 122.74/81.18 | (2614) ~ (all_0_654_654 = e22) % 122.74/81.18 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 122.74/81.18 | % 122.74/81.18 +-Applying beta-rule and splitting (1006), into two cases. % 122.74/81.18 |-Branch one: % 122.74/81.18 | (2600) all_0_654_654 = e20 % 122.74/81.18 | % 122.74/81.18 | From (2600) and (1559) follows: % 122.74/81.18 | (2601) op2(e20, e25) = all_0_623_623 % 122.74/81.18 | % 122.74/81.18 | Instantiating formula (364) with e20, e25, all_0_623_623, e26 and discharging atoms op2(e20, e25) = all_0_623_623, op2(e20, e25) = e26, yields: % 122.74/81.18 | (2602) all_0_623_623 = e26 % 122.74/81.18 | % 122.74/81.18 | From (2602) and (65) follows: % 122.74/81.18 | (2603) op2(e26, e25) = e23 % 122.74/81.18 | % 122.74/81.18 | Instantiating formula (364) with e26, e25, e23, e20 and discharging atoms op2(e26, e25) = e23, op2(e26, e25) = e20, yields: % 122.74/81.18 | (2604) e23 = e20 % 122.74/81.18 | % 122.74/81.18 | Equations (2604) can reduce 581 to: % 122.74/81.18 | (1975) $false % 122.74/81.18 | % 122.74/81.18 |-The branch is then unsatisfiable % 122.74/81.18 |-Branch two: % 122.74/81.18 | (2606) ~ (all_0_654_654 = e20) % 122.74/81.18 | (2607) all_0_654_654 = e26 | all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 122.74/81.18 | % 122.74/81.18 +-Applying beta-rule and splitting (968), into two cases. % 122.74/81.18 |-Branch one: % 122.74/81.18 | (2091) all_0_652_652 = e20 % 122.74/81.18 | % 122.74/81.18 | Equations (2091) can reduce 2095 to: % 122.74/81.18 | (1975) $false % 122.74/81.18 | % 122.74/81.18 |-The branch is then unsatisfiable % 122.74/81.18 |-Branch two: % 122.74/81.18 | (2095) ~ (all_0_652_652 = e20) % 122.74/81.18 | (3040) all_0_653_653 = e20 | all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 122.74/81.18 | % 122.74/81.18 +-Applying beta-rule and splitting (118), into two cases. % 122.74/81.18 |-Branch one: % 122.74/81.18 | (2691) all_0_654_654 = e25 % 122.74/81.18 | % 122.74/81.18 | From (2691) and (1559) follows: % 122.74/81.18 | (3042) op2(e25, e25) = all_0_623_623 % 122.74/81.18 | % 122.74/81.18 | Instantiating formula (364) with e25, e25, all_0_623_623, e21 and discharging atoms op2(e25, e25) = all_0_623_623, op2(e25, e25) = e21, yields: % 122.74/81.18 | (3043) all_0_623_623 = e21 % 122.74/81.18 | % 122.74/81.18 | From (3043) and (65) follows: % 122.74/81.18 | (3044) op2(e21, e25) = e23 % 122.74/81.18 | % 122.74/81.18 | Instantiating formula (364) with e21, e25, e23, e22 and discharging atoms op2(e21, e25) = e23, op2(e21, e25) = e22, yields: % 122.74/81.18 | (3045) e23 = e22 % 122.74/81.18 | % 122.74/81.18 | Equations (3045) can reduce 894 to: % 122.74/81.18 | (1975) $false % 122.74/81.18 | % 122.74/81.18 |-The branch is then unsatisfiable % 122.74/81.18 |-Branch two: % 122.74/81.18 | (2580) ~ (all_0_654_654 = e25) % 122.74/81.18 | (3048) all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 122.74/81.18 | % 122.74/81.18 +-Applying beta-rule and splitting (1166), into two cases. % 122.74/81.18 |-Branch one: % 122.74/81.18 | (3049) all_0_653_653 = e25 % 122.74/81.18 | % 122.74/81.18 | From (3049) and (683) follows: % 122.74/81.18 | (3050) op2(e25, e25) = all_0_617_617 % 122.74/81.18 | % 122.74/81.18 | Instantiating formula (364) with e25, e25, all_0_617_617, e21 and discharging atoms op2(e25, e25) = all_0_617_617, op2(e25, e25) = e21, yields: % 122.74/81.18 | (3051) all_0_617_617 = e21 % 122.74/81.18 | % 122.74/81.18 | From (3051) and (555) follows: % 122.74/81.18 | (3052) op2(e21, e25) = e24 % 122.74/81.18 | % 122.74/81.18 | Instantiating formula (364) with e21, e25, e24, e22 and discharging atoms op2(e21, e25) = e24, op2(e21, e25) = e22, yields: % 122.74/81.18 | (3009) e24 = e22 % 122.74/81.18 | % 122.74/81.18 | Equations (3009) can reduce 784 to: % 122.74/81.18 | (1975) $false % 122.74/81.18 | % 122.74/81.18 |-The branch is then unsatisfiable % 122.74/81.18 |-Branch two: % 122.74/81.18 | (3055) ~ (all_0_653_653 = e25) % 123.13/81.18 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 123.13/81.18 | % 123.13/81.18 +-Applying beta-rule and splitting (403), into two cases. % 123.13/81.18 |-Branch one: % 123.13/81.18 | (3049) all_0_653_653 = e25 % 123.13/81.18 | % 123.13/81.18 | Equations (3049) can reduce 3055 to: % 123.13/81.18 | (1975) $false % 123.13/81.18 | % 123.13/81.18 |-The branch is then unsatisfiable % 123.13/81.18 |-Branch two: % 123.13/81.18 | (3055) ~ (all_0_653_653 = e25) % 123.13/81.18 | (3060) all_0_660_660 = e25 | all_0_667_667 = e25 | all_0_679_679 = e25 | all_0_686_686 = e25 % 123.13/81.18 | % 123.13/81.18 +-Applying beta-rule and splitting (1235), into two cases. % 123.13/81.18 |-Branch one: % 123.13/81.18 | (3061) all_0_657_657 = e25 % 123.13/81.18 | % 123.13/81.18 | From (3061) and (766) follows: % 123.13/81.18 | (3062) op2(e25, e25) = all_0_643_643 % 123.13/81.18 | % 123.13/81.18 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 123.13/81.18 | (3063) all_0_643_643 = e21 % 123.13/81.18 | % 123.13/81.18 | From (3063) and (487) follows: % 123.13/81.18 | (3064) op2(e21, e25) = e20 % 123.13/81.18 | % 123.13/81.18 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 123.13/81.18 | (3065) e22 = e20 % 123.13/81.18 | % 123.13/81.18 | Equations (3065) can reduce 959 to: % 123.13/81.18 | (1975) $false % 123.13/81.18 | % 123.13/81.18 |-The branch is then unsatisfiable % 123.13/81.18 |-Branch two: % 123.13/81.18 | (3067) ~ (all_0_657_657 = e25) % 123.13/81.18 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 123.13/81.18 | % 123.13/81.18 +-Applying beta-rule and splitting (3056), into two cases. % 123.13/81.18 |-Branch one: % 123.13/81.18 | (2691) all_0_654_654 = e25 % 123.13/81.18 | % 123.13/81.18 | Equations (2691) can reduce 2580 to: % 123.13/81.18 | (1975) $false % 123.13/81.18 | % 123.13/81.18 |-The branch is then unsatisfiable % 123.13/81.18 |-Branch two: % 123.13/81.18 | (2580) ~ (all_0_654_654 = e25) % 123.13/81.18 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 123.13/81.18 | % 123.13/81.18 +-Applying beta-rule and splitting (3072), into two cases. % 123.13/81.18 |-Branch one: % 123.13/81.18 | (3073) all_0_655_655 = e25 % 123.13/81.18 | % 123.13/81.18 | Equations (3073) can reduce 236 to: % 123.13/81.18 | (234) ~ (all_0_650_650 = e25) % 123.13/81.18 | % 123.13/81.18 | Equations (3073) can reduce 647 to: % 123.13/81.18 | (1658) ~ (all_0_652_652 = e25) % 123.13/81.18 | % 123.13/81.18 | Equations (3073) can reduce 1557 to: % 123.13/81.18 | (2580) ~ (all_0_654_654 = e25) % 123.13/81.18 | % 123.13/81.18 | Equations (3073) can reduce 74 to: % 123.13/81.18 | (3077) ~ (all_0_669_669 = e25) % 123.13/81.18 | % 123.13/81.18 | Simplifying 3077 yields: % 123.13/81.18 | (3078) ~ (all_0_669_669 = e25) % 123.13/81.18 | % 123.13/81.18 | Equations (3073) can reduce 1647 to: % 123.13/81.18 | (3079) ~ (all_0_681_681 = e25) % 123.13/81.18 | % 123.13/81.18 | Simplifying 3079 yields: % 123.13/81.18 | (3080) ~ (all_0_681_681 = e25) % 123.13/81.18 | % 123.13/81.18 | From (3073) and (767) follows: % 123.13/81.19 | (3081) op2(e25, e25) = all_0_630_630 % 123.13/81.19 | % 123.13/81.19 | Instantiating formula (364) with e25, e25, all_0_630_630, e21 and discharging atoms op2(e25, e25) = all_0_630_630, op2(e25, e25) = e21, yields: % 123.13/81.19 | (3082) all_0_630_630 = e21 % 123.13/81.19 | % 123.13/81.19 | From (3082) and (477) follows: % 123.13/81.19 | (1484) op2(e21, e25) = e22 % 123.13/81.19 | % 123.13/81.19 | From (3082) and (3081) follows: % 123.13/81.19 | (1547) op2(e25, e25) = e21 % 123.13/81.19 | % 123.13/81.19 +-Applying beta-rule and splitting (194), into two cases. % 123.13/81.19 |-Branch one: % 123.13/81.19 | (3085) all_0_686_686 = e25 % 123.13/81.19 | % 123.13/81.19 | Equations (3085) can reduce 616 to: % 123.13/81.19 | (2810) ~ (all_0_689_689 = e25) % 123.13/81.19 | % 123.13/81.19 | Simplifying 2810 yields: % 123.13/81.19 | (2811) ~ (all_0_689_689 = e25) % 123.13/81.19 | % 123.13/81.19 | Equations (3085) can reduce 1965 to: % 123.13/81.19 | (1020) ~ (e25 = e21) % 123.13/81.19 | % 123.13/81.19 | From (3085) and (953) follows: % 123.13/81.19 | (3089) op2(e25, e20) = all_0_622_622 % 123.13/81.19 | % 123.13/81.19 | Instantiating formula (364) with e25, e20, all_0_622_622, all_0_657_657 and discharging atoms op2(e25, e20) = all_0_622_622, op2(e25, e20) = all_0_657_657, yields: % 123.13/81.19 | (3090) all_0_622_622 = all_0_657_657 % 123.13/81.19 | % 123.13/81.19 | From (3090) and (428) follows: % 123.13/81.19 | (3091) op2(all_0_657_657, e20) = e24 % 123.13/81.19 | % 123.13/81.19 +-Applying beta-rule and splitting (1506), into two cases. % 123.13/81.19 |-Branch one: % 123.13/81.19 | (3092) all_0_655_655 = e24 % 123.13/81.19 | % 123.13/81.19 | Combining equations (3073,3092) yields a new equation: % 123.13/81.19 | (3093) e25 = e24 % 123.17/81.19 | % 123.17/81.19 | Simplifying 3093 yields: % 123.17/81.19 | (3094) e25 = e24 % 123.17/81.19 | % 123.17/81.19 | Equations (3094) can reduce 169 to: % 123.17/81.19 | (1975) $false % 123.17/81.19 | % 123.17/81.19 |-The branch is then unsatisfiable % 123.17/81.19 |-Branch two: % 123.17/81.19 | (3096) ~ (all_0_655_655 = e24) % 123.17/81.19 | (3097) all_0_662_662 = e24 | all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 123.17/81.19 | % 123.17/81.19 | Equations (3073) can reduce 3096 to: % 123.17/81.19 | (169) ~ (e25 = e24) % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (1296), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (3099) all_0_653_653 = e24 % 123.17/81.19 | % 123.17/81.19 | Equations (3099) can reduce 336 to: % 123.17/81.19 | (3100) ~ (all_0_679_679 = e24) % 123.17/81.19 | % 123.17/81.19 | Simplifying 3100 yields: % 123.17/81.19 | (3101) ~ (all_0_679_679 = e24) % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (3040), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (3102) all_0_653_653 = e20 % 123.17/81.19 | % 123.17/81.19 | Combining equations (3099,3102) yields a new equation: % 123.17/81.19 | (3103) e24 = e20 % 123.17/81.19 | % 123.17/81.19 | Simplifying 3103 yields: % 123.17/81.19 | (3104) e24 = e20 % 123.17/81.19 | % 123.17/81.19 | Equations (3104) can reduce 633 to: % 123.17/81.19 | (1975) $false % 123.17/81.19 | % 123.17/81.19 |-The branch is then unsatisfiable % 123.17/81.19 |-Branch two: % 123.17/81.19 | (3106) ~ (all_0_653_653 = e20) % 123.17/81.19 | (3107) all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (3107), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (2600) all_0_654_654 = e20 % 123.17/81.19 | % 123.17/81.19 | Equations (2600) can reduce 2606 to: % 123.17/81.19 | (1975) $false % 123.17/81.19 | % 123.17/81.19 |-The branch is then unsatisfiable % 123.17/81.19 |-Branch two: % 123.17/81.19 | (2606) ~ (all_0_654_654 = e20) % 123.17/81.19 | (3111) all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (3111), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (3112) all_0_655_655 = e20 % 123.17/81.19 | % 123.17/81.19 | Combining equations (3112,3073) yields a new equation: % 123.17/81.19 | (3113) e25 = e20 % 123.17/81.19 | % 123.17/81.19 | Equations (3113) can reduce 239 to: % 123.17/81.19 | (1975) $false % 123.17/81.19 | % 123.17/81.19 |-The branch is then unsatisfiable % 123.17/81.19 |-Branch two: % 123.17/81.19 | (3115) ~ (all_0_655_655 = e20) % 123.17/81.19 | (3116) all_0_656_656 = e20 | all_0_657_657 = e20 % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (3116), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (2246) all_0_656_656 = e20 % 123.17/81.19 | % 123.17/81.19 | Combining equations (2246,2157) yields a new equation: % 123.17/81.19 | (3065) e22 = e20 % 123.17/81.19 | % 123.17/81.19 | Equations (3065) can reduce 959 to: % 123.17/81.19 | (1975) $false % 123.17/81.19 | % 123.17/81.19 |-The branch is then unsatisfiable % 123.17/81.19 |-Branch two: % 123.17/81.19 | (2254) ~ (all_0_656_656 = e20) % 123.17/81.19 | (3121) all_0_657_657 = e20 % 123.17/81.19 | % 123.17/81.19 | From (3121) and (3091) follows: % 123.17/81.19 | (3122) op2(e20, e20) = e24 % 123.17/81.19 | % 123.17/81.19 | Instantiating formula (364) with e20, e20, e24, all_0_690_690 and discharging atoms op2(e20, e20) = all_0_690_690, op2(e20, e20) = e24, yields: % 123.17/81.19 | (3123) all_0_690_690 = e24 % 123.17/81.19 | % 123.17/81.19 | Equations (3123) can reduce 783 to: % 123.17/81.19 | (3124) ~ (all_0_683_683 = e24) % 123.17/81.19 | % 123.17/81.19 | Equations (3123) can reduce 203 to: % 123.17/81.19 | (3125) ~ (all_0_689_689 = e24) % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (2941), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (3126) all_0_689_689 = e20 % 123.17/81.19 | % 123.17/81.19 | Equations (3126) can reduce 507 to: % 123.17/81.19 | (3127) ~ (all_0_663_663 = e20) % 123.17/81.19 | % 123.17/81.19 | Equations (3126) can reduce 591 to: % 123.17/81.19 | (3128) ~ (all_0_670_670 = e20) % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (2958), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (3129) all_0_679_679 = e24 % 123.17/81.19 | % 123.17/81.19 | Equations (3129) can reduce 3101 to: % 123.17/81.19 | (1975) $false % 123.17/81.19 | % 123.17/81.19 |-The branch is then unsatisfiable % 123.17/81.19 |-Branch two: % 123.17/81.19 | (3101) ~ (all_0_679_679 = e24) % 123.17/81.19 | (3132) all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 123.17/81.19 | % 123.17/81.19 +-Applying beta-rule and splitting (3012), into two cases. % 123.17/81.19 |-Branch one: % 123.17/81.19 | (3133) all_0_663_663 = e24 % 123.17/81.19 | % 123.17/81.20 | Equations (3133) can reduce 609 to: % 123.17/81.20 | (2042) ~ (all_0_670_670 = e24) % 123.17/81.20 | % 123.17/81.20 | Simplifying 2042 yields: % 123.17/81.20 | (2043) ~ (all_0_670_670 = e24) % 123.17/81.20 | % 123.17/81.20 | Equations (3133) can reduce 2805 to: % 123.17/81.20 | (2947) ~ (e25 = e24) % 123.17/81.20 | % 123.17/81.20 | Simplifying 2947 yields: % 123.17/81.20 | (169) ~ (e25 = e24) % 123.17/81.20 | % 123.17/81.20 | Equations (3133) can reduce 2374 to: % 123.17/81.20 | (149) ~ (e24 = e21) % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (2937), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3139) all_0_670_670 = e20 % 123.17/81.20 | % 123.17/81.20 | Equations (3139) can reduce 3128 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (3128) ~ (all_0_670_670 = e20) % 123.17/81.20 | (3142) all_0_670_670 = e26 | all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3142), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3143) all_0_670_670 = e26 % 123.17/81.20 | % 123.17/81.20 | Equations (3143) can reduce 2043 to: % 123.17/81.20 | (1189) ~ (e26 = e24) % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3132), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3145) all_0_681_681 = e24 % 123.17/81.20 | % 123.17/81.20 | Equations (3145) can reduce 820 to: % 123.17/81.20 | (3146) ~ (all_0_683_683 = e24) % 123.17/81.20 | % 123.17/81.20 | Simplifying 3146 yields: % 123.17/81.20 | (3124) ~ (all_0_683_683 = e24) % 123.17/81.20 | % 123.17/81.20 | From (3145) and (530) follows: % 123.17/81.20 | (3148) op2(e21, e22) = e24 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (2183), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3149) all_0_679_679 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (3149) can reduce 1963 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (1963) ~ (all_0_679_679 = e21) % 123.17/81.20 | (3152) all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3152), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (2380) all_0_680_680 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (2380) can reduce 2560 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (2560) ~ (all_0_680_680 = e21) % 123.17/81.20 | (3156) all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3156), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3157) all_0_681_681 = e21 % 123.17/81.20 | % 123.17/81.20 | Combining equations (3157,3145) yields a new equation: % 123.17/81.20 | (2180) e24 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (2180) can reduce 149 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (3160) ~ (all_0_681_681 = e21) % 123.17/81.20 | (3161) all_0_682_682 = e21 | all_0_683_683 = e21 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3161), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (2057) all_0_682_682 = e21 % 123.17/81.20 | % 123.17/81.20 | Combining equations (2803,2057) yields a new equation: % 123.17/81.20 | (3163) e25 = e21 % 123.17/81.20 | % 123.17/81.20 | Simplifying 3163 yields: % 123.17/81.20 | (2129) e25 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (2129) can reduce 1020 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (2148) ~ (all_0_682_682 = e21) % 123.17/81.20 | (3167) all_0_683_683 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (3167) can reduce 1619 to: % 123.17/81.20 | (3168) ~ (all_0_664_664 = e21) % 123.17/81.20 | % 123.17/81.20 | Equations (3167) can reduce 3124 to: % 123.17/81.20 | (1966) ~ (e24 = e21) % 123.17/81.20 | % 123.17/81.20 | Simplifying 1966 yields: % 123.17/81.20 | (149) ~ (e24 = e21) % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (2702), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3171) all_0_660_660 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (3171) can reduce 1957 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (1957) ~ (all_0_660_660 = e21) % 123.17/81.20 | (3174) all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3174), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (2573) all_0_661_661 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (2573) can reduce 2693 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (2693) ~ (all_0_661_661 = e21) % 123.17/81.20 | (3178) all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3178), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (3179) all_0_662_662 = e21 % 123.17/81.20 | % 123.17/81.20 | From (3179) and (2953) follows: % 123.17/81.20 | (3180) op2(e21, e22) = e26 % 123.17/81.20 | % 123.17/81.20 | Instantiating formula (364) with e21, e22, e24, e26 and discharging atoms op2(e21, e22) = e26, op2(e21, e22) = e24, yields: % 123.17/81.20 | (2321) e26 = e24 % 123.17/81.20 | % 123.17/81.20 | Equations (2321) can reduce 1189 to: % 123.17/81.20 | (1975) $false % 123.17/81.20 | % 123.17/81.20 |-The branch is then unsatisfiable % 123.17/81.20 |-Branch two: % 123.17/81.20 | (3183) ~ (all_0_662_662 = e21) % 123.17/81.20 | (3184) all_0_663_663 = e21 | all_0_664_664 = e21 % 123.17/81.20 | % 123.17/81.20 +-Applying beta-rule and splitting (3184), into two cases. % 123.17/81.20 |-Branch one: % 123.17/81.20 | (2150) all_0_663_663 = e21 % 123.17/81.20 | % 123.17/81.20 | Combining equations (3133,2150) yields a new equation: % 123.17/81.20 | (2323) e24 = e21 % 123.17/81.20 | % 123.17/81.20 | Simplifying 2323 yields: % 123.17/81.20 | (2180) e24 = e21 % 123.17/81.20 | % 123.17/81.20 | Equations (2180) can reduce 149 to: % 123.24/81.20 | (1975) $false % 123.24/81.20 | % 123.24/81.20 |-The branch is then unsatisfiable % 123.24/81.20 |-Branch two: % 123.24/81.20 | (2374) ~ (all_0_663_663 = e21) % 123.24/81.20 | (3190) all_0_664_664 = e21 % 123.24/81.20 | % 123.24/81.20 | Equations (3190) can reduce 3168 to: % 123.24/81.20 | (1975) $false % 123.24/81.20 | % 123.24/81.20 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3192) ~ (all_0_681_681 = e24) % 123.24/81.21 | (3193) all_0_682_682 = e24 | all_0_683_683 = e24 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3193), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3194) all_0_682_682 = e24 % 123.24/81.21 | % 123.24/81.21 | Combining equations (3194,2803) yields a new equation: % 123.24/81.21 | (3094) e25 = e24 % 123.24/81.21 | % 123.24/81.21 | Equations (3094) can reduce 169 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3197) ~ (all_0_682_682 = e24) % 123.24/81.21 | (3198) all_0_683_683 = e24 % 123.24/81.21 | % 123.24/81.21 | Equations (3198) can reduce 3124 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3200) ~ (all_0_670_670 = e26) % 123.24/81.21 | (3201) all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3201), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3202) all_0_670_670 = e24 % 123.24/81.21 | % 123.24/81.21 | Equations (3202) can reduce 2043 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (2043) ~ (all_0_670_670 = e24) % 123.24/81.21 | (3205) all_0_670_670 = e25 | all_0_670_670 = e22 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3205), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3206) all_0_670_670 = e22 % 123.24/81.21 | % 123.24/81.21 | Equations (3206) can reduce 2985 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (2985) ~ (all_0_670_670 = e22) % 123.24/81.21 | (3209) all_0_670_670 = e25 % 123.24/81.21 | % 123.24/81.21 | Equations (3209) can reduce 2806 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3211) ~ (all_0_663_663 = e24) % 123.24/81.21 | (3212) all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (2937), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3139) all_0_670_670 = e20 % 123.24/81.21 | % 123.24/81.21 | Equations (3139) can reduce 3128 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3128) ~ (all_0_670_670 = e20) % 123.24/81.21 | (3142) all_0_670_670 = e26 | all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3142), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3143) all_0_670_670 = e26 % 123.24/81.21 | % 123.24/81.21 | Equations (3143) can reduce 609 to: % 123.24/81.21 | (3218) ~ (all_0_663_663 = e26) % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3024), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3219) all_0_663_663 = e20 % 123.24/81.21 | % 123.24/81.21 | Equations (3219) can reduce 3127 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3127) ~ (all_0_663_663 = e20) % 123.24/81.21 | (3222) all_0_663_663 = e26 | all_0_663_663 = e25 | all_0_663_663 = e24 | all_0_663_663 = e22 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3222), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3223) all_0_663_663 = e26 % 123.24/81.21 | % 123.24/81.21 | Equations (3223) can reduce 3218 to: % 123.24/81.21 | (1975) $false % 123.24/81.21 | % 123.24/81.21 |-The branch is then unsatisfiable % 123.24/81.21 |-Branch two: % 123.24/81.21 | (3218) ~ (all_0_663_663 = e26) % 123.24/81.21 | (3226) all_0_663_663 = e25 | all_0_663_663 = e24 | all_0_663_663 = e22 % 123.24/81.21 | % 123.24/81.21 +-Applying beta-rule and splitting (3226), into two cases. % 123.24/81.21 |-Branch one: % 123.24/81.21 | (3133) all_0_663_663 = e24 % 123.24/81.21 | % 123.28/81.21 | Equations (3133) can reduce 3211 to: % 123.28/81.21 | (1975) $false % 123.28/81.21 | % 123.28/81.21 |-The branch is then unsatisfiable % 123.28/81.21 |-Branch two: % 123.28/81.21 | (3211) ~ (all_0_663_663 = e24) % 123.28/81.21 | (3230) all_0_663_663 = e25 | all_0_663_663 = e22 % 123.28/81.21 | % 123.28/81.21 +-Applying beta-rule and splitting (3230), into two cases. % 123.28/81.21 |-Branch one: % 123.28/81.21 | (3231) all_0_663_663 = e22 % 123.28/81.21 | % 123.28/81.21 | Equations (3231) can reduce 2983 to: % 123.28/81.21 | (1975) $false % 123.28/81.21 | % 123.28/81.21 |-The branch is then unsatisfiable % 123.28/81.21 |-Branch two: % 123.28/81.21 | (2983) ~ (all_0_663_663 = e22) % 123.28/81.21 | (3234) all_0_663_663 = e25 % 123.28/81.21 | % 123.28/81.21 | Equations (3234) can reduce 2805 to: % 123.28/81.21 | (1975) $false % 123.28/81.21 | % 123.28/81.21 |-The branch is then unsatisfiable % 123.28/81.21 |-Branch two: % 123.28/81.21 | (3200) ~ (all_0_670_670 = e26) % 123.28/81.21 | (3201) all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 % 123.28/81.21 | % 123.28/81.21 +-Applying beta-rule and splitting (3201), into two cases. % 123.28/81.21 |-Branch one: % 123.28/81.21 | (3202) all_0_670_670 = e24 % 123.28/81.21 | % 123.28/81.21 | Equations (3202) can reduce 2043 to: % 123.28/81.21 | (1975) $false % 123.28/81.21 | % 123.28/81.21 |-The branch is then unsatisfiable % 123.28/81.21 |-Branch two: % 123.28/81.21 | (2043) ~ (all_0_670_670 = e24) % 123.28/81.21 | (3205) all_0_670_670 = e25 | all_0_670_670 = e22 % 123.28/81.21 | % 123.28/81.21 +-Applying beta-rule and splitting (3205), into two cases. % 123.28/81.21 |-Branch one: % 123.28/81.21 | (3206) all_0_670_670 = e22 % 123.28/81.21 | % 123.28/81.21 | Equations (3206) can reduce 2985 to: % 123.28/81.21 | (1975) $false % 123.28/81.21 | % 123.28/81.21 |-The branch is then unsatisfiable % 123.28/81.21 |-Branch two: % 123.28/81.21 | (2985) ~ (all_0_670_670 = e22) % 123.28/81.21 | (3209) all_0_670_670 = e25 % 123.28/81.21 | % 123.28/81.21 | Equations (3209) can reduce 2806 to: % 123.28/81.21 | (1975) $false % 123.28/81.21 | % 123.28/81.21 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3247) ~ (all_0_689_689 = e20) % 123.28/81.22 | (3248) all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (3248), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3249) all_0_689_689 = e26 % 123.28/81.22 | % 123.28/81.22 | Equations (3249) can reduce 2019 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (2019) ~ (all_0_689_689 = e26) % 123.28/81.22 | (3252) all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (3252), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3253) all_0_689_689 = e24 % 123.28/81.22 | % 123.28/81.22 | Equations (3253) can reduce 3125 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3125) ~ (all_0_689_689 = e24) % 123.28/81.22 | (3256) all_0_689_689 = e25 | all_0_689_689 = e22 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (3256), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3257) all_0_689_689 = e22 % 123.28/81.22 | % 123.28/81.22 | Equations (3257) can reduce 2987 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (2987) ~ (all_0_689_689 = e22) % 123.28/81.22 | (3260) all_0_689_689 = e25 % 123.28/81.22 | % 123.28/81.22 | Equations (3260) can reduce 2811 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3262) ~ (all_0_653_653 = e24) % 123.28/81.22 | (3263) all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (2106), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3099) all_0_653_653 = e24 % 123.28/81.22 | % 123.28/81.22 | Equations (3099) can reduce 3262 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3262) ~ (all_0_653_653 = e24) % 123.28/81.22 | (3267) all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (3267), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3092) all_0_655_655 = e24 % 123.28/81.22 | % 123.28/81.22 | Combining equations (3073,3092) yields a new equation: % 123.28/81.22 | (3093) e25 = e24 % 123.28/81.22 | % 123.28/81.22 | Simplifying 3093 yields: % 123.28/81.22 | (3094) e25 = e24 % 123.28/81.22 | % 123.28/81.22 | Equations (3094) can reduce 169 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3096) ~ (all_0_655_655 = e24) % 123.28/81.22 | (3273) all_0_656_656 = e24 | all_0_657_657 = e24 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (3273), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (2328) all_0_656_656 = e24 % 123.28/81.22 | % 123.28/81.22 | Combining equations (2328,2157) yields a new equation: % 123.28/81.22 | (3008) e24 = e22 % 123.28/81.22 | % 123.28/81.22 | Simplifying 3008 yields: % 123.28/81.22 | (3009) e24 = e22 % 123.28/81.22 | % 123.28/81.22 | Equations (3009) can reduce 784 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (2312) ~ (all_0_656_656 = e24) % 123.28/81.22 | (3279) all_0_657_657 = e24 % 123.28/81.22 | % 123.28/81.22 | Equations (3279) can reduce 1581 to: % 123.28/81.22 | (3280) ~ (all_0_664_664 = e24) % 123.28/81.22 | % 123.28/81.22 | Simplifying 3280 yields: % 123.28/81.22 | (3281) ~ (all_0_664_664 = e24) % 123.28/81.22 | % 123.28/81.22 | From (3279) and (3091) follows: % 123.28/81.22 | (3282) op2(e24, e20) = e24 % 123.28/81.22 | % 123.28/81.22 | Instantiating formula (364) with e24, e20, e24, all_0_664_664 and discharging atoms op2(e24, e20) = all_0_664_664, op2(e24, e20) = e24, yields: % 123.28/81.22 | (3283) all_0_664_664 = e24 % 123.28/81.22 | % 123.28/81.22 | Equations (3283) can reduce 3281 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3285) ~ (all_0_686_686 = e25) % 123.28/81.22 | (3286) all_0_687_687 = e25 | all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (163), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3287) all_0_667_667 = e25 % 123.28/81.22 | % 123.28/81.22 | Equations (3287) can reduce 893 to: % 123.28/81.22 | (3055) ~ (all_0_653_653 = e25) % 123.28/81.22 | % 123.28/81.22 | From (3287) and (2014) follows: % 123.28/81.22 | (3289) op2(e25, e24) = e25 % 123.28/81.22 | % 123.28/81.22 | Instantiating formula (364) with e25, e24, e25, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e25, yields: % 123.28/81.22 | (3049) all_0_653_653 = e25 % 123.28/81.22 | % 123.28/81.22 | Equations (3049) can reduce 3055 to: % 123.28/81.22 | (1975) $false % 123.28/81.22 | % 123.28/81.22 |-The branch is then unsatisfiable % 123.28/81.22 |-Branch two: % 123.28/81.22 | (3292) ~ (all_0_667_667 = e25) % 123.28/81.22 | (3293) all_0_668_668 = e25 | all_0_669_669 = e25 | all_0_670_670 = e25 | all_0_671_671 = e25 % 123.28/81.22 | % 123.28/81.22 +-Applying beta-rule and splitting (3060), into two cases. % 123.28/81.22 |-Branch one: % 123.28/81.22 | (3294) all_0_660_660 = e25 % 123.28/81.23 | % 123.28/81.23 | Equations (3294) can reduce 900 to: % 123.28/81.23 | (414) ~ (all_0_658_658 = e25) % 123.28/81.23 | % 123.28/81.23 | Equations (3294) can reduce 45 to: % 123.28/81.23 | (3296) ~ (all_0_661_661 = e25) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3296 yields: % 123.28/81.23 | (3297) ~ (all_0_661_661 = e25) % 123.28/81.23 | % 123.28/81.23 | Equations (3294) can reduce 1714 to: % 123.28/81.23 | (3298) ~ (all_0_662_662 = e25) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3298 yields: % 123.28/81.23 | (3299) ~ (all_0_662_662 = e25) % 123.28/81.23 | % 123.28/81.23 | From (3294) and (537) follows: % 123.28/81.23 | (3300) op2(all_0_585_585, e25) = all_0_584_584 % 123.28/81.23 | % 123.28/81.23 | From (3294) and (1730) follows: % 123.28/81.23 | (3301) op2(all_0_586_586, e25) = all_0_207_207 % 123.28/81.23 | % 123.28/81.23 | From (3294)(3294) and (761) follows: % 123.28/81.23 | (3302) op2(e25, e25) = all_0_585_585 % 123.28/81.23 | % 123.28/81.23 | From (3294) and (204) follows: % 123.28/81.23 | (3303) op2(e24, e25) = all_0_586_586 % 123.28/81.23 | % 123.28/81.23 | Instantiating formula (364) with e25, e25, all_0_585_585, e21 and discharging atoms op2(e25, e25) = all_0_585_585, op2(e25, e25) = e21, yields: % 123.28/81.23 | (3304) all_0_585_585 = e21 % 123.28/81.23 | % 123.28/81.23 | Instantiating formula (364) with e24, e25, all_0_586_586, e23 and discharging atoms op2(e24, e25) = all_0_586_586, op2(e24, e25) = e23, yields: % 123.28/81.23 | (3305) all_0_586_586 = e23 % 123.28/81.23 | % 123.28/81.23 | From (3304) and (3300) follows: % 123.28/81.23 | (3306) op2(e21, e25) = all_0_584_584 % 123.28/81.23 | % 123.28/81.23 | From (3305) and (3301) follows: % 123.28/81.23 | (3307) op2(e23, e25) = all_0_207_207 % 123.28/81.23 | % 123.28/81.23 | From (3305) and (3303) follows: % 123.28/81.23 | (2012) op2(e24, e25) = e23 % 123.28/81.23 | % 123.28/81.23 | Instantiating formula (364) with e23, e25, all_0_207_207, e24 and discharging atoms op2(e23, e25) = all_0_207_207, op2(e23, e25) = e24, yields: % 123.28/81.23 | (3309) all_0_207_207 = e24 % 123.28/81.23 | % 123.28/81.23 | Instantiating formula (364) with e21, e25, all_0_584_584, e22 and discharging atoms op2(e21, e25) = all_0_584_584, op2(e21, e25) = e22, yields: % 123.28/81.23 | (3310) all_0_584_584 = e22 % 123.28/81.23 | % 123.28/81.23 | From (3310) and (1830) follows: % 123.28/81.23 | (3311) op2(e24, e22) = all_0_133_133 % 123.28/81.23 | % 123.28/81.23 | From (3309) and (3307) follows: % 123.28/81.23 | (2052) op2(e23, e25) = e24 % 123.28/81.23 | % 123.28/81.23 | Instantiating formula (364) with e24, e22, all_0_133_133, all_0_662_662 and discharging atoms op2(e24, e22) = all_0_133_133, op2(e24, e22) = all_0_662_662, yields: % 123.28/81.23 | (3313) all_0_133_133 = all_0_662_662 % 123.28/81.23 | % 123.28/81.23 | From (3313) and (3311) follows: % 123.28/81.23 | (1655) op2(e24, e22) = all_0_662_662 % 123.28/81.23 | % 123.28/81.23 +-Applying beta-rule and splitting (1238), into two cases. % 123.28/81.23 |-Branch one: % 123.28/81.23 | (2573) all_0_661_661 = e21 % 123.28/81.23 | % 123.28/81.23 | Equations (2573) can reduce 2693 to: % 123.28/81.23 | (1975) $false % 123.28/81.23 | % 123.28/81.23 |-The branch is then unsatisfiable % 123.28/81.23 |-Branch two: % 123.28/81.23 | (2693) ~ (all_0_661_661 = e21) % 123.28/81.23 | (3318) all_0_661_661 = e26 | all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 | all_0_661_661 = e20 % 123.28/81.23 | % 123.28/81.23 +-Applying beta-rule and splitting (1294), into two cases. % 123.28/81.23 |-Branch one: % 123.28/81.23 | (3319) all_0_658_658 = e24 % 123.28/81.23 | % 123.28/81.23 | Equations (3319) can reduce 2944 to: % 123.28/81.23 | (1975) $false % 123.28/81.23 | % 123.28/81.23 |-The branch is then unsatisfiable % 123.28/81.23 |-Branch two: % 123.28/81.23 | (2944) ~ (all_0_658_658 = e24) % 123.28/81.23 | (3322) all_0_659_659 = e24 | all_0_660_660 = e24 | all_0_662_662 = e24 | all_0_663_663 = e24 | all_0_664_664 = e24 % 123.28/81.23 | % 123.28/81.23 +-Applying beta-rule and splitting (1225), into two cases. % 123.28/81.23 |-Branch one: % 123.28/81.23 | (2125) all_0_652_652 = e23 % 123.28/81.23 | % 123.28/81.23 | Equations (2125) can reduce 1815 to: % 123.28/81.23 | (3324) ~ (all_0_654_654 = e23) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3324 yields: % 123.28/81.23 | (2690) ~ (all_0_654_654 = e23) % 123.28/81.23 | % 123.28/81.23 | Equations (2125) can reduce 938 to: % 123.28/81.23 | (3326) ~ (all_0_657_657 = e23) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3326 yields: % 123.28/81.23 | (3327) ~ (all_0_657_657 = e23) % 123.28/81.23 | % 123.28/81.23 | Equations (2125) can reduce 615 to: % 123.28/81.23 | (3328) ~ (all_0_658_658 = e23) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3328 yields: % 123.28/81.23 | (1997) ~ (all_0_658_658 = e23) % 123.28/81.23 | % 123.28/81.23 | Equations (2125) can reduce 1525 to: % 123.28/81.23 | (3330) ~ (all_0_678_678 = e23) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3330 yields: % 123.28/81.23 | (2590) ~ (all_0_678_678 = e23) % 123.28/81.23 | % 123.28/81.23 | From (2125) and (602) follows: % 123.28/81.23 | (2126) op2(e23, e26) = e26 % 123.28/81.23 | % 123.28/81.23 | From (2125) and (974) follows: % 123.28/81.23 | (3333) op2(e23, e25) = all_0_607_607 % 123.28/81.23 | % 123.28/81.23 +-Applying beta-rule and splitting (2607), into two cases. % 123.28/81.23 |-Branch one: % 123.28/81.23 | (2592) all_0_654_654 = e26 % 123.28/81.23 | % 123.28/81.23 | Equations (2592) can reduce 1541 to: % 123.28/81.23 | (3335) ~ (all_0_657_657 = e26) % 123.28/81.23 | % 123.28/81.23 | Simplifying 3335 yields: % 123.28/81.23 | (3336) ~ (all_0_657_657 = e26) % 123.28/81.23 | % 123.28/81.23 | Equations (2592) can reduce 1362 to: % 123.28/81.23 | (3337) ~ (all_0_680_680 = e26) % 123.28/81.23 | % 123.28/81.24 | Simplifying 3337 yields: % 123.28/81.24 | (3338) ~ (all_0_680_680 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (2592) can reduce 1298 to: % 123.28/81.24 | (1656) ~ (e26 = e21) % 123.28/81.24 | % 123.28/81.24 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 123.28/81.24 | (2127) all_0_665_665 = e26 % 123.28/81.24 | % 123.28/81.24 | Instantiating formula (364) with e23, e25, all_0_607_607, e24 and discharging atoms op2(e23, e25) = all_0_607_607, op2(e23, e25) = e24, yields: % 123.28/81.24 | (3341) all_0_607_607 = e24 % 123.28/81.24 | % 123.28/81.24 | Equations (2127) can reduce 1771 to: % 123.28/81.24 | (3342) ~ (all_0_667_667 = e26) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3342 yields: % 123.28/81.24 | (3343) ~ (all_0_667_667 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (2127) can reduce 1503 to: % 123.28/81.24 | (3344) ~ (all_0_670_670 = e26) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3344 yields: % 123.28/81.24 | (3200) ~ (all_0_670_670 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (2127) can reduce 1470 to: % 123.28/81.24 | (3346) ~ (all_0_678_678 = e26) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3346 yields: % 123.28/81.24 | (3347) ~ (all_0_678_678 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (2127) can reduce 464 to: % 123.28/81.24 | (950) ~ (e26 = e25) % 123.28/81.24 | % 123.28/81.24 | From (3341) and (744) follows: % 123.28/81.24 | (3349) op2(e24, e25) = e26 % 123.28/81.24 | % 123.28/81.24 +-Applying beta-rule and splitting (2937), into two cases. % 123.28/81.24 |-Branch one: % 123.28/81.24 | (3139) all_0_670_670 = e20 % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 609 to: % 123.28/81.24 | (3127) ~ (all_0_663_663 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 1604 to: % 123.28/81.24 | (3352) ~ (all_0_667_667 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 517 to: % 123.28/81.24 | (3353) ~ (all_0_668_668 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 24 to: % 123.28/81.24 | (3354) ~ (all_0_669_669 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 591 to: % 123.28/81.24 | (3355) ~ (all_0_689_689 = e20) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3355 yields: % 123.28/81.24 | (3247) ~ (all_0_689_689 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 3200 to: % 123.28/81.24 | (3357) ~ (e26 = e20) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3357 yields: % 123.28/81.24 | (443) ~ (e26 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 1775 to: % 123.28/81.24 | (3359) ~ (e23 = e20) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3359 yields: % 123.28/81.24 | (581) ~ (e23 = e20) % 123.28/81.24 | % 123.28/81.24 | Equations (3139) can reduce 2985 to: % 123.28/81.24 | (3361) ~ (e22 = e20) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3361 yields: % 123.28/81.24 | (959) ~ (e22 = e20) % 123.28/81.24 | % 123.28/81.24 +-Applying beta-rule and splitting (2523), into two cases. % 123.28/81.24 |-Branch one: % 123.28/81.24 | (3223) all_0_663_663 = e26 % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 475 to: % 123.28/81.24 | (3364) ~ (all_0_658_658 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 1710 to: % 123.28/81.24 | (3365) ~ (all_0_661_661 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 202 to: % 123.28/81.24 | (3366) ~ (all_0_664_664 = e26) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3366 yields: % 123.28/81.24 | (3367) ~ (all_0_664_664 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 507 to: % 123.28/81.24 | (2018) ~ (all_0_689_689 = e26) % 123.28/81.24 | % 123.28/81.24 | Simplifying 2018 yields: % 123.28/81.24 | (2019) ~ (all_0_689_689 = e26) % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 2983 to: % 123.28/81.24 | (792) ~ (e26 = e22) % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 2374 to: % 123.28/81.24 | (1656) ~ (e26 = e21) % 123.28/81.24 | % 123.28/81.24 | Equations (3223) can reduce 3127 to: % 123.28/81.24 | (443) ~ (e26 = e20) % 123.28/81.24 | % 123.28/81.24 +-Applying beta-rule and splitting (2066), into two cases. % 123.28/81.24 |-Branch one: % 123.28/81.24 | (2071) all_0_665_665 = e21 % 123.28/81.24 | % 123.28/81.24 | Combining equations (2127,2071) yields a new equation: % 123.28/81.24 | (1983) e26 = e21 % 123.28/81.24 | % 123.28/81.24 | Simplifying 1983 yields: % 123.28/81.24 | (1984) e26 = e21 % 123.28/81.24 | % 123.28/81.24 | Equations (1984) can reduce 1656 to: % 123.28/81.24 | (1975) $false % 123.28/81.24 | % 123.28/81.24 |-The branch is then unsatisfiable % 123.28/81.24 |-Branch two: % 123.28/81.24 | (2077) ~ (all_0_665_665 = e21) % 123.28/81.24 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 123.28/81.24 | % 123.28/81.24 +-Applying beta-rule and splitting (2136), into two cases. % 123.28/81.24 |-Branch one: % 123.28/81.24 | (2079) all_0_672_672 = e21 % 123.28/81.24 | % 123.28/81.24 | Combining equations (2079,2942) yields a new equation: % 123.28/81.24 | (2180) e24 = e21 % 123.28/81.24 | % 123.28/81.24 | Equations (2180) can reduce 149 to: % 123.28/81.24 | (1975) $false % 123.28/81.24 | % 123.28/81.24 |-The branch is then unsatisfiable % 123.28/81.24 |-Branch two: % 123.28/81.24 | (2131) ~ (all_0_672_672 = e21) % 123.28/81.24 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 123.28/81.24 | % 123.28/81.24 +-Applying beta-rule and splitting (2140), into two cases. % 123.28/81.24 |-Branch one: % 123.28/81.24 | (2067) all_0_678_678 = e21 % 123.28/81.24 | % 123.28/81.24 | Equations (2067) can reduce 2058 to: % 123.28/81.24 | (1975) $false % 123.28/81.24 | % 123.28/81.24 |-The branch is then unsatisfiable % 123.28/81.24 |-Branch two: % 123.28/81.24 | (2058) ~ (all_0_678_678 = e21) % 123.28/81.24 | (2144) all_0_684_684 = e21 % 123.28/81.24 | % 123.28/81.24 | Equations (2144) can reduce 1808 to: % 123.28/81.24 | (2065) ~ (all_0_658_658 = e21) % 123.28/81.24 | % 123.28/81.24 | Equations (2144) can reduce 1611 to: % 123.28/81.24 | (1964) ~ (all_0_686_686 = e21) % 123.28/81.24 | % 123.28/81.24 | Simplifying 1964 yields: % 123.28/81.24 | (1965) ~ (all_0_686_686 = e21) % 123.28/81.24 | % 123.28/81.24 | Equations (2144) can reduce 1105 to: % 123.28/81.24 | (3391) ~ (all_0_687_687 = e21) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3391 yields: % 123.28/81.24 | (3392) ~ (all_0_687_687 = e21) % 123.28/81.24 | % 123.28/81.24 | Equations (2144) can reduce 1456 to: % 123.28/81.24 | (3393) ~ (all_0_690_690 = e21) % 123.28/81.24 | % 123.28/81.24 | Simplifying 3393 yields: % 123.28/81.24 | (3394) ~ (all_0_690_690 = e21) % 123.28/81.24 | % 123.28/81.24 | Equations (2144) can reduce 421 to: % 123.28/81.24 | (2080) ~ (e25 = e21) % 123.28/81.24 | % 123.28/81.24 | Simplifying 2080 yields: % 123.28/81.24 | (1020) ~ (e25 = e21) % 123.28/81.24 | % 123.28/81.24 | From (2144) and (1299) follows: % 123.28/81.24 | (2145) op2(e21, e26) = e25 % 123.28/81.24 | % 123.28/81.24 | From (2144) and (510) follows: % 123.28/81.24 | (3398) op2(e20, e26) = e21 % 123.28/81.24 | % 123.28/81.25 +-Applying beta-rule and splitting (2694), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3399) all_0_668_668 = e21 % 123.28/81.25 | % 123.28/81.25 | Equations (3399) can reduce 490 to: % 123.28/81.25 | (1959) ~ (all_0_667_667 = e21) % 123.28/81.25 | % 123.28/81.25 | Equations (3399) can reduce 582 to: % 123.28/81.25 | (3401) ~ (all_0_680_680 = e21) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3401 yields: % 123.28/81.25 | (2560) ~ (all_0_680_680 = e21) % 123.28/81.25 | % 123.28/81.25 | Equations (3399) can reduce 3353 to: % 123.28/81.25 | (360) ~ (e21 = e20) % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (2941), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3126) all_0_689_689 = e20 % 123.28/81.25 | % 123.28/81.25 | Equations (3126) can reduce 3247 to: % 123.28/81.25 | (1975) $false % 123.28/81.25 | % 123.28/81.25 |-The branch is then unsatisfiable % 123.28/81.25 |-Branch two: % 123.28/81.25 | (3247) ~ (all_0_689_689 = e20) % 123.28/81.25 | (3248) all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (3248), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3249) all_0_689_689 = e26 % 123.28/81.25 | % 123.28/81.25 | Equations (3249) can reduce 2019 to: % 123.28/81.25 | (1975) $false % 123.28/81.25 | % 123.28/81.25 |-The branch is then unsatisfiable % 123.28/81.25 |-Branch two: % 123.28/81.25 | (2019) ~ (all_0_689_689 = e26) % 123.28/81.25 | (3252) all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (3252), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3253) all_0_689_689 = e24 % 123.28/81.25 | % 123.28/81.25 | Equations (3253) can reduce 2987 to: % 123.28/81.25 | (784) ~ (e24 = e22) % 123.28/81.25 | % 123.28/81.25 | Equations (3253) can reduce 3247 to: % 123.28/81.25 | (633) ~ (e24 = e20) % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (2102), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3415) all_0_658_658 = e22 % 123.28/81.25 | % 123.28/81.25 | Equations (3415) can reduce 728 to: % 123.28/81.25 | (3416) ~ (all_0_661_661 = e22) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3416 yields: % 123.28/81.25 | (3417) ~ (all_0_661_661 = e22) % 123.28/81.25 | % 123.28/81.25 | Equations (3415) can reduce 1090 to: % 123.28/81.25 | (3418) ~ (all_0_664_664 = e22) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3418 yields: % 123.28/81.25 | (3419) ~ (all_0_664_664 = e22) % 123.28/81.25 | % 123.28/81.25 | Equations (3415) can reduce 1371 to: % 123.28/81.25 | (3420) ~ (all_0_678_678 = e22) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3420 yields: % 123.28/81.25 | (1677) ~ (all_0_678_678 = e22) % 123.28/81.25 | % 123.28/81.25 | Equations (3415) can reduce 414 to: % 123.28/81.25 | (2988) ~ (e25 = e22) % 123.28/81.25 | % 123.28/81.25 | Simplifying 2988 yields: % 123.28/81.25 | (1558) ~ (e25 = e22) % 123.28/81.25 | % 123.28/81.25 | Equations (3415) can reduce 2065 to: % 123.28/81.25 | (359) ~ (e22 = e21) % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (303), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (2091) all_0_652_652 = e20 % 123.28/81.25 | % 123.28/81.25 | Combining equations (2125,2091) yields a new equation: % 123.28/81.25 | (3426) e23 = e20 % 123.28/81.25 | % 123.28/81.25 | Simplifying 3426 yields: % 123.28/81.25 | (2604) e23 = e20 % 123.28/81.25 | % 123.28/81.25 | Equations (2604) can reduce 581 to: % 123.28/81.25 | (1975) $false % 123.28/81.25 | % 123.28/81.25 |-The branch is then unsatisfiable % 123.28/81.25 |-Branch two: % 123.28/81.25 | (2095) ~ (all_0_652_652 = e20) % 123.28/81.25 | (3430) all_0_658_658 = e20 | all_0_665_665 = e20 | all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (3430), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3431) all_0_658_658 = e20 % 123.28/81.25 | % 123.28/81.25 | Combining equations (3431,3415) yields a new equation: % 123.28/81.25 | (3065) e22 = e20 % 123.28/81.25 | % 123.28/81.25 | Equations (3065) can reduce 959 to: % 123.28/81.25 | (1975) $false % 123.28/81.25 | % 123.28/81.25 |-The branch is then unsatisfiable % 123.28/81.25 |-Branch two: % 123.28/81.25 | (3434) ~ (all_0_658_658 = e20) % 123.28/81.25 | (3435) all_0_665_665 = e20 | all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (3435), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3436) all_0_665_665 = e20 % 123.28/81.25 | % 123.28/81.25 | Combining equations (2127,3436) yields a new equation: % 123.28/81.25 | (3437) e26 = e20 % 123.28/81.25 | % 123.28/81.25 | Simplifying 3437 yields: % 123.28/81.25 | (3438) e26 = e20 % 123.28/81.25 | % 123.28/81.25 | Equations (3438) can reduce 443 to: % 123.28/81.25 | (1975) $false % 123.28/81.25 | % 123.28/81.25 |-The branch is then unsatisfiable % 123.28/81.25 |-Branch two: % 123.28/81.25 | (3440) ~ (all_0_665_665 = e20) % 123.28/81.25 | (3441) all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (3441), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3442) all_0_672_672 = e20 % 123.28/81.25 | % 123.28/81.25 | Combining equations (2942,3442) yields a new equation: % 123.28/81.25 | (3103) e24 = e20 % 123.28/81.25 | % 123.28/81.25 | Simplifying 3103 yields: % 123.28/81.25 | (3104) e24 = e20 % 123.28/81.25 | % 123.28/81.25 | Equations (3104) can reduce 633 to: % 123.28/81.25 | (1975) $false % 123.28/81.25 | % 123.28/81.25 |-The branch is then unsatisfiable % 123.28/81.25 |-Branch two: % 123.28/81.25 | (3446) ~ (all_0_672_672 = e20) % 123.28/81.25 | (3447) all_0_678_678 = e20 | all_0_684_684 = e20 % 123.28/81.25 | % 123.28/81.25 +-Applying beta-rule and splitting (3447), into two cases. % 123.28/81.25 |-Branch one: % 123.28/81.25 | (3448) all_0_678_678 = e20 % 123.28/81.25 | % 123.28/81.25 | Equations (3448) can reduce 1237 to: % 123.28/81.25 | (3449) ~ (all_0_680_680 = e20) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3449 yields: % 123.28/81.25 | (3450) ~ (all_0_680_680 = e20) % 123.28/81.25 | % 123.28/81.25 | Equations (3448) can reduce 51 to: % 123.28/81.25 | (3451) ~ (all_0_681_681 = e20) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3451 yields: % 123.28/81.25 | (3452) ~ (all_0_681_681 = e20) % 123.28/81.25 | % 123.28/81.25 | Equations (3448) can reduce 1675 to: % 123.28/81.25 | (3453) ~ (e25 = e20) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3453 yields: % 123.28/81.25 | (239) ~ (e25 = e20) % 123.28/81.25 | % 123.28/81.25 | Equations (3448) can reduce 1677 to: % 123.28/81.25 | (3361) ~ (e22 = e20) % 123.28/81.25 | % 123.28/81.25 | Simplifying 3361 yields: % 123.28/81.25 | (959) ~ (e22 = e20) % 123.28/81.25 | % 123.28/81.25 | From (3448) and (1972) follows: % 123.28/81.26 | (3457) op2(e20, e26) = e24 % 123.28/81.26 | % 123.28/81.26 | From (3448) and (1003) follows: % 123.28/81.26 | (3458) op2(e21, e26) = e20 % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3293), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3459) all_0_668_668 = e25 % 123.28/81.26 | % 123.28/81.26 | Combining equations (3459,3399) yields a new equation: % 123.28/81.26 | (3163) e25 = e21 % 123.28/81.26 | % 123.28/81.26 | Simplifying 3163 yields: % 123.28/81.26 | (2129) e25 = e21 % 123.28/81.26 | % 123.28/81.26 | Equations (2129) can reduce 1020 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (3463) ~ (all_0_668_668 = e25) % 123.28/81.26 | (3464) all_0_669_669 = e25 | all_0_670_670 = e25 | all_0_671_671 = e25 % 123.28/81.26 | % 123.28/81.26 | Equations (3399) can reduce 3463 to: % 123.28/81.26 | (2080) ~ (e25 = e21) % 123.28/81.26 | % 123.28/81.26 | Simplifying 2080 yields: % 123.28/81.26 | (1020) ~ (e25 = e21) % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (2561), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3467) all_0_680_680 = e20 % 123.28/81.26 | % 123.28/81.26 | Equations (3467) can reduce 3450 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (3450) ~ (all_0_680_680 = e20) % 123.28/81.26 | (3470) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3048), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3471) all_0_661_661 = e25 % 123.28/81.26 | % 123.28/81.26 | Equations (3471) can reduce 3297 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (3297) ~ (all_0_661_661 = e25) % 123.28/81.26 | (3474) all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3474), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3459) all_0_668_668 = e25 % 123.28/81.26 | % 123.28/81.26 | Combining equations (3459,3399) yields a new equation: % 123.28/81.26 | (3163) e25 = e21 % 123.28/81.26 | % 123.28/81.26 | Simplifying 3163 yields: % 123.28/81.26 | (2129) e25 = e21 % 123.28/81.26 | % 123.28/81.26 | Equations (2129) can reduce 1020 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (3463) ~ (all_0_668_668 = e25) % 123.28/81.26 | (3480) all_0_680_680 = e25 | all_0_687_687 = e25 % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3480), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (2579) all_0_680_680 = e25 % 123.28/81.26 | % 123.28/81.26 | Equations (2579) can reduce 2809 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (2809) ~ (all_0_680_680 = e25) % 123.28/81.26 | (3484) all_0_687_687 = e25 % 123.28/81.26 | % 123.28/81.26 | Equations (3484) can reduce 709 to: % 123.28/81.26 | (3297) ~ (all_0_661_661 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3484) can reduce 736 to: % 123.28/81.26 | (879) ~ (all_0_674_674 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3484) can reduce 1696 to: % 123.28/81.26 | (2809) ~ (all_0_680_680 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3484) can reduce 771 to: % 123.28/81.26 | (3285) ~ (all_0_686_686 = e25) % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3464), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3489) all_0_669_669 = e25 % 123.28/81.26 | % 123.28/81.26 | Equations (3489) can reduce 3078 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (3078) ~ (all_0_669_669 = e25) % 123.28/81.26 | (3492) all_0_670_670 = e25 | all_0_671_671 = e25 % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3492), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3209) all_0_670_670 = e25 % 123.28/81.26 | % 123.28/81.26 | Combining equations (3139,3209) yields a new equation: % 123.28/81.26 | (3113) e25 = e20 % 123.28/81.26 | % 123.28/81.26 | Equations (3113) can reduce 239 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (2806) ~ (all_0_670_670 = e25) % 123.28/81.26 | (3497) all_0_671_671 = e25 % 123.28/81.26 | % 123.28/81.26 | Equations (3497) can reduce 1353 to: % 123.28/81.26 | (3067) ~ (all_0_657_657 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3497) can reduce 211 to: % 123.28/81.26 | (3499) ~ (all_0_664_664 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3497) can reduce 605 to: % 123.28/81.26 | (3292) ~ (all_0_667_667 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3497) can reduce 1479 to: % 123.28/81.26 | (3501) ~ (all_0_690_690 = e25) % 123.28/81.26 | % 123.28/81.26 | Simplifying 3501 yields: % 123.28/81.26 | (3502) ~ (all_0_690_690 = e25) % 123.28/81.26 | % 123.28/81.26 | Equations (3497) can reduce 2045 to: % 123.28/81.26 | (169) ~ (e25 = e24) % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (3470), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3504) all_0_680_680 = e26 % 123.28/81.26 | % 123.28/81.26 | Equations (3504) can reduce 3338 to: % 123.28/81.26 | (1975) $false % 123.28/81.26 | % 123.28/81.26 |-The branch is then unsatisfiable % 123.28/81.26 |-Branch two: % 123.28/81.26 | (3338) ~ (all_0_680_680 = e26) % 123.28/81.26 | (3507) all_0_680_680 = e25 | all_0_680_680 = e23 % 123.28/81.26 | % 123.28/81.26 +-Applying beta-rule and splitting (2615), into two cases. % 123.28/81.26 |-Branch one: % 123.28/81.26 | (3508) all_0_661_661 = e22 % 123.28/81.26 | % 123.28/81.26 | Equations (3508) can reduce 3417 to: % 123.28/81.26 | (1975) $false % 123.28/81.27 | % 123.28/81.27 |-The branch is then unsatisfiable % 123.28/81.27 |-Branch two: % 123.28/81.27 | (3417) ~ (all_0_661_661 = e22) % 123.28/81.27 | (3511) all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (3511), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3512) all_0_668_668 = e22 % 123.28/81.27 | % 123.28/81.27 | Combining equations (3512,3399) yields a new equation: % 123.28/81.27 | (1989) e22 = e21 % 123.28/81.27 | % 123.28/81.27 | Simplifying 1989 yields: % 123.28/81.27 | (1990) e22 = e21 % 123.28/81.27 | % 123.28/81.27 | Equations (1990) can reduce 359 to: % 123.28/81.27 | (1975) $false % 123.28/81.27 | % 123.28/81.27 |-The branch is then unsatisfiable % 123.28/81.27 |-Branch two: % 123.28/81.27 | (3516) ~ (all_0_668_668 = e22) % 123.28/81.27 | (3517) all_0_674_674 = e22 | all_0_687_687 = e22 % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (3507), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3518) all_0_680_680 = e23 % 123.28/81.27 | % 123.28/81.27 | Equations (3518) can reduce 803 to: % 123.28/81.27 | (3519) ~ (all_0_681_681 = e23) % 123.28/81.27 | % 123.28/81.27 | Simplifying 3519 yields: % 123.28/81.27 | (3520) ~ (all_0_681_681 = e23) % 123.28/81.27 | % 123.28/81.27 | Equations (3518) can reduce 44 to: % 123.28/81.27 | (3521) ~ (all_0_683_683 = e23) % 123.28/81.27 | % 123.28/81.27 | Simplifying 3521 yields: % 123.28/81.27 | (3522) ~ (all_0_683_683 = e23) % 123.28/81.27 | % 123.28/81.27 | Equations (3518) can reduce 2809 to: % 123.28/81.27 | (2008) ~ (e25 = e23) % 123.28/81.27 | % 123.28/81.27 | Simplifying 2008 yields: % 123.28/81.27 | (1480) ~ (e25 = e23) % 123.28/81.27 | % 123.28/81.27 | Equations (3518) can reduce 2560 to: % 123.28/81.27 | (896) ~ (e23 = e21) % 123.28/81.27 | % 123.28/81.27 | Equations (3518) can reduce 3450 to: % 123.28/81.27 | (581) ~ (e23 = e20) % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (3517), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3527) all_0_674_674 = e22 % 123.28/81.27 | % 123.28/81.27 | Equations (3527) can reduce 382 to: % 123.28/81.27 | (3417) ~ (all_0_661_661 = e22) % 123.28/81.27 | % 123.28/81.27 | Equations (3527) can reduce 527 to: % 123.28/81.27 | (3529) ~ (all_0_675_675 = e22) % 123.28/81.27 | % 123.28/81.27 | Simplifying 3529 yields: % 123.28/81.27 | (3530) ~ (all_0_675_675 = e22) % 123.28/81.27 | % 123.28/81.27 | Equations (3527) can reduce 413 to: % 123.28/81.27 | (3531) ~ (all_0_677_677 = e22) % 123.28/81.27 | % 123.28/81.27 | Simplifying 3531 yields: % 123.28/81.27 | (3532) ~ (all_0_677_677 = e22) % 123.28/81.27 | % 123.28/81.27 | Equations (3527) can reduce 879 to: % 123.28/81.27 | (2988) ~ (e25 = e22) % 123.28/81.27 | % 123.28/81.27 | Simplifying 2988 yields: % 123.28/81.27 | (1558) ~ (e25 = e22) % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (2379), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3535) all_0_690_690 = e20 % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 594 to: % 123.28/81.27 | (3536) ~ (all_0_657_657 = e20) % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 154 to: % 123.28/81.27 | (3537) ~ (all_0_677_677 = e20) % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 80 to: % 123.28/81.27 | (3538) ~ (all_0_686_686 = e20) % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 107 to: % 123.28/81.27 | (3539) ~ (all_0_688_688 = e20) % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 2021 to: % 123.28/81.27 | (3357) ~ (e26 = e20) % 123.28/81.27 | % 123.28/81.27 | Simplifying 3357 yields: % 123.28/81.27 | (443) ~ (e26 = e20) % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 3502 to: % 123.28/81.27 | (3453) ~ (e25 = e20) % 123.28/81.27 | % 123.28/81.27 | Simplifying 3453 yields: % 123.28/81.27 | (239) ~ (e25 = e20) % 123.28/81.27 | % 123.28/81.27 | Equations (3535) can reduce 3394 to: % 123.28/81.27 | (2247) ~ (e21 = e20) % 123.28/81.27 | % 123.28/81.27 | Simplifying 2247 yields: % 123.28/81.27 | (360) ~ (e21 = e20) % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (396), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3546) all_0_657_657 = e23 % 123.28/81.27 | % 123.28/81.27 | Equations (3546) can reduce 3327 to: % 123.28/81.27 | (1975) $false % 123.28/81.27 | % 123.28/81.27 |-The branch is then unsatisfiable % 123.28/81.27 |-Branch two: % 123.28/81.27 | (3327) ~ (all_0_657_657 = e23) % 123.28/81.27 | (3549) all_0_664_664 = e23 | all_0_671_671 = e23 | all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (3549), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3550) all_0_664_664 = e23 % 123.28/81.27 | % 123.28/81.27 | Equations (3550) can reduce 2003 to: % 123.28/81.27 | (1975) $false % 123.28/81.27 | % 123.28/81.27 |-The branch is then unsatisfiable % 123.28/81.27 |-Branch two: % 123.28/81.27 | (2003) ~ (all_0_664_664 = e23) % 123.28/81.27 | (3553) all_0_671_671 = e23 | all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (3553), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3554) all_0_671_671 = e23 % 123.28/81.27 | % 123.28/81.27 | Combining equations (3554,3497) yields a new equation: % 123.28/81.27 | (2087) e25 = e23 % 123.28/81.27 | % 123.28/81.27 | Equations (2087) can reduce 1480 to: % 123.28/81.27 | (1975) $false % 123.28/81.27 | % 123.28/81.27 |-The branch is then unsatisfiable % 123.28/81.27 |-Branch two: % 123.28/81.27 | (3557) ~ (all_0_671_671 = e23) % 123.28/81.27 | (3558) all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 123.28/81.27 | % 123.28/81.27 +-Applying beta-rule and splitting (3558), into two cases. % 123.28/81.27 |-Branch one: % 123.28/81.27 | (3559) all_0_677_677 = e23 % 123.28/81.27 | % 123.28/81.27 | Equations (3559) can reduce 1386 to: % 123.28/81.27 | (3327) ~ (all_0_657_657 = e23) % 123.28/81.27 | % 123.28/81.27 | Equations (3559) can reduce 919 to: % 123.28/81.27 | (2003) ~ (all_0_664_664 = e23) % 123.28/81.27 | % 123.28/81.27 | Equations (3559) can reduce 425 to: % 123.28/81.27 | (3562) ~ (all_0_675_675 = e23) % 123.28/81.27 | % 123.28/81.27 | Equations (3559) can reduce 3532 to: % 123.28/81.27 | (894) ~ (e23 = e22) % 123.28/81.27 | % 123.28/81.27 | Equations (3559) can reduce 3537 to: % 123.28/81.27 | (581) ~ (e23 = e20) % 123.28/81.27 | % 123.28/81.27 | From (3559) and (1093) follows: % 123.28/81.28 | (3565) op2(e22, e20) = e23 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (1683), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (2600) all_0_654_654 = e20 % 123.28/81.28 | % 123.28/81.28 | Combining equations (2600,2592) yields a new equation: % 123.28/81.28 | (3438) e26 = e20 % 123.28/81.28 | % 123.28/81.28 | Equations (3438) can reduce 443 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (2606) ~ (all_0_654_654 = e20) % 123.28/81.28 | (3570) all_0_661_661 = e20 | all_0_668_668 = e20 | all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (3570), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3571) all_0_661_661 = e20 % 123.28/81.28 | % 123.28/81.28 | Equations (3571) can reduce 966 to: % 123.28/81.28 | (3572) ~ (all_0_662_662 = e20) % 123.28/81.28 | % 123.28/81.28 | Simplifying 3572 yields: % 123.28/81.28 | (3573) ~ (all_0_662_662 = e20) % 123.28/81.28 | % 123.28/81.28 | Equations (3571) can reduce 64 to: % 123.28/81.28 | (3574) ~ (all_0_664_664 = e20) % 123.28/81.28 | % 123.28/81.28 | Simplifying 3574 yields: % 123.28/81.28 | (3575) ~ (all_0_664_664 = e20) % 123.28/81.28 | % 123.28/81.28 | Equations (3571) can reduce 3297 to: % 123.28/81.28 | (3453) ~ (e25 = e20) % 123.28/81.28 | % 123.28/81.28 | Simplifying 3453 yields: % 123.28/81.28 | (239) ~ (e25 = e20) % 123.28/81.28 | % 123.28/81.28 | Equations (3571) can reduce 3417 to: % 123.28/81.28 | (3361) ~ (e22 = e20) % 123.28/81.28 | % 123.28/81.28 | Simplifying 3361 yields: % 123.28/81.28 | (959) ~ (e22 = e20) % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (1847), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3121) all_0_657_657 = e20 % 123.28/81.28 | % 123.28/81.28 | Equations (3121) can reduce 3536 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (3536) ~ (all_0_657_657 = e20) % 123.28/81.28 | (3583) all_0_657_657 = e26 | all_0_657_657 = e25 | all_0_657_657 = e24 | all_0_657_657 = e23 | all_0_657_657 = e22 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (1121), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3112) all_0_655_655 = e20 % 123.28/81.28 | % 123.28/81.28 | Combining equations (3073,3112) yields a new equation: % 123.28/81.28 | (3585) e25 = e20 % 123.28/81.28 | % 123.28/81.28 | Simplifying 3585 yields: % 123.28/81.28 | (3113) e25 = e20 % 123.28/81.28 | % 123.28/81.28 | Equations (3113) can reduce 239 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (3115) ~ (all_0_655_655 = e20) % 123.28/81.28 | (3589) all_0_662_662 = e20 | all_0_669_669 = e20 | all_0_675_675 = e20 | all_0_681_681 = e20 | all_0_688_688 = e20 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (3583), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3590) all_0_657_657 = e26 % 123.28/81.28 | % 123.28/81.28 | Equations (3590) can reduce 3336 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (3336) ~ (all_0_657_657 = e26) % 123.28/81.28 | (3593) all_0_657_657 = e25 | all_0_657_657 = e24 | all_0_657_657 = e23 | all_0_657_657 = e22 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (3589), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3594) all_0_662_662 = e20 % 123.28/81.28 | % 123.28/81.28 | Equations (3594) can reduce 3573 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (3573) ~ (all_0_662_662 = e20) % 123.28/81.28 | (3597) all_0_669_669 = e20 | all_0_675_675 = e20 | all_0_681_681 = e20 | all_0_688_688 = e20 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (3597), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3598) all_0_669_669 = e20 % 123.28/81.28 | % 123.28/81.28 | Equations (3598) can reduce 3354 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (3354) ~ (all_0_669_669 = e20) % 123.28/81.28 | (3601) all_0_675_675 = e20 | all_0_681_681 = e20 | all_0_688_688 = e20 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (3593), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3279) all_0_657_657 = e24 % 123.28/81.28 | % 123.28/81.28 | Equations (3279) can reduce 556 to: % 123.28/81.28 | (3262) ~ (all_0_653_653 = e24) % 123.28/81.28 | % 123.28/81.28 | Equations (3279) can reduce 1581 to: % 123.28/81.28 | (3280) ~ (all_0_664_664 = e24) % 123.28/81.28 | % 123.28/81.28 | Simplifying 3280 yields: % 123.28/81.28 | (3281) ~ (all_0_664_664 = e24) % 123.28/81.28 | % 123.28/81.28 | Equations (3279) can reduce 117 to: % 123.28/81.28 | (3146) ~ (all_0_683_683 = e24) % 123.28/81.28 | % 123.28/81.28 | Simplifying 3146 yields: % 123.28/81.28 | (3124) ~ (all_0_683_683 = e24) % 123.28/81.28 | % 123.28/81.28 | Equations (3279) can reduce 3067 to: % 123.28/81.28 | (2947) ~ (e25 = e24) % 123.28/81.28 | % 123.28/81.28 | Simplifying 2947 yields: % 123.28/81.28 | (169) ~ (e25 = e24) % 123.28/81.28 | % 123.28/81.28 | Equations (3279) can reduce 3327 to: % 123.28/81.28 | (572) ~ (e24 = e23) % 123.28/81.28 | % 123.28/81.28 | Equations (3279) can reduce 2981 to: % 123.28/81.28 | (784) ~ (e24 = e22) % 123.28/81.28 | % 123.28/81.28 | From (3279) and (766) follows: % 123.28/81.28 | (3612) op2(e24, e25) = all_0_643_643 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (1296), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3099) all_0_653_653 = e24 % 123.28/81.28 | % 123.28/81.28 | Equations (3099) can reduce 3262 to: % 123.28/81.28 | (1975) $false % 123.28/81.28 | % 123.28/81.28 |-The branch is then unsatisfiable % 123.28/81.28 |-Branch two: % 123.28/81.28 | (3262) ~ (all_0_653_653 = e24) % 123.28/81.28 | (3263) all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 123.28/81.28 | % 123.28/81.28 +-Applying beta-rule and splitting (1520), into two cases. % 123.28/81.28 |-Branch one: % 123.28/81.28 | (3617) all_0_651_651 = e22 % 123.28/81.28 | % 123.28/81.28 | Equations (3617) can reduce 261 to: % 123.28/81.28 | (3618) ~ (all_0_650_650 = e22) % 123.28/81.28 | % 123.28/81.28 | Equations (3617) can reduce 769 to: % 123.28/81.29 | (3418) ~ (all_0_664_664 = e22) % 123.28/81.29 | % 123.28/81.29 | Simplifying 3418 yields: % 123.28/81.29 | (3419) ~ (all_0_664_664 = e22) % 123.28/81.29 | % 123.28/81.29 | From (3617) and (2056) follows: % 123.28/81.29 | (3621) op2(e22, e20) = e25 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (791), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3190) all_0_664_664 = e21 % 123.28/81.29 | % 123.28/81.29 | Equations (3190) can reduce 3281 to: % 123.28/81.29 | (1966) ~ (e24 = e21) % 123.28/81.29 | % 123.28/81.29 | Simplifying 1966 yields: % 123.28/81.29 | (149) ~ (e24 = e21) % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (48), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (1978) all_0_650_650 = e21 % 123.28/81.29 | % 123.28/81.29 | Equations (1978) can reduce 1951 to: % 123.28/81.29 | (1975) $false % 123.28/81.29 | % 123.28/81.29 |-The branch is then unsatisfiable % 123.28/81.29 |-Branch two: % 123.28/81.29 | (1951) ~ (all_0_650_650 = e21) % 123.28/81.29 | (3628) all_0_662_662 = e21 | all_0_669_669 = e21 | all_0_675_675 = e21 | all_0_681_681 = e21 | all_0_688_688 = e21 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (3263), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3629) all_0_660_660 = e24 % 123.28/81.29 | % 123.28/81.29 | Combining equations (3629,3294) yields a new equation: % 123.28/81.29 | (3094) e25 = e24 % 123.28/81.29 | % 123.28/81.29 | Equations (3094) can reduce 169 to: % 123.28/81.29 | (1975) $false % 123.28/81.29 | % 123.28/81.29 |-The branch is then unsatisfiable % 123.28/81.29 |-Branch two: % 123.28/81.29 | (3632) ~ (all_0_660_660 = e24) % 123.28/81.29 | (3633) all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 123.28/81.29 | % 123.28/81.29 | Equations (3294) can reduce 3632 to: % 123.28/81.29 | (169) ~ (e25 = e24) % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (3601), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3635) all_0_675_675 = e20 % 123.28/81.29 | % 123.28/81.29 | Equations (3635) can reduce 545 to: % 123.28/81.29 | (1778) ~ (all_0_650_650 = e20) % 123.28/81.29 | % 123.28/81.29 | Equations (3635) can reduce 910 to: % 123.28/81.29 | (3451) ~ (all_0_681_681 = e20) % 123.28/81.29 | % 123.28/81.29 | Simplifying 3451 yields: % 123.28/81.29 | (3452) ~ (all_0_681_681 = e20) % 123.28/81.29 | % 123.28/81.29 | From (3635) and (713) follows: % 123.28/81.29 | (3639) op2(e22, e20) = all_0_596_596 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (1981), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3640) all_0_650_650 = e26 % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 819 to: % 123.28/81.29 | (3641) ~ (all_0_662_662 = e26) % 123.28/81.29 | % 123.28/81.29 | Simplifying 3641 yields: % 123.28/81.29 | (3642) ~ (all_0_662_662 = e26) % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 234 to: % 123.28/81.29 | (950) ~ (e26 = e25) % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 1251 to: % 123.28/81.29 | (1189) ~ (e26 = e24) % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 1171 to: % 123.28/81.29 | (1282) ~ (e26 = e23) % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 3618 to: % 123.28/81.29 | (792) ~ (e26 = e22) % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 1951 to: % 123.28/81.29 | (1656) ~ (e26 = e21) % 123.28/81.29 | % 123.28/81.29 | Equations (3640) can reduce 1778 to: % 123.28/81.29 | (443) ~ (e26 = e20) % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (1074), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3649) all_0_651_651 = e26 % 123.28/81.29 | % 123.28/81.29 | Combining equations (3649,3617) yields a new equation: % 123.28/81.29 | (2998) e26 = e22 % 123.28/81.29 | % 123.28/81.29 | Simplifying 2998 yields: % 123.28/81.29 | (2999) e26 = e22 % 123.28/81.29 | % 123.28/81.29 | Equations (2999) can reduce 792 to: % 123.28/81.29 | (1975) $false % 123.28/81.29 | % 123.28/81.29 |-The branch is then unsatisfiable % 123.28/81.29 |-Branch two: % 123.28/81.29 | (3653) ~ (all_0_651_651 = e26) % 123.28/81.29 | (3654) all_0_657_657 = e26 | all_0_664_664 = e26 | all_0_671_671 = e26 | all_0_677_677 = e26 | all_0_683_683 = e26 | all_0_690_690 = e26 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (3654), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3590) all_0_657_657 = e26 % 123.28/81.29 | % 123.28/81.29 | Combining equations (3590,3279) yields a new equation: % 123.28/81.29 | (3656) e26 = e24 % 123.28/81.29 | % 123.28/81.29 | Simplifying 3656 yields: % 123.28/81.29 | (2321) e26 = e24 % 123.28/81.29 | % 123.28/81.29 | Equations (2321) can reduce 1189 to: % 123.28/81.29 | (1975) $false % 123.28/81.29 | % 123.28/81.29 |-The branch is then unsatisfiable % 123.28/81.29 |-Branch two: % 123.28/81.29 | (3336) ~ (all_0_657_657 = e26) % 123.28/81.29 | (3660) all_0_664_664 = e26 | all_0_671_671 = e26 | all_0_677_677 = e26 | all_0_683_683 = e26 | all_0_690_690 = e26 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (3660), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3661) all_0_664_664 = e26 % 123.28/81.29 | % 123.28/81.29 | Combining equations (3190,3661) yields a new equation: % 123.28/81.29 | (1984) e26 = e21 % 123.28/81.29 | % 123.28/81.29 | Equations (1984) can reduce 1656 to: % 123.28/81.29 | (1975) $false % 123.28/81.29 | % 123.28/81.29 |-The branch is then unsatisfiable % 123.28/81.29 |-Branch two: % 123.28/81.29 | (3367) ~ (all_0_664_664 = e26) % 123.28/81.29 | (3665) all_0_671_671 = e26 | all_0_677_677 = e26 | all_0_683_683 = e26 | all_0_690_690 = e26 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (3665), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3666) all_0_671_671 = e26 % 123.28/81.29 | % 123.28/81.29 | Combining equations (3666,3497) yields a new equation: % 123.28/81.29 | (3667) e26 = e25 % 123.28/81.29 | % 123.28/81.29 | Simplifying 3667 yields: % 123.28/81.29 | (2110) e26 = e25 % 123.28/81.29 | % 123.28/81.29 | Equations (2110) can reduce 950 to: % 123.28/81.29 | (1975) $false % 123.28/81.29 | % 123.28/81.29 |-The branch is then unsatisfiable % 123.28/81.29 |-Branch two: % 123.28/81.29 | (3670) ~ (all_0_671_671 = e26) % 123.28/81.29 | (3671) all_0_677_677 = e26 | all_0_683_683 = e26 | all_0_690_690 = e26 % 123.28/81.29 | % 123.28/81.29 +-Applying beta-rule and splitting (3671), into two cases. % 123.28/81.29 |-Branch one: % 123.28/81.29 | (3672) all_0_677_677 = e26 % 123.28/81.29 | % 123.28/81.29 | Combining equations (3672,3559) yields a new equation: % 123.28/81.29 | (3673) e26 = e23 % 123.28/81.29 | % 123.28/81.29 | Simplifying 3673 yields: % 123.28/81.29 | (2596) e26 = e23 % 123.28/81.29 | % 123.28/81.30 | Equations (2596) can reduce 1282 to: % 123.28/81.30 | (1975) $false % 123.28/81.30 | % 123.28/81.30 |-The branch is then unsatisfiable % 123.28/81.30 |-Branch two: % 123.28/81.30 | (3676) ~ (all_0_677_677 = e26) % 123.28/81.30 | (3677) all_0_683_683 = e26 | all_0_690_690 = e26 % 123.28/81.30 | % 123.28/81.30 +-Applying beta-rule and splitting (3677), into two cases. % 123.28/81.30 |-Branch one: % 123.28/81.30 | (3678) all_0_683_683 = e26 % 123.28/81.30 | % 123.28/81.30 | Equations (3678) can reduce 820 to: % 123.28/81.30 | (3679) ~ (all_0_681_681 = e26) % 123.28/81.30 | % 123.28/81.30 | Equations (3678) can reduce 3124 to: % 123.28/81.30 | (1189) ~ (e26 = e24) % 123.28/81.30 | % 123.28/81.30 +-Applying beta-rule and splitting (3322), into two cases. % 123.28/81.30 |-Branch one: % 123.28/81.30 | (2027) all_0_659_659 = e24 % 123.28/81.30 | % 123.28/81.30 | Combining equations (2027,1996) yields a new equation: % 123.28/81.30 | (3682) e24 = e23 % 123.28/81.30 | % 123.28/81.30 | Simplifying 3682 yields: % 123.28/81.30 | (2028) e24 = e23 % 123.28/81.30 | % 123.28/81.30 | Equations (2028) can reduce 572 to: % 123.28/81.30 | (1975) $false % 123.28/81.30 | % 123.28/81.30 |-The branch is then unsatisfiable % 123.28/81.30 |-Branch two: % 123.28/81.30 | (2030) ~ (all_0_659_659 = e24) % 123.28/81.30 | (3686) all_0_660_660 = e24 | all_0_662_662 = e24 | all_0_663_663 = e24 | all_0_664_664 = e24 % 123.28/81.30 | % 123.28/81.30 +-Applying beta-rule and splitting (3686), into two cases. % 123.28/81.30 |-Branch one: % 123.28/81.30 | (3629) all_0_660_660 = e24 % 123.28/81.30 | % 123.28/81.30 | Combining equations (3629,3294) yields a new equation: % 123.28/81.30 | (3094) e25 = e24 % 123.28/81.30 | % 123.28/81.30 | Equations (3094) can reduce 169 to: % 123.28/81.30 | (1975) $false % 123.28/81.30 | % 123.28/81.30 |-The branch is then unsatisfiable % 123.28/81.30 |-Branch two: % 123.28/81.30 | (3632) ~ (all_0_660_660 = e24) % 123.28/81.30 | (3691) all_0_662_662 = e24 | all_0_663_663 = e24 | all_0_664_664 = e24 % 123.28/81.30 | % 123.28/81.30 +-Applying beta-rule and splitting (3691), into two cases. % 123.28/81.30 |-Branch one: % 123.28/81.30 | (3692) all_0_662_662 = e24 % 123.28/81.30 | % 123.28/81.30 | Equations (3692) can reduce 1010 to: % 123.28/81.30 | (3693) ~ (all_0_681_681 = e24) % 123.28/81.30 | % 123.28/81.30 | Simplifying 3693 yields: % 123.28/81.30 | (3192) ~ (all_0_681_681 = e24) % 123.28/81.30 | % 123.28/81.30 | Equations (3692) can reduce 3642 to: % 123.28/81.30 | (2046) ~ (e26 = e24) % 123.28/81.30 | % 123.28/81.30 | Simplifying 2046 yields: % 123.28/81.30 | (1189) ~ (e26 = e24) % 123.28/81.30 | % 123.28/81.30 | Equations (3692) can reduce 3299 to: % 123.28/81.30 | (2947) ~ (e25 = e24) % 123.28/81.30 | % 123.28/81.30 | Simplifying 2947 yields: % 123.28/81.30 | (169) ~ (e25 = e24) % 123.28/81.30 | % 123.28/81.30 | From (3692) and (2953) follows: % 123.28/81.30 | (3699) op2(e24, e22) = e26 % 123.28/81.30 | % 123.28/81.30 | From (3692) and (1655) follows: % 123.28/81.30 | (3700) op2(e24, e22) = e24 % 123.28/81.30 | % 123.28/81.30 +-Applying beta-rule and splitting (658), into two cases. % 123.28/81.30 |-Branch one: % 123.28/81.30 | (3157) all_0_681_681 = e21 % 123.28/81.30 | % 123.28/81.30 | Equations (3157) can reduce 3452 to: % 123.28/81.30 | (360) ~ (e21 = e20) % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e24, e25, all_0_643_643, e23 and discharging atoms op2(e24, e25) = all_0_643_643, op2(e24, e25) = e23, yields: % 123.28/81.30 | (3703) all_0_643_643 = e23 % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e24, e25, e26, all_0_643_643 and discharging atoms op2(e24, e25) = all_0_643_643, op2(e24, e25) = e26, yields: % 123.28/81.30 | (3704) all_0_643_643 = e26 % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e24, e22, e24, e26 and discharging atoms op2(e24, e22) = e26, op2(e24, e22) = e24, yields: % 123.28/81.30 | (2321) e26 = e24 % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e22, e20, e25, all_0_596_596 and discharging atoms op2(e22, e20) = all_0_596_596, op2(e22, e20) = e25, yields: % 123.28/81.30 | (3706) all_0_596_596 = e25 % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e22, e20, e23, all_0_596_596 and discharging atoms op2(e22, e20) = all_0_596_596, op2(e22, e20) = e23, yields: % 123.28/81.30 | (3707) all_0_596_596 = e23 % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e21, e26, e20, e25 and discharging atoms op2(e21, e26) = e25, op2(e21, e26) = e20, yields: % 123.28/81.30 | (3113) e25 = e20 % 123.28/81.30 | % 123.28/81.30 | Instantiating formula (364) with e20, e26, e21, e24 and discharging atoms op2(e20, e26) = e24, op2(e20, e26) = e21, yields: % 123.28/81.30 | (2180) e24 = e21 % 123.28/81.30 | % 123.28/81.30 | Combining equations (3707,3706) yields a new equation: % 123.28/81.30 | (2087) e25 = e23 % 123.28/81.30 | % 123.28/81.30 | Combining equations (3704,3703) yields a new equation: % 123.28/81.30 | (3673) e26 = e23 % 123.28/81.30 | % 123.28/81.30 | Simplifying 3673 yields: % 123.28/81.30 | (2596) e26 = e23 % 123.28/81.30 | % 123.28/81.30 | Combining equations (2321,2596) yields a new equation: % 123.28/81.30 | (3682) e24 = e23 % 123.28/81.30 | % 123.28/81.30 | Simplifying 3682 yields: % 123.28/81.30 | (2028) e24 = e23 % 123.28/81.30 | % 123.28/81.30 | Combining equations (3113,2087) yields a new equation: % 123.28/81.30 | (2604) e23 = e20 % 123.28/81.30 | % 123.28/81.31 | Combining equations (2028,2180) yields a new equation: % 123.28/81.31 | (3716) e23 = e21 % 123.28/81.31 | % 123.28/81.31 | Simplifying 3716 yields: % 123.28/81.31 | (2612) e23 = e21 % 123.28/81.31 | % 123.28/81.31 | Combining equations (2604,2612) yields a new equation: % 123.28/81.31 | (2252) e21 = e20 % 123.28/81.31 | % 123.28/81.31 | Equations (2252) can reduce 360 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3160) ~ (all_0_681_681 = e21) % 123.28/81.31 | (3721) all_0_681_681 = e26 | all_0_681_681 = e25 | all_0_681_681 = e24 | all_0_681_681 = e23 | all_0_681_681 = e20 % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (2958), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3129) all_0_679_679 = e24 % 123.28/81.31 | % 123.28/81.31 | Equations (3129) can reduce 928 to: % 123.28/81.31 | (3693) ~ (all_0_681_681 = e24) % 123.28/81.31 | % 123.28/81.31 | Simplifying 3693 yields: % 123.28/81.31 | (3192) ~ (all_0_681_681 = e24) % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (3721), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3725) all_0_681_681 = e20 % 123.28/81.31 | % 123.28/81.31 | Equations (3725) can reduce 3452 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3452) ~ (all_0_681_681 = e20) % 123.28/81.31 | (3728) all_0_681_681 = e26 | all_0_681_681 = e25 | all_0_681_681 = e24 | all_0_681_681 = e23 % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (3728), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3729) all_0_681_681 = e26 % 123.28/81.31 | % 123.28/81.31 | Equations (3729) can reduce 3679 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3679) ~ (all_0_681_681 = e26) % 123.28/81.31 | (3732) all_0_681_681 = e25 | all_0_681_681 = e24 | all_0_681_681 = e23 % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (3732), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3145) all_0_681_681 = e24 % 123.28/81.31 | % 123.28/81.31 | Equations (3145) can reduce 3192 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3192) ~ (all_0_681_681 = e24) % 123.28/81.31 | (3736) all_0_681_681 = e25 | all_0_681_681 = e23 % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (3736), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3737) all_0_681_681 = e23 % 123.28/81.31 | % 123.28/81.31 | Equations (3737) can reduce 3520 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3520) ~ (all_0_681_681 = e23) % 123.28/81.31 | (3740) all_0_681_681 = e25 % 123.28/81.31 | % 123.28/81.31 | Equations (3740) can reduce 3080 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3101) ~ (all_0_679_679 = e24) % 123.28/81.31 | (3132) all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (3132), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3145) all_0_681_681 = e24 % 123.28/81.31 | % 123.28/81.31 | Equations (3145) can reduce 3192 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3192) ~ (all_0_681_681 = e24) % 123.28/81.31 | (3193) all_0_682_682 = e24 | all_0_683_683 = e24 % 123.28/81.31 | % 123.28/81.31 +-Applying beta-rule and splitting (3193), into two cases. % 123.28/81.31 |-Branch one: % 123.28/81.31 | (3194) all_0_682_682 = e24 % 123.28/81.31 | % 123.28/81.31 | Combining equations (2803,3194) yields a new equation: % 123.28/81.31 | (3093) e25 = e24 % 123.28/81.31 | % 123.28/81.31 | Simplifying 3093 yields: % 123.28/81.31 | (3094) e25 = e24 % 123.28/81.31 | % 123.28/81.31 | Equations (3094) can reduce 169 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.28/81.31 |-Branch two: % 123.28/81.31 | (3197) ~ (all_0_682_682 = e24) % 123.28/81.31 | (3198) all_0_683_683 = e24 % 123.28/81.31 | % 123.28/81.31 | Combining equations (3678,3198) yields a new equation: % 123.28/81.31 | (3656) e26 = e24 % 123.28/81.31 | % 123.28/81.31 | Simplifying 3656 yields: % 123.28/81.31 | (2321) e26 = e24 % 123.28/81.31 | % 123.28/81.31 | Equations (2321) can reduce 1189 to: % 123.28/81.31 | (1975) $false % 123.28/81.31 | % 123.28/81.31 |-The branch is then unsatisfiable % 123.68/81.31 |-Branch two: % 123.68/81.31 | (3757) ~ (all_0_662_662 = e24) % 123.68/81.31 | (3758) all_0_663_663 = e24 | all_0_664_664 = e24 % 123.68/81.31 | % 123.68/81.31 +-Applying beta-rule and splitting (3758), into two cases. % 123.68/81.31 |-Branch one: % 123.68/81.31 | (3133) all_0_663_663 = e24 % 123.68/81.31 | % 123.68/81.32 | Combining equations (3223,3133) yields a new equation: % 123.68/81.32 | (3656) e26 = e24 % 123.68/81.32 | % 123.68/81.32 | Simplifying 3656 yields: % 123.68/81.32 | (2321) e26 = e24 % 123.68/81.32 | % 123.68/81.32 | Equations (2321) can reduce 1189 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3211) ~ (all_0_663_663 = e24) % 123.68/81.32 | (3283) all_0_664_664 = e24 % 123.68/81.32 | % 123.68/81.32 | Combining equations (3190,3283) yields a new equation: % 123.68/81.32 | (2180) e24 = e21 % 123.68/81.32 | % 123.68/81.32 | Equations (2180) can reduce 149 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3767) ~ (all_0_683_683 = e26) % 123.68/81.32 | (3768) all_0_690_690 = e26 % 123.68/81.32 | % 123.68/81.32 | Combining equations (3768,3535) yields a new equation: % 123.68/81.32 | (3437) e26 = e20 % 123.68/81.32 | % 123.68/81.32 | Simplifying 3437 yields: % 123.68/81.32 | (3438) e26 = e20 % 123.68/81.32 | % 123.68/81.32 | Equations (3438) can reduce 443 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3772) ~ (all_0_650_650 = e26) % 123.68/81.32 | (3773) all_0_650_650 = e22 % 123.68/81.32 | % 123.68/81.32 | Equations (3773) can reduce 3618 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3775) ~ (all_0_675_675 = e20) % 123.68/81.32 | (3776) all_0_681_681 = e20 | all_0_688_688 = e20 % 123.68/81.32 | % 123.68/81.32 +-Applying beta-rule and splitting (3776), into two cases. % 123.68/81.32 |-Branch one: % 123.68/81.32 | (3725) all_0_681_681 = e20 % 123.68/81.32 | % 123.68/81.32 | Equations (3725) can reduce 3452 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3452) ~ (all_0_681_681 = e20) % 123.68/81.32 | (3780) all_0_688_688 = e20 % 123.68/81.32 | % 123.68/81.32 | Equations (3780) can reduce 3539 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3168) ~ (all_0_664_664 = e21) % 123.68/81.32 | (3783) all_0_664_664 = e26 | all_0_664_664 = e25 | all_0_664_664 = e24 | all_0_664_664 = e23 | all_0_664_664 = e22 | all_0_664_664 = e20 % 123.68/81.32 | % 123.68/81.32 +-Applying beta-rule and splitting (3783), into two cases. % 123.68/81.32 |-Branch one: % 123.68/81.32 | (3784) all_0_664_664 = e20 % 123.68/81.32 | % 123.68/81.32 | Equations (3784) can reduce 3575 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3575) ~ (all_0_664_664 = e20) % 123.68/81.32 | (3787) all_0_664_664 = e26 | all_0_664_664 = e25 | all_0_664_664 = e24 | all_0_664_664 = e23 | all_0_664_664 = e22 % 123.68/81.32 | % 123.68/81.32 +-Applying beta-rule and splitting (3787), into two cases. % 123.68/81.32 |-Branch one: % 123.68/81.32 | (3661) all_0_664_664 = e26 % 123.68/81.32 | % 123.68/81.32 | Equations (3661) can reduce 3367 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3367) ~ (all_0_664_664 = e26) % 123.68/81.32 | (3791) all_0_664_664 = e25 | all_0_664_664 = e24 | all_0_664_664 = e23 | all_0_664_664 = e22 % 123.68/81.32 | % 123.68/81.32 +-Applying beta-rule and splitting (3791), into two cases. % 123.68/81.32 |-Branch one: % 123.68/81.32 | (3283) all_0_664_664 = e24 % 123.68/81.32 | % 123.68/81.32 | Equations (3283) can reduce 3281 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3281) ~ (all_0_664_664 = e24) % 123.68/81.32 | (3795) all_0_664_664 = e25 | all_0_664_664 = e23 | all_0_664_664 = e22 % 123.68/81.32 | % 123.68/81.32 +-Applying beta-rule and splitting (3795), into two cases. % 123.68/81.32 |-Branch one: % 123.68/81.32 | (3796) all_0_664_664 = e22 % 123.68/81.32 | % 123.68/81.32 | Equations (3796) can reduce 3419 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (3419) ~ (all_0_664_664 = e22) % 123.68/81.32 | (3799) all_0_664_664 = e25 | all_0_664_664 = e23 % 123.68/81.32 | % 123.68/81.32 +-Applying beta-rule and splitting (3799), into two cases. % 123.68/81.32 |-Branch one: % 123.68/81.32 | (3550) all_0_664_664 = e23 % 123.68/81.32 | % 123.68/81.32 | Equations (3550) can reduce 2003 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.32 |-Branch two: % 123.68/81.32 | (2003) ~ (all_0_664_664 = e23) % 123.68/81.32 | (3803) all_0_664_664 = e25 % 123.68/81.32 | % 123.68/81.32 | Equations (3803) can reduce 3499 to: % 123.68/81.32 | (1975) $false % 123.68/81.32 | % 123.68/81.32 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3805) ~ (all_0_651_651 = e22) % 123.68/81.33 | (3806) all_0_657_657 = e22 | all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (3806), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3807) all_0_657_657 = e22 % 123.68/81.33 | % 123.68/81.33 | Combining equations (3807,3279) yields a new equation: % 123.68/81.33 | (3009) e24 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3009) can reduce 784 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (2981) ~ (all_0_657_657 = e22) % 123.68/81.33 | (3811) all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (3811), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3796) all_0_664_664 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3796) can reduce 3419 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3419) ~ (all_0_664_664 = e22) % 123.68/81.33 | (3815) all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (3815), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3816) all_0_671_671 = e22 % 123.68/81.33 | % 123.68/81.33 | Combining equations (3816,3497) yields a new equation: % 123.68/81.33 | (3817) e25 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3817) can reduce 1558 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3819) ~ (all_0_671_671 = e22) % 123.68/81.33 | (3820) all_0_677_677 = e22 | all_0_690_690 = e22 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (3820), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3821) all_0_677_677 = e22 % 123.68/81.33 | % 123.68/81.33 | Combining equations (3821,3559) yields a new equation: % 123.68/81.33 | (3045) e23 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3045) can reduce 894 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3532) ~ (all_0_677_677 = e22) % 123.68/81.33 | (3825) all_0_690_690 = e22 % 123.68/81.33 | % 123.68/81.33 | Combining equations (3825,3535) yields a new equation: % 123.68/81.33 | (3826) e22 = e20 % 123.68/81.33 | % 123.68/81.33 | Simplifying 3826 yields: % 123.68/81.33 | (3065) e22 = e20 % 123.68/81.33 | % 123.68/81.33 | Equations (3065) can reduce 959 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3829) ~ (all_0_657_657 = e24) % 123.68/81.33 | (3830) all_0_657_657 = e25 | all_0_657_657 = e23 | all_0_657_657 = e22 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (1520), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3617) all_0_651_651 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3617) can reduce 1709 to: % 123.68/81.33 | (2980) ~ (all_0_657_657 = e22) % 123.68/81.33 | % 123.68/81.33 | Simplifying 2980 yields: % 123.68/81.33 | (2981) ~ (all_0_657_657 = e22) % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (3830), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3807) all_0_657_657 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3807) can reduce 2981 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (2981) ~ (all_0_657_657 = e22) % 123.68/81.33 | (3837) all_0_657_657 = e25 | all_0_657_657 = e23 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (3837), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3546) all_0_657_657 = e23 % 123.68/81.33 | % 123.68/81.33 | Equations (3546) can reduce 3327 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3327) ~ (all_0_657_657 = e23) % 123.68/81.33 | (3061) all_0_657_657 = e25 % 123.68/81.33 | % 123.68/81.33 | Equations (3061) can reduce 3067 to: % 123.68/81.33 | (1975) $false % 123.68/81.33 | % 123.68/81.33 |-The branch is then unsatisfiable % 123.68/81.33 |-Branch two: % 123.68/81.33 | (3805) ~ (all_0_651_651 = e22) % 123.68/81.33 | (3806) all_0_657_657 = e22 | all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 123.68/81.33 | % 123.68/81.33 +-Applying beta-rule and splitting (1993), into two cases. % 123.68/81.33 |-Branch one: % 123.68/81.33 | (3773) all_0_650_650 = e22 % 123.68/81.33 | % 123.68/81.33 | Equations (3773) can reduce 261 to: % 123.68/81.33 | (3846) ~ (all_0_651_651 = e22) % 123.68/81.33 | % 123.68/81.33 | Simplifying 3846 yields: % 123.68/81.33 | (3805) ~ (all_0_651_651 = e22) % 123.68/81.33 | % 123.68/81.33 | Equations (3773) can reduce 441 to: % 123.68/81.33 | (3848) ~ (all_0_669_669 = e22) % 123.68/81.33 | % 123.68/81.33 | Simplifying 3848 yields: % 123.68/81.33 | (3849) ~ (all_0_669_669 = e22) % 123.68/81.33 | % 123.68/81.33 | Equations (3773) can reduce 508 to: % 123.68/81.33 | (3850) ~ (all_0_688_688 = e22) % 123.68/81.33 | % 123.68/81.33 | Simplifying 3850 yields: % 123.68/81.33 | (3851) ~ (all_0_688_688 = e22) % 123.68/81.33 | % 123.68/81.33 | Equations (3773) can reduce 234 to: % 123.68/81.33 | (2988) ~ (e25 = e22) % 123.68/81.33 | % 123.68/81.34 | Simplifying 2988 yields: % 123.68/81.34 | (1558) ~ (e25 = e22) % 123.68/81.34 | % 123.68/81.34 | Equations (3773) can reduce 1251 to: % 123.68/81.34 | (3013) ~ (e24 = e22) % 123.68/81.34 | % 123.68/81.34 | Simplifying 3013 yields: % 123.68/81.34 | (784) ~ (e24 = e22) % 123.68/81.34 | % 123.68/81.34 | Equations (3773) can reduce 1951 to: % 123.68/81.34 | (359) ~ (e22 = e21) % 123.68/81.34 | % 123.68/81.34 | Equations (3773) can reduce 1778 to: % 123.68/81.34 | (959) ~ (e22 = e20) % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (1341), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3858) all_0_684_684 = e22 % 123.68/81.34 | % 123.68/81.34 | Combining equations (3858,2144) yields a new equation: % 123.68/81.34 | (1989) e22 = e21 % 123.68/81.34 | % 123.68/81.34 | Simplifying 1989 yields: % 123.68/81.34 | (1990) e22 = e21 % 123.68/81.34 | % 123.68/81.34 | Equations (1990) can reduce 359 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (3862) ~ (all_0_684_684 = e22) % 123.68/81.34 | (3863) all_0_686_686 = e22 | all_0_687_687 = e22 | all_0_688_688 = e22 | all_0_689_689 = e22 | all_0_690_690 = e22 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3863), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3864) all_0_686_686 = e22 % 123.68/81.34 | % 123.68/81.34 | Equations (3864) can reduce 1518 to: % 123.68/81.34 | (3865) ~ (all_0_667_667 = e22) % 123.68/81.34 | % 123.68/81.34 | Equations (3864) can reduce 164 to: % 123.68/81.34 | (3850) ~ (all_0_688_688 = e22) % 123.68/81.34 | % 123.68/81.34 | Simplifying 3850 yields: % 123.68/81.34 | (3851) ~ (all_0_688_688 = e22) % 123.68/81.34 | % 123.68/81.34 | Equations (3864) can reduce 3285 to: % 123.68/81.34 | (2988) ~ (e25 = e22) % 123.68/81.34 | % 123.68/81.34 | Simplifying 2988 yields: % 123.68/81.34 | (1558) ~ (e25 = e22) % 123.68/81.34 | % 123.68/81.34 | Equations (3864) can reduce 1965 to: % 123.68/81.34 | (359) ~ (e22 = e21) % 123.68/81.34 | % 123.68/81.34 | Equations (3864) can reduce 3538 to: % 123.68/81.34 | (959) ~ (e22 = e20) % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (549), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3872) all_0_667_667 = e21 % 123.68/81.34 | % 123.68/81.34 | Equations (3872) can reduce 1959 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (1959) ~ (all_0_667_667 = e21) % 123.68/81.34 | (3875) all_0_667_667 = e26 | all_0_667_667 = e25 | all_0_667_667 = e24 | all_0_667_667 = e23 | all_0_667_667 = e22 | all_0_667_667 = e20 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3875), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3876) all_0_667_667 = e20 % 123.68/81.34 | % 123.68/81.34 | Equations (3876) can reduce 3352 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (3352) ~ (all_0_667_667 = e20) % 123.68/81.34 | (3879) all_0_667_667 = e26 | all_0_667_667 = e25 | all_0_667_667 = e24 | all_0_667_667 = e23 | all_0_667_667 = e22 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3879), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3880) all_0_667_667 = e26 % 123.68/81.34 | % 123.68/81.34 | Equations (3880) can reduce 3343 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (3343) ~ (all_0_667_667 = e26) % 123.68/81.34 | (3883) all_0_667_667 = e25 | all_0_667_667 = e24 | all_0_667_667 = e23 | all_0_667_667 = e22 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3883), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3884) all_0_667_667 = e24 % 123.68/81.34 | % 123.68/81.34 | Equations (3884) can reduce 2039 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (2039) ~ (all_0_667_667 = e24) % 123.68/81.34 | (3887) all_0_667_667 = e25 | all_0_667_667 = e23 | all_0_667_667 = e22 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3887), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3888) all_0_667_667 = e22 % 123.68/81.34 | % 123.68/81.34 | Equations (3888) can reduce 3865 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (3865) ~ (all_0_667_667 = e22) % 123.68/81.34 | (3891) all_0_667_667 = e25 | all_0_667_667 = e23 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3891), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3892) all_0_667_667 = e23 % 123.68/81.34 | % 123.68/81.34 | Equations (3892) can reduce 362 to: % 123.68/81.34 | (3893) ~ (all_0_669_669 = e23) % 123.68/81.34 | % 123.68/81.34 | Simplifying 3893 yields: % 123.68/81.34 | (3894) ~ (all_0_669_669 = e23) % 123.68/81.34 | % 123.68/81.34 | Equations (3892) can reduce 3292 to: % 123.68/81.34 | (2008) ~ (e25 = e23) % 123.68/81.34 | % 123.68/81.34 | Simplifying 2008 yields: % 123.68/81.34 | (1480) ~ (e25 = e23) % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (801), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3897) all_0_655_655 = e23 % 123.68/81.34 | % 123.68/81.34 | Combining equations (3073,3897) yields a new equation: % 123.68/81.34 | (3898) e25 = e23 % 123.68/81.34 | % 123.68/81.34 | Simplifying 3898 yields: % 123.68/81.34 | (2087) e25 = e23 % 123.68/81.34 | % 123.68/81.34 | Equations (2087) can reduce 1480 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (3901) ~ (all_0_655_655 = e23) % 123.68/81.34 | (3902) all_0_662_662 = e23 | all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (1977), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3649) all_0_651_651 = e26 % 123.68/81.34 | % 123.68/81.34 | Equations (3649) can reduce 3805 to: % 123.68/81.34 | (792) ~ (e26 = e22) % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3902), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.34 | (3905) all_0_662_662 = e23 % 123.68/81.34 | % 123.68/81.34 | Equations (3905) can reduce 2001 to: % 123.68/81.34 | (1975) $false % 123.68/81.34 | % 123.68/81.34 |-The branch is then unsatisfiable % 123.68/81.34 |-Branch two: % 123.68/81.34 | (2001) ~ (all_0_662_662 = e23) % 123.68/81.34 | (3908) all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 123.68/81.34 | % 123.68/81.34 +-Applying beta-rule and splitting (3908), into two cases. % 123.68/81.34 |-Branch one: % 123.68/81.35 | (3909) all_0_669_669 = e23 % 123.68/81.35 | % 123.68/81.35 | Equations (3909) can reduce 3894 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3894) ~ (all_0_669_669 = e23) % 123.68/81.35 | (3912) all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (3912), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3913) all_0_675_675 = e23 % 123.68/81.35 | % 123.68/81.35 | Equations (3913) can reduce 3562 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3562) ~ (all_0_675_675 = e23) % 123.68/81.35 | (3916) all_0_681_681 = e23 | all_0_688_688 = e23 % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (3916), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3737) all_0_681_681 = e23 % 123.68/81.35 | % 123.68/81.35 | Equations (3737) can reduce 3520 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3520) ~ (all_0_681_681 = e23) % 123.68/81.35 | (3920) all_0_688_688 = e23 % 123.68/81.35 | % 123.68/81.35 | Equations (3920) can reduce 3851 to: % 123.68/81.35 | (894) ~ (e23 = e22) % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (634), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3922) all_0_665_665 = e22 % 123.68/81.35 | % 123.68/81.35 | Combining equations (2127,3922) yields a new equation: % 123.68/81.35 | (2998) e26 = e22 % 123.68/81.35 | % 123.68/81.35 | Simplifying 2998 yields: % 123.68/81.35 | (2999) e26 = e22 % 123.68/81.35 | % 123.68/81.35 | Equations (2999) can reduce 792 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3926) ~ (all_0_665_665 = e22) % 123.68/81.35 | (3927) all_0_667_667 = e22 | all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (3927), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3888) all_0_667_667 = e22 % 123.68/81.35 | % 123.68/81.35 | Combining equations (3892,3888) yields a new equation: % 123.68/81.35 | (3929) e23 = e22 % 123.68/81.35 | % 123.68/81.35 | Simplifying 3929 yields: % 123.68/81.35 | (3045) e23 = e22 % 123.68/81.35 | % 123.68/81.35 | Equations (3045) can reduce 894 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3865) ~ (all_0_667_667 = e22) % 123.68/81.35 | (3933) all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (3933), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3512) all_0_668_668 = e22 % 123.68/81.35 | % 123.68/81.35 | Combining equations (3512,3399) yields a new equation: % 123.68/81.35 | (1989) e22 = e21 % 123.68/81.35 | % 123.68/81.35 | Simplifying 1989 yields: % 123.68/81.35 | (1990) e22 = e21 % 123.68/81.35 | % 123.68/81.35 | Equations (1990) can reduce 359 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3516) ~ (all_0_668_668 = e22) % 123.68/81.35 | (3939) all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (3939), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3940) all_0_669_669 = e22 % 123.68/81.35 | % 123.68/81.35 | Equations (3940) can reduce 3849 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3849) ~ (all_0_669_669 = e22) % 123.68/81.35 | (3943) all_0_670_670 = e22 | all_0_671_671 = e22 % 123.68/81.35 | % 123.68/81.35 +-Applying beta-rule and splitting (3943), into two cases. % 123.68/81.35 |-Branch one: % 123.68/81.35 | (3206) all_0_670_670 = e22 % 123.68/81.35 | % 123.68/81.35 | Combining equations (3139,3206) yields a new equation: % 123.68/81.35 | (3065) e22 = e20 % 123.68/81.35 | % 123.68/81.35 | Equations (3065) can reduce 959 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (2985) ~ (all_0_670_670 = e22) % 123.68/81.35 | (3816) all_0_671_671 = e22 % 123.68/81.35 | % 123.68/81.35 | Combining equations (3816,3497) yields a new equation: % 123.68/81.35 | (3817) e25 = e22 % 123.68/81.35 | % 123.68/81.35 | Equations (3817) can reduce 1558 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3653) ~ (all_0_651_651 = e26) % 123.68/81.35 | (3617) all_0_651_651 = e22 % 123.68/81.35 | % 123.68/81.35 | Equations (3617) can reduce 3805 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.35 |-Branch two: % 123.68/81.35 | (3954) ~ (all_0_667_667 = e23) % 123.68/81.35 | (3287) all_0_667_667 = e25 % 123.68/81.35 | % 123.68/81.35 | Equations (3287) can reduce 3292 to: % 123.68/81.35 | (1975) $false % 123.68/81.35 | % 123.68/81.35 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3957) ~ (all_0_686_686 = e22) % 123.68/81.36 | (3958) all_0_687_687 = e22 | all_0_688_688 = e22 | all_0_689_689 = e22 | all_0_690_690 = e22 % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (3958), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (3959) all_0_687_687 = e22 % 123.68/81.36 | % 123.68/81.36 | Combining equations (3959,3484) yields a new equation: % 123.68/81.36 | (3817) e25 = e22 % 123.68/81.36 | % 123.68/81.36 | Equations (3817) can reduce 1558 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3962) ~ (all_0_687_687 = e22) % 123.68/81.36 | (3963) all_0_688_688 = e22 | all_0_689_689 = e22 | all_0_690_690 = e22 % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (3963), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (3964) all_0_688_688 = e22 % 123.68/81.36 | % 123.68/81.36 | Equations (3964) can reduce 3851 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3851) ~ (all_0_688_688 = e22) % 123.68/81.36 | (3967) all_0_689_689 = e22 | all_0_690_690 = e22 % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (3967), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (3257) all_0_689_689 = e22 % 123.68/81.36 | % 123.68/81.36 | Combining equations (3253,3257) yields a new equation: % 123.68/81.36 | (3008) e24 = e22 % 123.68/81.36 | % 123.68/81.36 | Simplifying 3008 yields: % 123.68/81.36 | (3009) e24 = e22 % 123.68/81.36 | % 123.68/81.36 | Equations (3009) can reduce 784 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (2987) ~ (all_0_689_689 = e22) % 123.68/81.36 | (3825) all_0_690_690 = e22 % 123.68/81.36 | % 123.68/81.36 | Combining equations (3825,3535) yields a new equation: % 123.68/81.36 | (3826) e22 = e20 % 123.68/81.36 | % 123.68/81.36 | Simplifying 3826 yields: % 123.68/81.36 | (3065) e22 = e20 % 123.68/81.36 | % 123.68/81.36 | Equations (3065) can reduce 959 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3618) ~ (all_0_650_650 = e22) % 123.68/81.36 | (3617) all_0_651_651 = e22 % 123.68/81.36 | % 123.68/81.36 | Equations (3617) can reduce 3805 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3980) ~ (all_0_661_661 = e20) % 123.68/81.36 | (3981) all_0_668_668 = e20 | all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20 % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (3981), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (3982) all_0_668_668 = e20 % 123.68/81.36 | % 123.68/81.36 | Combining equations (3399,3982) yields a new equation: % 123.68/81.36 | (3983) e21 = e20 % 123.68/81.36 | % 123.68/81.36 | Simplifying 3983 yields: % 123.68/81.36 | (2252) e21 = e20 % 123.68/81.36 | % 123.68/81.36 | Equations (2252) can reduce 360 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3353) ~ (all_0_668_668 = e20) % 123.68/81.36 | (3987) all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20 % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (1109), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (3431) all_0_658_658 = e20 % 123.68/81.36 | % 123.68/81.36 | Combining equations (3415,3431) yields a new equation: % 123.68/81.36 | (3826) e22 = e20 % 123.68/81.36 | % 123.68/81.36 | Simplifying 3826 yields: % 123.68/81.36 | (3065) e22 = e20 % 123.68/81.36 | % 123.68/81.36 | Equations (3065) can reduce 959 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3434) ~ (all_0_658_658 = e20) % 123.68/81.36 | (3993) all_0_660_660 = e20 | all_0_661_661 = e20 | all_0_662_662 = e20 | all_0_663_663 = e20 | all_0_664_664 = e20 % 123.68/81.36 | % 123.68/81.36 | Equations (3415) can reduce 3434 to: % 123.68/81.36 | (959) ~ (e22 = e20) % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (3987), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (3995) all_0_674_674 = e20 % 123.68/81.36 | % 123.68/81.36 | Combining equations (3527,3995) yields a new equation: % 123.68/81.36 | (3826) e22 = e20 % 123.68/81.36 | % 123.68/81.36 | Simplifying 3826 yields: % 123.68/81.36 | (3065) e22 = e20 % 123.68/81.36 | % 123.68/81.36 | Equations (3065) can reduce 959 to: % 123.68/81.36 | (1975) $false % 123.68/81.36 | % 123.68/81.36 |-The branch is then unsatisfiable % 123.68/81.36 |-Branch two: % 123.68/81.36 | (3999) ~ (all_0_674_674 = e20) % 123.68/81.36 | (4000) all_0_680_680 = e20 | all_0_687_687 = e20 % 123.68/81.36 | % 123.68/81.36 +-Applying beta-rule and splitting (3993), into two cases. % 123.68/81.36 |-Branch one: % 123.68/81.36 | (4001) all_0_660_660 = e20 % 123.68/81.37 | % 123.68/81.37 | Combining equations (4001,3294) yields a new equation: % 123.68/81.37 | (3113) e25 = e20 % 123.68/81.37 | % 123.68/81.37 | Equations (3113) can reduce 239 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (4004) ~ (all_0_660_660 = e20) % 123.68/81.37 | (4005) all_0_661_661 = e20 | all_0_662_662 = e20 | all_0_663_663 = e20 | all_0_664_664 = e20 % 123.68/81.37 | % 123.68/81.37 | Equations (3294) can reduce 4004 to: % 123.68/81.37 | (239) ~ (e25 = e20) % 123.68/81.37 | % 123.68/81.37 +-Applying beta-rule and splitting (4000), into two cases. % 123.68/81.37 |-Branch one: % 123.68/81.37 | (3467) all_0_680_680 = e20 % 123.68/81.37 | % 123.68/81.37 | Combining equations (3467,3518) yields a new equation: % 123.68/81.37 | (2604) e23 = e20 % 123.68/81.37 | % 123.68/81.37 | Equations (2604) can reduce 581 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (3450) ~ (all_0_680_680 = e20) % 123.68/81.37 | (4011) all_0_687_687 = e20 % 123.68/81.37 | % 123.68/81.37 | Combining equations (3484,4011) yields a new equation: % 123.68/81.37 | (3585) e25 = e20 % 123.68/81.37 | % 123.68/81.37 | Simplifying 3585 yields: % 123.68/81.37 | (3113) e25 = e20 % 123.68/81.37 | % 123.68/81.37 | Equations (3113) can reduce 239 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (4015) ~ (all_0_677_677 = e23) % 123.68/81.37 | (4016) all_0_683_683 = e23 | all_0_690_690 = e23 % 123.68/81.37 | % 123.68/81.37 +-Applying beta-rule and splitting (4016), into two cases. % 123.68/81.37 |-Branch one: % 123.68/81.37 | (4017) all_0_683_683 = e23 % 123.68/81.37 | % 123.68/81.37 | Equations (4017) can reduce 3522 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (3522) ~ (all_0_683_683 = e23) % 123.68/81.37 | (4020) all_0_690_690 = e23 % 123.68/81.37 | % 123.68/81.37 | Combining equations (3535,4020) yields a new equation: % 123.68/81.37 | (2604) e23 = e20 % 123.68/81.37 | % 123.68/81.37 | Equations (2604) can reduce 581 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (4023) ~ (all_0_690_690 = e20) % 123.68/81.37 | (4024) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 % 123.68/81.37 | % 123.68/81.37 +-Applying beta-rule and splitting (4024), into two cases. % 123.68/81.37 |-Branch one: % 123.68/81.37 | (3629) all_0_660_660 = e24 % 123.68/81.37 | % 123.68/81.37 | Combining equations (3294,3629) yields a new equation: % 123.68/81.37 | (3093) e25 = e24 % 123.68/81.37 | % 123.68/81.37 | Simplifying 3093 yields: % 123.68/81.37 | (3094) e25 = e24 % 123.68/81.37 | % 123.68/81.37 | Equations (3094) can reduce 169 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (3632) ~ (all_0_660_660 = e24) % 123.68/81.37 | (4030) all_0_668_668 = e23 | all_0_675_675 = e22 % 123.68/81.37 | % 123.68/81.37 +-Applying beta-rule and splitting (4030), into two cases. % 123.68/81.37 |-Branch one: % 123.68/81.37 | (4031) all_0_675_675 = e22 % 123.68/81.37 | % 123.68/81.37 | Equations (4031) can reduce 3530 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (3530) ~ (all_0_675_675 = e22) % 123.68/81.37 | (4034) all_0_668_668 = e23 % 123.68/81.37 | % 123.68/81.37 | Combining equations (4034,3399) yields a new equation: % 123.68/81.37 | (3716) e23 = e21 % 123.68/81.37 | % 123.68/81.37 | Simplifying 3716 yields: % 123.68/81.37 | (2612) e23 = e21 % 123.68/81.37 | % 123.68/81.37 | Equations (2612) can reduce 896 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (4038) ~ (all_0_674_674 = e22) % 123.68/81.37 | (3959) all_0_687_687 = e22 % 123.68/81.37 | % 123.68/81.37 | Combining equations (3959,3484) yields a new equation: % 123.68/81.37 | (3817) e25 = e22 % 123.68/81.37 | % 123.68/81.37 | Equations (3817) can reduce 1558 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.37 |-Branch two: % 123.68/81.37 | (4042) ~ (all_0_680_680 = e23) % 123.68/81.37 | (2579) all_0_680_680 = e25 % 123.68/81.37 | % 123.68/81.37 | Equations (2579) can reduce 2809 to: % 123.68/81.37 | (1975) $false % 123.68/81.37 | % 123.68/81.37 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (4045) ~ (all_0_678_678 = e20) % 123.68/81.38 | (4046) all_0_684_684 = e20 % 123.68/81.38 | % 123.68/81.38 | Combining equations (2144,4046) yields a new equation: % 123.68/81.38 | (3983) e21 = e20 % 123.68/81.38 | % 123.68/81.38 | Simplifying 3983 yields: % 123.68/81.38 | (2252) e21 = e20 % 123.68/81.38 | % 123.68/81.38 | Equations (2252) can reduce 360 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (4050) ~ (all_0_658_658 = e22) % 123.68/81.38 | (4051) all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (4051), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (3922) all_0_665_665 = e22 % 123.68/81.38 | % 123.68/81.38 | Combining equations (2127,3922) yields a new equation: % 123.68/81.38 | (2998) e26 = e22 % 123.68/81.38 | % 123.68/81.38 | Simplifying 2998 yields: % 123.68/81.38 | (2999) e26 = e22 % 123.68/81.38 | % 123.68/81.38 | Equations (2999) can reduce 792 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (3926) ~ (all_0_665_665 = e22) % 123.68/81.38 | (4057) all_0_672_672 = e22 | all_0_684_684 = e22 % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (4057), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (4058) all_0_672_672 = e22 % 123.68/81.38 | % 123.68/81.38 | Combining equations (4058,2942) yields a new equation: % 123.68/81.38 | (3009) e24 = e22 % 123.68/81.38 | % 123.68/81.38 | Equations (3009) can reduce 784 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (4061) ~ (all_0_672_672 = e22) % 123.68/81.38 | (3858) all_0_684_684 = e22 % 123.68/81.38 | % 123.68/81.38 | Combining equations (3858,2144) yields a new equation: % 123.68/81.38 | (1989) e22 = e21 % 123.68/81.38 | % 123.68/81.38 | Simplifying 1989 yields: % 123.68/81.38 | (1990) e22 = e21 % 123.68/81.38 | % 123.68/81.38 | Equations (1990) can reduce 359 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (3125) ~ (all_0_689_689 = e24) % 123.68/81.38 | (3256) all_0_689_689 = e25 | all_0_689_689 = e22 % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (3256), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (3257) all_0_689_689 = e22 % 123.68/81.38 | % 123.68/81.38 | Equations (3257) can reduce 2987 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (2987) ~ (all_0_689_689 = e22) % 123.68/81.38 | (3260) all_0_689_689 = e25 % 123.68/81.38 | % 123.68/81.38 | Equations (3260) can reduce 2811 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (4073) ~ (all_0_668_668 = e21) % 123.68/81.38 | (4074) all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (2102), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (3415) all_0_658_658 = e22 % 123.68/81.38 | % 123.68/81.38 | Equations (3415) can reduce 728 to: % 123.68/81.38 | (3416) ~ (all_0_661_661 = e22) % 123.68/81.38 | % 123.68/81.38 | Simplifying 3416 yields: % 123.68/81.38 | (3417) ~ (all_0_661_661 = e22) % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (4074), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (2707) all_0_674_674 = e21 % 123.68/81.38 | % 123.68/81.38 | Equations (2707) can reduce 2732 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (2732) ~ (all_0_674_674 = e21) % 123.68/81.38 | (4081) all_0_680_680 = e21 | all_0_687_687 = e21 % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (3318), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (3571) all_0_661_661 = e20 % 123.68/81.38 | % 123.68/81.38 | Equations (3571) can reduce 9 to: % 123.68/81.38 | (3449) ~ (all_0_680_680 = e20) % 123.68/81.38 | % 123.68/81.38 | Simplifying 3449 yields: % 123.68/81.38 | (3450) ~ (all_0_680_680 = e20) % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (2561), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (3467) all_0_680_680 = e20 % 123.68/81.38 | % 123.68/81.38 | Equations (3467) can reduce 3450 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (3450) ~ (all_0_680_680 = e20) % 123.68/81.38 | (3470) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 % 123.68/81.38 | % 123.68/81.38 +-Applying beta-rule and splitting (3470), into two cases. % 123.68/81.38 |-Branch one: % 123.68/81.38 | (3504) all_0_680_680 = e26 % 123.68/81.38 | % 123.68/81.38 | Equations (3504) can reduce 3338 to: % 123.68/81.38 | (1975) $false % 123.68/81.38 | % 123.68/81.38 |-The branch is then unsatisfiable % 123.68/81.38 |-Branch two: % 123.68/81.38 | (3338) ~ (all_0_680_680 = e26) % 123.68/81.39 | (3507) all_0_680_680 = e25 | all_0_680_680 = e23 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (3507), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (3518) all_0_680_680 = e23 % 123.68/81.39 | % 123.68/81.39 | Equations (3518) can reduce 2560 to: % 123.68/81.39 | (896) ~ (e23 = e21) % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4081), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (2380) all_0_680_680 = e21 % 123.68/81.39 | % 123.68/81.39 | Combining equations (2380,3518) yields a new equation: % 123.68/81.39 | (2612) e23 = e21 % 123.68/81.39 | % 123.68/81.39 | Equations (2612) can reduce 896 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (2560) ~ (all_0_680_680 = e21) % 123.68/81.39 | (4099) all_0_687_687 = e21 % 123.68/81.39 | % 123.68/81.39 | Equations (4099) can reduce 3392 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (4042) ~ (all_0_680_680 = e23) % 123.68/81.39 | (2579) all_0_680_680 = e25 % 123.68/81.39 | % 123.68/81.39 | Equations (2579) can reduce 2809 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (3980) ~ (all_0_661_661 = e20) % 123.68/81.39 | (4105) all_0_661_661 = e26 | all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4105), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (4106) all_0_661_661 = e26 % 123.68/81.39 | % 123.68/81.39 | Equations (4106) can reduce 3365 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (3365) ~ (all_0_661_661 = e26) % 123.68/81.39 | (4109) all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4109), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (3508) all_0_661_661 = e22 % 123.68/81.39 | % 123.68/81.39 | Equations (3508) can reduce 3417 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (3417) ~ (all_0_661_661 = e22) % 123.68/81.39 | (4113) all_0_661_661 = e25 | all_0_661_661 = e23 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4113), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (4114) all_0_661_661 = e23 % 123.68/81.39 | % 123.68/81.39 | Equations (4114) can reduce 1999 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (1999) ~ (all_0_661_661 = e23) % 123.68/81.39 | (3471) all_0_661_661 = e25 % 123.68/81.39 | % 123.68/81.39 | Equations (3471) can reduce 3297 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (4050) ~ (all_0_658_658 = e22) % 123.68/81.39 | (4051) all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (2070), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (3448) all_0_678_678 = e20 % 123.68/81.39 | % 123.68/81.39 | Equations (3448) can reduce 1371 to: % 123.68/81.39 | (3434) ~ (all_0_658_658 = e20) % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (2962), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (3431) all_0_658_658 = e20 % 123.68/81.39 | % 123.68/81.39 | Equations (3431) can reduce 3434 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (3434) ~ (all_0_658_658 = e20) % 123.68/81.39 | (4126) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4126), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (2085) all_0_658_658 = e26 % 123.68/81.39 | % 123.68/81.39 | Equations (2085) can reduce 3364 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (3364) ~ (all_0_658_658 = e26) % 123.68/81.39 | (4130) all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4130), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (3319) all_0_658_658 = e24 % 123.68/81.39 | % 123.68/81.39 | Equations (3319) can reduce 2944 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (2944) ~ (all_0_658_658 = e24) % 123.68/81.39 | (4134) all_0_658_658 = e23 | all_0_658_658 = e22 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4134), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.39 | (3415) all_0_658_658 = e22 % 123.68/81.39 | % 123.68/81.39 | Equations (3415) can reduce 4050 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (4050) ~ (all_0_658_658 = e22) % 123.68/81.39 | (2670) all_0_658_658 = e23 % 123.68/81.39 | % 123.68/81.39 | Equations (2670) can reduce 1997 to: % 123.68/81.39 | (1975) $false % 123.68/81.39 | % 123.68/81.39 |-The branch is then unsatisfiable % 123.68/81.39 |-Branch two: % 123.68/81.39 | (4045) ~ (all_0_678_678 = e20) % 123.68/81.39 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 123.68/81.39 | % 123.68/81.39 +-Applying beta-rule and splitting (4141), into two cases. % 123.68/81.39 |-Branch one: % 123.68/81.40 | (4142) all_0_678_678 = e26 % 123.68/81.40 | % 123.68/81.40 | Equations (4142) can reduce 3347 to: % 123.68/81.40 | (1975) $false % 123.68/81.40 | % 123.68/81.40 |-The branch is then unsatisfiable % 123.68/81.40 |-Branch two: % 123.68/81.40 | (3347) ~ (all_0_678_678 = e26) % 123.68/81.40 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 123.68/81.40 | % 123.68/81.40 +-Applying beta-rule and splitting (4145), into two cases. % 123.68/81.40 |-Branch one: % 123.68/81.40 | (2955) all_0_678_678 = e24 % 123.68/81.40 | % 123.68/81.40 | Equations (2955) can reduce 2946 to: % 123.68/81.40 | (1975) $false % 123.68/81.40 | % 123.68/81.40 |-The branch is then unsatisfiable % 123.68/81.40 |-Branch two: % 123.68/81.40 | (2946) ~ (all_0_678_678 = e24) % 123.68/81.40 | (2061) all_0_678_678 = e23 % 123.68/81.40 | % 123.68/81.40 | Equations (2061) can reduce 2590 to: % 123.68/81.40 | (1975) $false % 123.68/81.40 | % 123.68/81.40 |-The branch is then unsatisfiable % 123.68/81.40 |-Branch two: % 123.68/81.40 | (3218) ~ (all_0_663_663 = e26) % 123.68/81.40 | (4152) all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 123.68/81.40 | % 123.68/81.40 +-Applying beta-rule and splitting (4152), into two cases. % 123.68/81.40 |-Branch one: % 123.68/81.40 | (3143) all_0_670_670 = e26 % 123.68/81.40 | % 123.68/81.40 | Combining equations (3139,3143) yields a new equation: % 123.68/81.40 | (3438) e26 = e20 % 123.68/81.40 | % 123.68/81.40 | Equations (3438) can reduce 443 to: % 123.68/81.40 | (1975) $false % 123.68/81.40 | % 123.68/81.40 |-The branch is then unsatisfiable % 123.68/81.40 |-Branch two: % 123.68/81.40 | (3200) ~ (all_0_670_670 = e26) % 123.68/81.40 | (4157) all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 123.68/81.40 | % 123.68/81.40 +-Applying beta-rule and splitting (4157), into two cases. % 123.68/81.40 |-Branch one: % 123.68/81.40 | (4158) all_0_676_676 = e26 % 123.68/81.40 | % 123.68/81.40 | Combining equations (4158,2792) yields a new equation: % 123.68/81.40 | (1983) e26 = e21 % 123.68/81.40 | % 123.68/81.40 | Simplifying 1983 yields: % 123.68/81.40 | (1984) e26 = e21 % 123.68/81.40 | % 123.98/81.40 | Equations (1984) can reduce 1656 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (4162) ~ (all_0_676_676 = e26) % 123.98/81.40 | (4163) all_0_682_682 = e26 | all_0_689_689 = e26 % 123.98/81.40 | % 123.98/81.40 +-Applying beta-rule and splitting (4163), into two cases. % 123.98/81.40 |-Branch one: % 123.98/81.40 | (4164) all_0_682_682 = e26 % 123.98/81.40 | % 123.98/81.40 | Combining equations (4164,2803) yields a new equation: % 123.98/81.40 | (3667) e26 = e25 % 123.98/81.40 | % 123.98/81.40 | Simplifying 3667 yields: % 123.98/81.40 | (2110) e26 = e25 % 123.98/81.40 | % 123.98/81.40 | Equations (2110) can reduce 950 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (4168) ~ (all_0_682_682 = e26) % 123.98/81.40 | (3249) all_0_689_689 = e26 % 123.98/81.40 | % 123.98/81.40 | Equations (3249) can reduce 2019 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (3128) ~ (all_0_670_670 = e20) % 123.98/81.40 | (3142) all_0_670_670 = e26 | all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 % 123.98/81.40 | % 123.98/81.40 +-Applying beta-rule and splitting (3142), into two cases. % 123.98/81.40 |-Branch one: % 123.98/81.40 | (3143) all_0_670_670 = e26 % 123.98/81.40 | % 123.98/81.40 | Equations (3143) can reduce 3200 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (3200) ~ (all_0_670_670 = e26) % 123.98/81.40 | (3201) all_0_670_670 = e25 | all_0_670_670 = e24 | all_0_670_670 = e22 % 123.98/81.40 | % 123.98/81.40 +-Applying beta-rule and splitting (3201), into two cases. % 123.98/81.40 |-Branch one: % 123.98/81.40 | (3202) all_0_670_670 = e24 % 123.98/81.40 | % 123.98/81.40 | Equations (3202) can reduce 2043 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (2043) ~ (all_0_670_670 = e24) % 123.98/81.40 | (3205) all_0_670_670 = e25 | all_0_670_670 = e22 % 123.98/81.40 | % 123.98/81.40 +-Applying beta-rule and splitting (3205), into two cases. % 123.98/81.40 |-Branch one: % 123.98/81.40 | (3206) all_0_670_670 = e22 % 123.98/81.40 | % 123.98/81.40 | Equations (3206) can reduce 2985 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (2985) ~ (all_0_670_670 = e22) % 123.98/81.40 | (3209) all_0_670_670 = e25 % 123.98/81.40 | % 123.98/81.40 | Equations (3209) can reduce 2806 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (2598) ~ (all_0_654_654 = e26) % 123.98/81.40 | (2619) all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 123.98/81.40 | % 123.98/81.40 +-Applying beta-rule and splitting (2619), into two cases. % 123.98/81.40 |-Branch one: % 123.98/81.40 | (2608) all_0_654_654 = e22 % 123.98/81.40 | % 123.98/81.40 | Equations (2608) can reduce 2614 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (2614) ~ (all_0_654_654 = e22) % 123.98/81.40 | (2623) all_0_654_654 = e25 | all_0_654_654 = e23 % 123.98/81.40 | % 123.98/81.40 +-Applying beta-rule and splitting (2623), into two cases. % 123.98/81.40 |-Branch one: % 123.98/81.40 | (2624) all_0_654_654 = e23 % 123.98/81.40 | % 123.98/81.40 | Equations (2624) can reduce 2690 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.40 |-The branch is then unsatisfiable % 123.98/81.40 |-Branch two: % 123.98/81.40 | (2690) ~ (all_0_654_654 = e23) % 123.98/81.40 | (2691) all_0_654_654 = e25 % 123.98/81.40 | % 123.98/81.40 | Equations (2691) can reduce 2580 to: % 123.98/81.40 | (1975) $false % 123.98/81.40 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2209) ~ (all_0_652_652 = e23) % 123.98/81.41 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (2096), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (2107) all_0_652_652 = e26 % 123.98/81.41 | % 123.98/81.41 | Equations (2107) can reduce 1658 to: % 123.98/81.41 | (950) ~ (e26 = e25) % 123.98/81.41 | % 123.98/81.41 | From (2107) and (602) follows: % 123.98/81.41 | (2109) op2(e26, e26) = e26 % 123.98/81.41 | % 123.98/81.41 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 123.98/81.41 | (2110) e26 = e25 % 123.98/81.41 | % 123.98/81.41 | Equations (2110) can reduce 950 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2112) ~ (all_0_652_652 = e26) % 123.98/81.41 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (2117), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (2083) all_0_652_652 = e24 % 123.98/81.41 | % 123.98/81.41 | Equations (2083) can reduce 2089 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.41 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (2121), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (2097) all_0_652_652 = e22 % 123.98/81.41 | % 123.98/81.41 | Equations (2097) can reduce 2101 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.41 | (2125) all_0_652_652 = e23 % 123.98/81.41 | % 123.98/81.41 | Equations (2125) can reduce 2209 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (4215) ~ (all_0_660_660 = e25) % 123.98/81.41 | (4216) all_0_667_667 = e25 | all_0_679_679 = e25 | all_0_686_686 = e25 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (4216), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (3287) all_0_667_667 = e25 % 123.98/81.41 | % 123.98/81.41 | Equations (3287) can reduce 3292 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (3292) ~ (all_0_667_667 = e25) % 123.98/81.41 | (4220) all_0_679_679 = e25 | all_0_686_686 = e25 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (4220), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (4221) all_0_679_679 = e25 % 123.98/81.41 | % 123.98/81.41 | Equations (4221) can reduce 2808 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2808) ~ (all_0_679_679 = e25) % 123.98/81.41 | (3085) all_0_686_686 = e25 % 123.98/81.41 | % 123.98/81.41 | Equations (3085) can reduce 3285 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (4226) ~ (all_0_655_655 = e25) % 123.98/81.41 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (4227), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (2273) all_0_656_656 = e25 % 123.98/81.41 | % 123.98/81.41 | Combining equations (2273,2157) yields a new equation: % 123.98/81.41 | (4229) e25 = e22 % 123.98/81.41 | % 123.98/81.41 | Simplifying 4229 yields: % 123.98/81.41 | (3817) e25 = e22 % 123.98/81.41 | % 123.98/81.41 | Equations (3817) can reduce 1558 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2279) ~ (all_0_656_656 = e25) % 123.98/81.41 | (3061) all_0_657_657 = e25 % 123.98/81.41 | % 123.98/81.41 | Equations (3061) can reduce 3067 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2244) ~ (all_0_656_656 = e22) % 123.98/81.41 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (347), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (2097) all_0_652_652 = e22 % 123.98/81.41 | % 123.98/81.41 | From (2097) and (602) follows: % 123.98/81.41 | (2098) op2(e22, e26) = e26 % 123.98/81.41 | % 123.98/81.41 | Instantiating formula (364) with e22, e26, e26, e24 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e24, yields: % 123.98/81.41 | (2321) e26 = e24 % 123.98/81.41 | % 123.98/81.41 | Equations (2321) can reduce 1189 to: % 123.98/81.41 | (1975) $false % 123.98/81.41 | % 123.98/81.41 |-The branch is then unsatisfiable % 123.98/81.41 |-Branch two: % 123.98/81.41 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.41 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 123.98/81.41 | % 123.98/81.41 +-Applying beta-rule and splitting (196), into two cases. % 123.98/81.41 |-Branch one: % 123.98/81.41 | (2091) all_0_652_652 = e20 % 123.98/81.41 | % 123.98/81.41 | From (2091) and (602) follows: % 123.98/81.42 | (2092) op2(e20, e26) = e26 % 123.98/81.42 | % 123.98/81.42 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 123.98/81.42 | (2093) all_0_684_684 = e26 % 123.98/81.42 | % 123.98/81.42 | Equations (2093) can reduce 2017 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2095) ~ (all_0_652_652 = e20) % 123.98/81.42 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (984), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2315) all_0_656_656 = e26 % 123.98/81.42 | % 123.98/81.42 | Equations (2315) can reduce 1243 to: % 123.98/81.42 | (2112) ~ (all_0_652_652 = e26) % 123.98/81.42 | % 123.98/81.42 | From (2315) and (2854) follows: % 123.98/81.42 | (4251) op2(e26, e21) = e21 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (2096), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2107) all_0_652_652 = e26 % 123.98/81.42 | % 123.98/81.42 | Equations (2107) can reduce 2112 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2112) ~ (all_0_652_652 = e26) % 123.98/81.42 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (2117), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2083) all_0_652_652 = e24 % 123.98/81.42 | % 123.98/81.42 | Equations (2083) can reduce 2089 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.42 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (2121), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2097) all_0_652_652 = e22 % 123.98/81.42 | % 123.98/81.42 | Equations (2097) can reduce 2101 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.42 | (2125) all_0_652_652 = e23 % 123.98/81.42 | % 123.98/81.42 | Equations (2125) can reduce 405 to: % 123.98/81.42 | (896) ~ (e23 = e21) % 123.98/81.42 | % 123.98/81.42 | Instantiating formula (364) with e26, e21, e21, e23 and discharging atoms op2(e26, e21) = e23, op2(e26, e21) = e21, yields: % 123.98/81.42 | (2612) e23 = e21 % 123.98/81.42 | % 123.98/81.42 | Equations (2612) can reduce 896 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2326) ~ (all_0_656_656 = e26) % 123.98/81.42 | (2523) all_0_663_663 = e26 | all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (2255), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2315) all_0_656_656 = e26 % 123.98/81.42 | % 123.98/81.42 | Equations (2315) can reduce 2326 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2326) ~ (all_0_656_656 = e26) % 123.98/81.42 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (2327), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2328) all_0_656_656 = e24 % 123.98/81.42 | % 123.98/81.42 | From (2328) and (2854) follows: % 123.98/81.42 | (4274) op2(e24, e21) = e21 % 123.98/81.42 | % 123.98/81.42 | Instantiating formula (364) with e24, e21, e21, all_0_663_663 and discharging atoms op2(e24, e21) = all_0_663_663, op2(e24, e21) = e21, yields: % 123.98/81.42 | (2150) all_0_663_663 = e21 % 123.98/81.42 | % 123.98/81.42 | Equations (2150) can reduce 2374 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2312) ~ (all_0_656_656 = e24) % 123.98/81.42 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (2331), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2157) all_0_656_656 = e22 % 123.98/81.42 | % 123.98/81.42 | Equations (2157) can reduce 2244 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2244) ~ (all_0_656_656 = e22) % 123.98/81.42 | (2273) all_0_656_656 = e25 % 123.98/81.42 | % 123.98/81.42 | Equations (2273) can reduce 2279 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (4284) ~ (all_0_672_672 = e24) % 123.98/81.42 | (4285) all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (408), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2328) all_0_656_656 = e24 % 123.98/81.42 | % 123.98/81.42 | From (2328) and (2854) follows: % 123.98/81.42 | (4274) op2(e24, e21) = e21 % 123.98/81.42 | % 123.98/81.42 | Instantiating formula (364) with e24, e21, e21, all_0_663_663 and discharging atoms op2(e24, e21) = all_0_663_663, op2(e24, e21) = e21, yields: % 123.98/81.42 | (2150) all_0_663_663 = e21 % 123.98/81.42 | % 123.98/81.42 | Equations (2150) can reduce 2374 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2312) ~ (all_0_656_656 = e24) % 123.98/81.42 | (3012) all_0_663_663 = e24 | all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (1410), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2955) all_0_678_678 = e24 % 123.98/81.42 | % 123.98/81.42 | Equations (2955) can reduce 1371 to: % 123.98/81.42 | (2944) ~ (all_0_658_658 = e24) % 123.98/81.42 | % 123.98/81.42 | From (2955) and (1972) follows: % 123.98/81.42 | (4294) op2(e24, e26) = e24 % 123.98/81.42 | % 123.98/81.42 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 123.98/81.42 | (3319) all_0_658_658 = e24 % 123.98/81.42 | % 123.98/81.42 | Equations (3319) can reduce 2944 to: % 123.98/81.42 | (1975) $false % 123.98/81.42 | % 123.98/81.42 |-The branch is then unsatisfiable % 123.98/81.42 |-Branch two: % 123.98/81.42 | (2946) ~ (all_0_678_678 = e24) % 123.98/81.42 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 123.98/81.42 | % 123.98/81.42 +-Applying beta-rule and splitting (1580), into two cases. % 123.98/81.42 |-Branch one: % 123.98/81.42 | (2083) all_0_652_652 = e24 % 123.98/81.42 | % 123.98/81.42 | From (2083) and (602) follows: % 123.98/81.42 | (2084) op2(e24, e26) = e26 % 123.98/81.43 | % 123.98/81.43 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 123.98/81.43 | (2085) all_0_658_658 = e26 % 123.98/81.43 | % 123.98/81.43 | From (2085) and (873) follows: % 123.98/81.43 | (2086) op2(e26, e26) = e23 % 123.98/81.43 | % 123.98/81.43 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 123.98/81.43 | (2087) e25 = e23 % 123.98/81.43 | % 123.98/81.43 | Equations (2087) can reduce 1480 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.43 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (36), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (2144) all_0_684_684 = e21 % 123.98/81.43 | % 123.98/81.43 | Equations (2144) can reduce 1808 to: % 123.98/81.43 | (2065) ~ (all_0_658_658 = e21) % 123.98/81.43 | % 123.98/81.43 | Equations (2144) can reduce 1105 to: % 123.98/81.43 | (3391) ~ (all_0_687_687 = e21) % 123.98/81.43 | % 123.98/81.43 | Simplifying 3391 yields: % 123.98/81.43 | (3392) ~ (all_0_687_687 = e21) % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (2694), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (3399) all_0_668_668 = e21 % 123.98/81.43 | % 123.98/81.43 | Equations (3399) can reduce 388 to: % 123.98/81.43 | (1966) ~ (e24 = e21) % 123.98/81.43 | % 123.98/81.43 | Simplifying 1966 yields: % 123.98/81.43 | (149) ~ (e24 = e21) % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (2090), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (3319) all_0_658_658 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (3319) can reduce 475 to: % 123.98/81.43 | (4315) ~ (all_0_663_663 = e24) % 123.98/81.43 | % 123.98/81.43 | Simplifying 4315 yields: % 123.98/81.43 | (3211) ~ (all_0_663_663 = e24) % 123.98/81.43 | % 123.98/81.43 | Equations (3319) can reduce 414 to: % 123.98/81.43 | (2947) ~ (e25 = e24) % 123.98/81.43 | % 123.98/81.43 | Simplifying 2947 yields: % 123.98/81.43 | (169) ~ (e25 = e24) % 123.98/81.43 | % 123.98/81.43 | Equations (3319) can reduce 2065 to: % 123.98/81.43 | (149) ~ (e24 = e21) % 123.98/81.43 | % 123.98/81.43 | From (3319) and (873) follows: % 123.98/81.43 | (4320) op2(e24, e26) = e23 % 123.98/81.43 | % 123.98/81.43 | From (3319) and (28) follows: % 123.98/81.43 | (4294) op2(e24, e26) = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (3012), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (3133) all_0_663_663 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (3133) can reduce 3211 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (3211) ~ (all_0_663_663 = e24) % 123.98/81.43 | (3212) all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (3212), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (3202) all_0_670_670 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (3202) can reduce 2043 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (2043) ~ (all_0_670_670 = e24) % 123.98/81.43 | (4329) all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (4329), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (4330) all_0_676_676 = e24 % 123.98/81.43 | % 123.98/81.43 | Combining equations (4330,2792) yields a new equation: % 123.98/81.43 | (2323) e24 = e21 % 123.98/81.43 | % 123.98/81.43 | Simplifying 2323 yields: % 123.98/81.43 | (2180) e24 = e21 % 123.98/81.43 | % 123.98/81.43 | Equations (2180) can reduce 149 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (4334) ~ (all_0_676_676 = e24) % 123.98/81.43 | (4335) all_0_682_682 = e24 | all_0_689_689 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (4335), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (3194) all_0_682_682 = e24 % 123.98/81.43 | % 123.98/81.43 | Combining equations (2803,3194) yields a new equation: % 123.98/81.43 | (3093) e25 = e24 % 123.98/81.43 | % 123.98/81.43 | Simplifying 3093 yields: % 123.98/81.43 | (3094) e25 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (3094) can reduce 169 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (3197) ~ (all_0_682_682 = e24) % 123.98/81.43 | (3253) all_0_689_689 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (3253) can reduce 1273 to: % 123.98/81.43 | (572) ~ (e24 = e23) % 123.98/81.43 | % 123.98/81.43 | Instantiating formula (364) with e24, e26, e23, e24 and discharging atoms op2(e24, e26) = e24, op2(e24, e26) = e23, yields: % 123.98/81.43 | (2028) e24 = e23 % 123.98/81.43 | % 123.98/81.43 | Equations (2028) can reduce 572 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (2944) ~ (all_0_658_658 = e24) % 123.98/81.43 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (4346), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (2063) all_0_665_665 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (2063) can reduce 2037 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (2037) ~ (all_0_665_665 = e24) % 123.98/81.43 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (4350), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (2942) all_0_672_672 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (2942) can reduce 4284 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (4284) ~ (all_0_672_672 = e24) % 123.98/81.43 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 123.98/81.43 | % 123.98/81.43 +-Applying beta-rule and splitting (4354), into two cases. % 123.98/81.43 |-Branch one: % 123.98/81.43 | (2955) all_0_678_678 = e24 % 123.98/81.43 | % 123.98/81.43 | Equations (2955) can reduce 2946 to: % 123.98/81.43 | (1975) $false % 123.98/81.43 | % 123.98/81.43 |-The branch is then unsatisfiable % 123.98/81.43 |-Branch two: % 123.98/81.43 | (2946) ~ (all_0_678_678 = e24) % 123.98/81.43 | (4358) all_0_684_684 = e24 % 123.98/81.43 | % 123.98/81.44 | Combining equations (4358,2144) yields a new equation: % 123.98/81.44 | (2323) e24 = e21 % 123.98/81.44 | % 123.98/81.44 | Simplifying 2323 yields: % 123.98/81.44 | (2180) e24 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2180) can reduce 149 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (4073) ~ (all_0_668_668 = e21) % 123.98/81.44 | (4074) all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (4074), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2707) all_0_674_674 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2707) can reduce 2732 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2732) ~ (all_0_674_674 = e21) % 123.98/81.44 | (4081) all_0_680_680 = e21 | all_0_687_687 = e21 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (4081), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2380) all_0_680_680 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2380) can reduce 2560 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2560) ~ (all_0_680_680 = e21) % 123.98/81.44 | (4099) all_0_687_687 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (4099) can reduce 3392 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2271) ~ (all_0_684_684 = e21) % 123.98/81.44 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (2066), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2071) all_0_665_665 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2071) can reduce 1470 to: % 123.98/81.44 | (2072) ~ (all_0_678_678 = e21) % 123.98/81.44 | % 123.98/81.44 | Simplifying 2072 yields: % 123.98/81.44 | (2058) ~ (all_0_678_678 = e21) % 123.98/81.44 | % 123.98/81.44 | From (2071) and (307) follows: % 123.98/81.44 | (2074) op2(e21, e26) = e21 % 123.98/81.44 | % 123.98/81.44 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 123.98/81.44 | (2067) all_0_678_678 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2067) can reduce 2058 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2077) ~ (all_0_665_665 = e21) % 123.98/81.44 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (2136), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2079) all_0_672_672 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2079) can reduce 2131 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2131) ~ (all_0_672_672 = e21) % 123.98/81.44 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (2140), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2067) all_0_678_678 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2067) can reduce 2058 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2058) ~ (all_0_678_678 = e21) % 123.98/81.44 | (2144) all_0_684_684 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (2144) can reduce 2271 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (4392) ~ (all_0_676_676 = e21) % 123.98/81.44 | (4393) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e20 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (347), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2097) all_0_652_652 = e22 % 123.98/81.44 | % 123.98/81.44 | From (2097) and (602) follows: % 123.98/81.44 | (2098) op2(e22, e26) = e26 % 123.98/81.44 | % 123.98/81.44 | From (2097) and (974) follows: % 123.98/81.44 | (4396) op2(e22, e25) = all_0_607_607 % 123.98/81.44 | % 123.98/81.44 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 123.98/81.44 | (4397) all_0_672_672 = e26 % 123.98/81.44 | % 123.98/81.44 | Instantiating formula (364) with e22, e25, all_0_607_607, e25 and discharging atoms op2(e22, e25) = all_0_607_607, op2(e22, e25) = e25, yields: % 123.98/81.44 | (4398) all_0_607_607 = e25 % 123.98/81.44 | % 123.98/81.44 | Equations (4397) can reduce 2131 to: % 123.98/81.44 | (1656) ~ (e26 = e21) % 123.98/81.44 | % 123.98/81.44 | From (4398) and (744) follows: % 123.98/81.44 | (4400) op2(e25, e25) = e26 % 123.98/81.44 | % 123.98/81.44 | Instantiating formula (364) with e25, e25, e26, e21 and discharging atoms op2(e25, e25) = e26, op2(e25, e25) = e21, yields: % 123.98/81.44 | (1984) e26 = e21 % 123.98/81.44 | % 123.98/81.44 | Equations (1984) can reduce 1656 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.44 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 123.98/81.44 | % 123.98/81.44 +-Applying beta-rule and splitting (196), into two cases. % 123.98/81.44 |-Branch one: % 123.98/81.44 | (2091) all_0_652_652 = e20 % 123.98/81.44 | % 123.98/81.44 | From (2091) and (602) follows: % 123.98/81.44 | (2092) op2(e20, e26) = e26 % 123.98/81.44 | % 123.98/81.44 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 123.98/81.44 | (2093) all_0_684_684 = e26 % 123.98/81.44 | % 123.98/81.44 | Equations (2093) can reduce 2017 to: % 123.98/81.44 | (1975) $false % 123.98/81.44 | % 123.98/81.44 |-The branch is then unsatisfiable % 123.98/81.44 |-Branch two: % 123.98/81.44 | (2095) ~ (all_0_652_652 = e20) % 123.98/81.44 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (1225), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2125) all_0_652_652 = e23 % 123.98/81.45 | % 123.98/81.45 | From (2125) and (602) follows: % 123.98/81.45 | (2126) op2(e23, e26) = e26 % 123.98/81.45 | % 123.98/81.45 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 123.98/81.45 | (2127) all_0_665_665 = e26 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (2066), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2071) all_0_665_665 = e21 % 123.98/81.45 | % 123.98/81.45 | Combining equations (2071,2127) yields a new equation: % 123.98/81.45 | (1984) e26 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (1984) can reduce 1656 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2077) ~ (all_0_665_665 = e21) % 123.98/81.45 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (2136), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2079) all_0_672_672 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2079) can reduce 2131 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2131) ~ (all_0_672_672 = e21) % 123.98/81.45 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (2140), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2067) all_0_678_678 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2067) can reduce 2058 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2058) ~ (all_0_678_678 = e21) % 123.98/81.45 | (2144) all_0_684_684 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2144) can reduce 1105 to: % 123.98/81.45 | (3391) ~ (all_0_687_687 = e21) % 123.98/81.45 | % 123.98/81.45 | Simplifying 3391 yields: % 123.98/81.45 | (3392) ~ (all_0_687_687 = e21) % 123.98/81.45 | % 123.98/81.45 | Equations (2144) can reduce 93 to: % 123.98/81.45 | (2798) ~ (all_0_689_689 = e21) % 123.98/81.45 | % 123.98/81.45 | Simplifying 2798 yields: % 123.98/81.45 | (2799) ~ (all_0_689_689 = e21) % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (2375), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2391) all_0_670_670 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2391) can reduce 517 to: % 123.98/81.45 | (4073) ~ (all_0_668_668 = e21) % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (2694), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (3399) all_0_668_668 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (3399) can reduce 4073 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (4073) ~ (all_0_668_668 = e21) % 123.98/81.45 | (4074) all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (4074), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2707) all_0_674_674 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2707) can reduce 2732 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2732) ~ (all_0_674_674 = e21) % 123.98/81.45 | (4081) all_0_680_680 = e21 | all_0_687_687 = e21 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (4081), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2380) all_0_680_680 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2380) can reduce 2560 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2560) ~ (all_0_680_680 = e21) % 123.98/81.45 | (4099) all_0_687_687 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (4099) can reduce 3392 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2795) ~ (all_0_670_670 = e21) % 123.98/81.45 | (4447) all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (4447), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2792) all_0_676_676 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2792) can reduce 4392 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (4392) ~ (all_0_676_676 = e21) % 123.98/81.45 | (4451) all_0_682_682 = e21 | all_0_689_689 = e21 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (4451), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2057) all_0_682_682 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2057) can reduce 2148 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2148) ~ (all_0_682_682 = e21) % 123.98/81.45 | (2938) all_0_689_689 = e21 % 123.98/81.45 | % 123.98/81.45 | Equations (2938) can reduce 2799 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2209) ~ (all_0_652_652 = e23) % 123.98/81.45 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (930), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2083) all_0_652_652 = e24 % 123.98/81.45 | % 123.98/81.45 | From (2083) and (602) follows: % 123.98/81.45 | (2084) op2(e24, e26) = e26 % 123.98/81.45 | % 123.98/81.45 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 123.98/81.45 | (2085) all_0_658_658 = e26 % 123.98/81.45 | % 123.98/81.45 | From (2085) and (873) follows: % 123.98/81.45 | (2086) op2(e26, e26) = e23 % 123.98/81.45 | % 123.98/81.45 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 123.98/81.45 | (2087) e25 = e23 % 123.98/81.45 | % 123.98/81.45 | Equations (2087) can reduce 1480 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.45 |-Branch two: % 123.98/81.45 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.45 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 123.98/81.45 | % 123.98/81.45 +-Applying beta-rule and splitting (2096), into two cases. % 123.98/81.45 |-Branch one: % 123.98/81.45 | (2107) all_0_652_652 = e26 % 123.98/81.45 | % 123.98/81.45 | Equations (2107) can reduce 1658 to: % 123.98/81.45 | (950) ~ (e26 = e25) % 123.98/81.45 | % 123.98/81.45 | From (2107) and (602) follows: % 123.98/81.45 | (2109) op2(e26, e26) = e26 % 123.98/81.45 | % 123.98/81.45 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 123.98/81.45 | (2110) e26 = e25 % 123.98/81.45 | % 123.98/81.45 | Equations (2110) can reduce 950 to: % 123.98/81.45 | (1975) $false % 123.98/81.45 | % 123.98/81.45 |-The branch is then unsatisfiable % 123.98/81.46 |-Branch two: % 123.98/81.46 | (2112) ~ (all_0_652_652 = e26) % 123.98/81.46 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.46 | % 123.98/81.46 +-Applying beta-rule and splitting (2117), into two cases. % 123.98/81.46 |-Branch one: % 123.98/81.46 | (2083) all_0_652_652 = e24 % 123.98/81.46 | % 123.98/81.46 | Equations (2083) can reduce 2089 to: % 123.98/81.46 | (1975) $false % 123.98/81.46 | % 123.98/81.46 |-The branch is then unsatisfiable % 123.98/81.46 |-Branch two: % 123.98/81.46 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.46 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.46 | % 123.98/81.46 +-Applying beta-rule and splitting (2121), into two cases. % 123.98/81.46 |-Branch one: % 123.98/81.46 | (2097) all_0_652_652 = e22 % 123.98/81.46 | % 123.98/81.46 | Equations (2097) can reduce 2101 to: % 123.98/81.46 | (1975) $false % 123.98/81.46 | % 123.98/81.46 |-The branch is then unsatisfiable % 123.98/81.46 |-Branch two: % 123.98/81.46 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.46 | (2125) all_0_652_652 = e23 % 123.98/81.46 | % 123.98/81.46 | Equations (2125) can reduce 2209 to: % 123.98/81.46 | (1975) $false % 123.98/81.46 | % 123.98/81.46 |-The branch is then unsatisfiable % 123.98/81.46 |-Branch two: % 123.98/81.46 | (4483) ~ (all_0_666_666 = e24) % 123.98/81.46 | (4484) all_0_685_685 = e24 % 123.98/81.46 | % 123.98/81.46 | Combining equations (4484,2015) yields a new equation: % 123.98/81.46 | (2321) e26 = e24 % 123.98/81.46 | % 123.98/81.46 | Equations (2321) can reduce 1189 to: % 123.98/81.46 | (1975) $false % 123.98/81.46 | % 123.98/81.46 |-The branch is then unsatisfiable % 123.98/81.46 |-Branch two: % 123.98/81.46 | (4487) ~ (all_0_685_685 = e26) % 123.98/81.46 | (4488) all_0_685_685 = e24 | all_0_685_685 = e23 % 123.98/81.46 | % 123.98/81.46 +-Applying beta-rule and splitting (620), into two cases. % 123.98/81.46 |-Branch one: % 123.98/81.46 | (4489) all_0_659_659 = e26 % 123.98/81.46 | % 123.98/81.46 | Combining equations (4489,1996) yields a new equation: % 123.98/81.46 | (3673) e26 = e23 % 123.98/81.46 | % 123.98/81.46 | Simplifying 3673 yields: % 123.98/81.46 | (2596) e26 = e23 % 123.98/81.46 | % 123.98/81.46 | Equations (2596) can reduce 1282 to: % 123.98/81.46 | (1975) $false % 123.98/81.46 | % 123.98/81.46 |-The branch is then unsatisfiable % 123.98/81.46 |-Branch two: % 123.98/81.46 | (4493) ~ (all_0_659_659 = e26) % 123.98/81.46 | (4494) all_0_666_666 = e26 | all_0_685_685 = e26 % 123.98/81.46 | % 123.98/81.46 +-Applying beta-rule and splitting (4488), into two cases. % 123.98/81.46 |-Branch one: % 123.98/81.46 | (4484) all_0_685_685 = e24 % 123.98/81.46 | % 123.98/81.46 | Equations (4484) can reduce 4487 to: % 123.98/81.46 | (2046) ~ (e26 = e24) % 123.98/81.46 | % 123.98/81.46 | Simplifying 2046 yields: % 123.98/81.46 | (1189) ~ (e26 = e24) % 123.98/81.46 | % 123.98/81.46 | From (4484) and (1319) follows: % 123.98/81.46 | (4498) op2(e20, e25) = e24 % 123.98/81.46 | % 123.98/81.46 +-Applying beta-rule and splitting (4494), into two cases. % 123.98/81.46 |-Branch one: % 123.98/81.46 | (2032) all_0_666_666 = e26 % 123.98/81.46 | % 123.98/81.46 | Equations (2032) can reduce 697 to: % 123.98/81.46 | (4500) ~ (all_0_665_665 = e26) % 123.98/81.46 | % 123.98/81.46 | Equations (2032) can reduce 2005 to: % 123.98/81.46 | (1282) ~ (e26 = e23) % 123.98/81.46 | % 123.98/81.46 | Equations (2032) can reduce 279 to: % 123.98/81.46 | (1656) ~ (e26 = e21) % 123.98/81.46 | % 123.98/81.46 | From (2032) and (945) follows: % 123.98/81.46 | (4503) op2(e26, e23) = all_0_614_614 % 123.98/81.46 | % 123.98/81.46 | Instantiating formula (364) with e26, e23, all_0_614_614, e24 and discharging atoms op2(e26, e23) = all_0_614_614, op2(e26, e23) = e24, yields: % 123.98/81.46 | (4504) all_0_614_614 = e24 % 123.98/81.46 | % 123.98/81.46 | From (4504) and (715) follows: % 123.98/81.46 | (4505) op2(e24, e23) = e25 % 123.98/81.46 | % 123.98/81.46 | Instantiating formula (364) with e24, e23, e25, all_0_661_661 and discharging atoms op2(e24, e23) = all_0_661_661, op2(e24, e23) = e25, yields: % 123.98/81.46 | (3471) all_0_661_661 = e25 % 123.98/81.46 | % 123.98/81.46 | Equations (3471) can reduce 583 to: % 123.98/81.46 | (2580) ~ (all_0_654_654 = e25) % 123.98/81.46 | % 123.98/81.46 | Equations (3471) can reduce 1999 to: % 123.98/81.46 | (1480) ~ (e25 = e23) % 123.98/81.46 | % 123.98/81.46 | From (3471) and (1727) follows: % 123.98/81.46 | (4509) op2(e25, e24) = all_0_624_624 % 123.98/81.46 | % 123.98/81.46 | Instantiating formula (364) with e25, e24, all_0_624_624, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_624_624, op2(e25, e24) = all_0_653_653, yields: % 123.98/81.46 | (4510) all_0_624_624 = all_0_653_653 % 123.98/81.46 | % 123.98/81.46 | From (4510) and (747) follows: % 123.98/81.46 | (4511) op2(all_0_653_653, e24) = e23 % 123.98/81.46 | % 123.98/81.46 | From (4510) and (4509) follows: % 123.98/81.46 | (598) op2(e25, e24) = all_0_653_653 % 123.98/81.46 | % 123.98/81.46 +-Applying beta-rule and splitting (1235), into two cases. % 123.98/81.46 |-Branch one: % 123.98/81.46 | (3061) all_0_657_657 = e25 % 123.98/81.46 | % 123.98/81.46 | From (3061) and (766) follows: % 123.98/81.47 | (3062) op2(e25, e25) = all_0_643_643 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 123.98/81.47 | (3063) all_0_643_643 = e21 % 123.98/81.47 | % 123.98/81.47 | From (3063) and (487) follows: % 123.98/81.47 | (3064) op2(e21, e25) = e20 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 123.98/81.47 | (3065) e22 = e20 % 123.98/81.47 | % 123.98/81.47 | Equations (3065) can reduce 959 to: % 123.98/81.47 | (1975) $false % 123.98/81.47 | % 123.98/81.47 |-The branch is then unsatisfiable % 123.98/81.47 |-Branch two: % 123.98/81.47 | (3067) ~ (all_0_657_657 = e25) % 123.98/81.47 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (1166), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (3049) all_0_653_653 = e25 % 123.98/81.47 | % 123.98/81.47 | From (3049) and (4511) follows: % 123.98/81.47 | (4522) op2(e25, e24) = e23 % 123.98/81.47 | % 123.98/81.47 | From (3049) and (598) follows: % 123.98/81.47 | (3289) op2(e25, e24) = e25 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e25, e24, e23, e25 and discharging atoms op2(e25, e24) = e25, op2(e25, e24) = e23, yields: % 123.98/81.47 | (2087) e25 = e23 % 123.98/81.47 | % 123.98/81.47 | Equations (2087) can reduce 1480 to: % 123.98/81.47 | (1975) $false % 123.98/81.47 | % 123.98/81.47 |-The branch is then unsatisfiable % 123.98/81.47 |-Branch two: % 123.98/81.47 | (3055) ~ (all_0_653_653 = e25) % 123.98/81.47 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (387), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (3073) all_0_655_655 = e25 % 123.98/81.47 | % 123.98/81.47 | Equations (3073) can reduce 647 to: % 123.98/81.47 | (1658) ~ (all_0_652_652 = e25) % 123.98/81.47 | % 123.98/81.47 | From (3073) and (767) follows: % 123.98/81.47 | (3081) op2(e25, e25) = all_0_630_630 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e25, e25, all_0_630_630, e21 and discharging atoms op2(e25, e25) = all_0_630_630, op2(e25, e25) = e21, yields: % 123.98/81.47 | (3082) all_0_630_630 = e21 % 123.98/81.47 | % 123.98/81.47 | From (3082) and (3081) follows: % 123.98/81.47 | (1547) op2(e25, e25) = e21 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (1225), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (2125) all_0_652_652 = e23 % 123.98/81.47 | % 123.98/81.47 | From (2125) and (602) follows: % 123.98/81.47 | (2126) op2(e23, e26) = e26 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 123.98/81.47 | (2127) all_0_665_665 = e26 % 123.98/81.47 | % 123.98/81.47 | Equations (2127) can reduce 4500 to: % 123.98/81.47 | (1975) $false % 123.98/81.47 | % 123.98/81.47 |-The branch is then unsatisfiable % 123.98/81.47 |-Branch two: % 123.98/81.47 | (2209) ~ (all_0_652_652 = e23) % 123.98/81.47 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (930), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (2083) all_0_652_652 = e24 % 123.98/81.47 | % 123.98/81.47 | From (2083) and (602) follows: % 123.98/81.47 | (2084) op2(e24, e26) = e26 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 123.98/81.47 | (2085) all_0_658_658 = e26 % 123.98/81.47 | % 123.98/81.47 | From (2085) and (873) follows: % 123.98/81.47 | (2086) op2(e26, e26) = e23 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 123.98/81.47 | (2087) e25 = e23 % 123.98/81.47 | % 123.98/81.47 | Equations (2087) can reduce 1480 to: % 123.98/81.47 | (1975) $false % 123.98/81.47 | % 123.98/81.47 |-The branch is then unsatisfiable % 123.98/81.47 |-Branch two: % 123.98/81.47 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.47 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (196), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (2091) all_0_652_652 = e20 % 123.98/81.47 | % 123.98/81.47 | From (2091) and (974) follows: % 123.98/81.47 | (4548) op2(e20, e25) = all_0_607_607 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e20, e25, all_0_607_607, e24 and discharging atoms op2(e20, e25) = all_0_607_607, op2(e20, e25) = e24, yields: % 123.98/81.47 | (3341) all_0_607_607 = e24 % 123.98/81.47 | % 123.98/81.47 | From (3341) and (744) follows: % 123.98/81.47 | (3349) op2(e24, e25) = e26 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e24, e25, e26, e23 and discharging atoms op2(e24, e25) = e26, op2(e24, e25) = e23, yields: % 123.98/81.47 | (2596) e26 = e23 % 123.98/81.47 | % 123.98/81.47 | Equations (2596) can reduce 1282 to: % 123.98/81.47 | (1975) $false % 123.98/81.47 | % 123.98/81.47 |-The branch is then unsatisfiable % 123.98/81.47 |-Branch two: % 123.98/81.47 | (2095) ~ (all_0_652_652 = e20) % 123.98/81.47 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (673), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (2097) all_0_652_652 = e22 % 123.98/81.47 | % 123.98/81.47 | From (2097) and (974) follows: % 123.98/81.47 | (4396) op2(e22, e25) = all_0_607_607 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e22, e25, all_0_607_607, e25 and discharging atoms op2(e22, e25) = all_0_607_607, op2(e22, e25) = e25, yields: % 123.98/81.47 | (4398) all_0_607_607 = e25 % 123.98/81.47 | % 123.98/81.47 | From (4398) and (744) follows: % 123.98/81.47 | (4400) op2(e25, e25) = e26 % 123.98/81.47 | % 123.98/81.47 | Instantiating formula (364) with e25, e25, e26, e21 and discharging atoms op2(e25, e25) = e26, op2(e25, e25) = e21, yields: % 123.98/81.47 | (1984) e26 = e21 % 123.98/81.47 | % 123.98/81.47 | Equations (1984) can reduce 1656 to: % 123.98/81.47 | (1975) $false % 123.98/81.47 | % 123.98/81.47 |-The branch is then unsatisfiable % 123.98/81.47 |-Branch two: % 123.98/81.47 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.47 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 123.98/81.47 | % 123.98/81.47 +-Applying beta-rule and splitting (2096), into two cases. % 123.98/81.47 |-Branch one: % 123.98/81.47 | (2107) all_0_652_652 = e26 % 123.98/81.47 | % 123.98/81.47 | Equations (2107) can reduce 1658 to: % 123.98/81.47 | (950) ~ (e26 = e25) % 123.98/81.47 | % 123.98/81.47 | From (2107) and (602) follows: % 123.98/81.48 | (2109) op2(e26, e26) = e26 % 123.98/81.48 | % 123.98/81.48 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 123.98/81.48 | (2110) e26 = e25 % 123.98/81.48 | % 123.98/81.48 | Equations (2110) can reduce 950 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (2112) ~ (all_0_652_652 = e26) % 123.98/81.48 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.48 | % 123.98/81.48 +-Applying beta-rule and splitting (2117), into two cases. % 123.98/81.48 |-Branch one: % 123.98/81.48 | (2083) all_0_652_652 = e24 % 123.98/81.48 | % 123.98/81.48 | Equations (2083) can reduce 2089 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (2089) ~ (all_0_652_652 = e24) % 123.98/81.48 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 123.98/81.48 | % 123.98/81.48 +-Applying beta-rule and splitting (2121), into two cases. % 123.98/81.48 |-Branch one: % 123.98/81.48 | (2097) all_0_652_652 = e22 % 123.98/81.48 | % 123.98/81.48 | Equations (2097) can reduce 2101 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (2101) ~ (all_0_652_652 = e22) % 123.98/81.48 | (2125) all_0_652_652 = e23 % 123.98/81.48 | % 123.98/81.48 | Equations (2125) can reduce 2209 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (4226) ~ (all_0_655_655 = e25) % 123.98/81.48 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 123.98/81.48 | % 123.98/81.48 +-Applying beta-rule and splitting (3056), into two cases. % 123.98/81.48 |-Branch one: % 123.98/81.48 | (2691) all_0_654_654 = e25 % 123.98/81.48 | % 123.98/81.48 | Equations (2691) can reduce 2580 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (2580) ~ (all_0_654_654 = e25) % 123.98/81.48 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 123.98/81.48 | % 123.98/81.48 +-Applying beta-rule and splitting (3072), into two cases. % 123.98/81.48 |-Branch one: % 123.98/81.48 | (3073) all_0_655_655 = e25 % 123.98/81.48 | % 123.98/81.48 | Equations (3073) can reduce 4226 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (4226) ~ (all_0_655_655 = e25) % 123.98/81.48 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 123.98/81.48 | % 123.98/81.48 +-Applying beta-rule and splitting (4227), into two cases. % 123.98/81.48 |-Branch one: % 123.98/81.48 | (2273) all_0_656_656 = e25 % 123.98/81.48 | % 123.98/81.48 | From (2273)(2273) and (1402) follows: % 123.98/81.48 | (4590) op2(e25, e25) = all_0_127_127 % 123.98/81.48 | % 123.98/81.48 | From (2273) and (897) follows: % 123.98/81.48 | (2274) op2(e25, e25) = all_0_636_636 % 123.98/81.48 | % 123.98/81.48 | From (2273) and (1256) follows: % 123.98/81.48 | (4592) op2(e25, e25) = all_0_48_48 % 123.98/81.48 | % 123.98/81.48 | From (2273) and (150) follows: % 123.98/81.48 | (4593) op2(e21, e25) = all_0_59_59 % 123.98/81.48 | % 123.98/81.48 | Instantiating formula (364) with e25, e25, all_0_48_48, e21 and discharging atoms op2(e25, e25) = all_0_48_48, op2(e25, e25) = e21, yields: % 123.98/81.48 | (4594) all_0_48_48 = e21 % 123.98/81.48 | % 123.98/81.48 | Instantiating formula (364) with e25, e25, all_0_127_127, all_0_48_48 and discharging atoms op2(e25, e25) = all_0_48_48, op2(e25, e25) = all_0_127_127, yields: % 123.98/81.48 | (4595) all_0_48_48 = all_0_127_127 % 123.98/81.48 | % 123.98/81.48 | Instantiating formula (364) with e25, e25, all_0_636_636, all_0_127_127 and discharging atoms op2(e25, e25) = all_0_127_127, op2(e25, e25) = all_0_636_636, yields: % 123.98/81.48 | (4596) all_0_127_127 = all_0_636_636 % 123.98/81.48 | % 123.98/81.48 | Instantiating formula (364) with e21, e25, all_0_59_59, e22 and discharging atoms op2(e21, e25) = all_0_59_59, op2(e21, e25) = e22, yields: % 123.98/81.48 | (4597) all_0_59_59 = e22 % 123.98/81.48 | % 123.98/81.48 | Combining equations (4595,4594) yields a new equation: % 123.98/81.48 | (4598) all_0_127_127 = e21 % 123.98/81.48 | % 123.98/81.48 | Simplifying 4598 yields: % 123.98/81.48 | (4599) all_0_127_127 = e21 % 123.98/81.48 | % 123.98/81.48 | Combining equations (4596,4599) yields a new equation: % 123.98/81.48 | (4600) all_0_636_636 = e21 % 123.98/81.48 | % 123.98/81.48 | Simplifying 4600 yields: % 123.98/81.48 | (2275) all_0_636_636 = e21 % 123.98/81.48 | % 123.98/81.48 | From (2275) and (166) follows: % 123.98/81.48 | (2276) op2(e21, e25) = e21 % 123.98/81.48 | % 123.98/81.48 | From (4597) and (4593) follows: % 123.98/81.48 | (1484) op2(e21, e25) = e22 % 123.98/81.48 | % 123.98/81.48 | Instantiating formula (364) with e21, e25, e21, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e21, yields: % 123.98/81.48 | (1990) e22 = e21 % 123.98/81.48 | % 123.98/81.48 | Equations (1990) can reduce 359 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (2279) ~ (all_0_656_656 = e25) % 123.98/81.48 | (3061) all_0_657_657 = e25 % 123.98/81.48 | % 123.98/81.48 | Equations (3061) can reduce 3067 to: % 123.98/81.48 | (1975) $false % 123.98/81.48 | % 123.98/81.48 |-The branch is then unsatisfiable % 123.98/81.48 |-Branch two: % 123.98/81.48 | (2016) ~ (all_0_666_666 = e26) % 123.98/81.48 | (2015) all_0_685_685 = e26 % 123.98/81.48 | % 123.98/81.48 | Combining equations (2015,4484) yields a new equation: % 123.98/81.48 | (3656) e26 = e24 % 123.98/81.48 | % 123.98/81.48 | Simplifying 3656 yields: % 123.98/81.48 | (2321) e26 = e24 % 123.98/81.48 | % 123.98/81.49 | Equations (2321) can reduce 1189 to: % 123.98/81.49 | (1975) $false % 123.98/81.49 | % 123.98/81.49 |-The branch is then unsatisfiable % 123.98/81.49 |-Branch two: % 123.98/81.49 | (4614) ~ (all_0_685_685 = e24) % 123.98/81.49 | (4615) all_0_685_685 = e23 % 123.98/81.49 | % 123.98/81.49 | Equations (4615) can reduce 2007 to: % 123.98/81.49 | (1975) $false % 123.98/81.49 | % 123.98/81.49 |-The branch is then unsatisfiable % 123.98/81.49 |-Branch two: % 123.98/81.49 | (4617) ~ (all_0_659_659 = e23) % 123.98/81.49 | (4618) all_0_666_666 = e23 | all_0_685_685 = e23 % 123.98/81.49 | % 123.98/81.49 +-Applying beta-rule and splitting (1392), into two cases. % 123.98/81.49 |-Branch one: % 123.98/81.49 | (4489) all_0_659_659 = e26 % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 988 to: % 123.98/81.49 | (3364) ~ (all_0_658_658 = e26) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 289 to: % 123.98/81.49 | (4621) ~ (all_0_661_661 = e26) % 123.98/81.49 | % 123.98/81.49 | Simplifying 4621 yields: % 123.98/81.49 | (3365) ~ (all_0_661_661 = e26) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 4 to: % 123.98/81.49 | (3641) ~ (all_0_662_662 = e26) % 123.98/81.49 | % 123.98/81.49 | Simplifying 3641 yields: % 123.98/81.49 | (3642) ~ (all_0_662_662 = e26) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 1129 to: % 123.98/81.49 | (4625) ~ (all_0_663_663 = e26) % 123.98/81.49 | % 123.98/81.49 | Simplifying 4625 yields: % 123.98/81.49 | (3218) ~ (all_0_663_663 = e26) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 11 to: % 123.98/81.49 | (4627) ~ (all_0_666_666 = e26) % 123.98/81.49 | % 123.98/81.49 | Simplifying 4627 yields: % 123.98/81.49 | (2016) ~ (all_0_666_666 = e26) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 1194 to: % 123.98/81.49 | (4629) ~ (all_0_685_685 = e26) % 123.98/81.49 | % 123.98/81.49 | Simplifying 4629 yields: % 123.98/81.49 | (4487) ~ (all_0_685_685 = e26) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 4617 to: % 123.98/81.49 | (1282) ~ (e26 = e23) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 1025 to: % 123.98/81.49 | (792) ~ (e26 = e22) % 123.98/81.49 | % 123.98/81.49 | Equations (4489) can reduce 1406 to: % 123.98/81.49 | (1656) ~ (e26 = e21) % 123.98/81.49 | % 123.98/81.49 | From (4489) and (653) follows: % 123.98/81.49 | (4634) op2(e26, e24) = all_0_613_613 % 123.98/81.49 | % 123.98/81.49 | From (4489) and (165) follows: % 123.98/81.49 | (3349) op2(e24, e25) = e26 % 123.98/81.49 | % 123.98/81.49 | Instantiating formula (364) with e26, e24, all_0_613_613, e21 and discharging atoms op2(e26, e24) = all_0_613_613, op2(e26, e24) = e21, yields: % 123.98/81.49 | (4636) all_0_613_613 = e21 % 123.98/81.49 | % 123.98/81.49 | From (4636) and (1269) follows: % 124.35/81.49 | (4637) op2(e21, e24) = e25 % 124.35/81.49 | % 124.35/81.49 | Instantiating formula (364) with e21, e24, e25, all_0_679_679 and discharging atoms op2(e21, e24) = all_0_679_679, op2(e21, e24) = e25, yields: % 124.35/81.49 | (4221) all_0_679_679 = e25 % 124.35/81.49 | % 124.35/81.49 | Equations (4221) can reduce 336 to: % 124.35/81.49 | (3055) ~ (all_0_653_653 = e25) % 124.35/81.49 | % 124.35/81.49 | Equations (4221) can reduce 1142 to: % 124.35/81.49 | (874) ~ (all_0_673_673 = e25) % 124.35/81.49 | % 124.35/81.49 | Equations (4221) can reduce 1136 to: % 124.35/81.49 | (1675) ~ (all_0_678_678 = e25) % 124.35/81.49 | % 124.35/81.49 | Equations (4221) can reduce 944 to: % 124.35/81.49 | (4642) ~ (all_0_680_680 = e25) % 124.35/81.49 | % 124.35/81.49 | Simplifying 4642 yields: % 124.35/81.49 | (2809) ~ (all_0_680_680 = e25) % 124.35/81.49 | % 124.35/81.49 | Equations (4221) can reduce 326 to: % 124.35/81.49 | (4644) ~ (all_0_682_682 = e25) % 124.35/81.49 | % 124.35/81.49 | Simplifying 4644 yields: % 124.35/81.49 | (4645) ~ (all_0_682_682 = e25) % 124.35/81.49 | % 124.35/81.49 | Equations (4221) can reduce 1482 to: % 124.35/81.49 | (4646) ~ (all_0_686_686 = e25) % 124.35/81.49 | % 124.35/81.49 | Simplifying 4646 yields: % 124.35/81.49 | (3285) ~ (all_0_686_686 = e25) % 124.35/81.49 | % 124.35/81.49 | From (4221) and (1693) follows: % 124.35/81.49 | (4648) op2(e25, e21) = all_0_621_621 % 124.35/81.49 | % 124.35/81.49 | From (4221) and (1494) follows: % 124.35/81.49 | (4637) op2(e21, e24) = e25 % 124.35/81.49 | % 124.35/81.49 | Instantiating formula (364) with e25, e21, all_0_621_621, all_0_656_656 and discharging atoms op2(e25, e21) = all_0_621_621, op2(e25, e21) = all_0_656_656, yields: % 124.35/81.50 | (4650) all_0_621_621 = all_0_656_656 % 124.35/81.50 | % 124.35/81.50 | From (4650) and (295) follows: % 124.35/81.50 | (4651) op2(all_0_656_656, e21) = e24 % 124.35/81.50 | % 124.35/81.50 | From (4650) and (4648) follows: % 124.35/81.50 | (254) op2(e25, e21) = all_0_656_656 % 124.35/81.50 | % 124.35/81.50 | Instantiating formula (364) with all_0_656_656, e21, e24, all_0_117_117 and discharging atoms op2(all_0_656_656, e21) = all_0_117_117, op2(all_0_656_656, e21) = e24, yields: % 124.35/81.50 | (4653) all_0_117_117 = e24 % 124.35/81.50 | % 124.35/81.50 | From (4653) and (1757) follows: % 124.35/81.50 | (4651) op2(all_0_656_656, e21) = e24 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (1545), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (2032) all_0_666_666 = e26 % 124.35/81.50 | % 124.35/81.50 | Equations (2032) can reduce 2016 to: % 124.35/81.50 | (1975) $false % 124.35/81.50 | % 124.35/81.50 |-The branch is then unsatisfiable % 124.35/81.50 |-Branch two: % 124.35/81.50 | (2016) ~ (all_0_666_666 = e26) % 124.35/81.50 | (2035) all_0_666_666 = e24 | all_0_666_666 = e23 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (1587), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (2015) all_0_685_685 = e26 % 124.35/81.50 | % 124.35/81.50 | Equations (2015) can reduce 4487 to: % 124.35/81.50 | (1975) $false % 124.35/81.50 | % 124.35/81.50 |-The branch is then unsatisfiable % 124.35/81.50 |-Branch two: % 124.35/81.50 | (4487) ~ (all_0_685_685 = e26) % 124.35/81.50 | (4488) all_0_685_685 = e24 | all_0_685_685 = e23 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (1702), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (2027) all_0_659_659 = e24 % 124.35/81.50 | % 124.35/81.50 | Combining equations (4489,2027) yields a new equation: % 124.35/81.50 | (3656) e26 = e24 % 124.35/81.50 | % 124.35/81.50 | Simplifying 3656 yields: % 124.35/81.50 | (2321) e26 = e24 % 124.35/81.50 | % 124.35/81.50 | Equations (2321) can reduce 1189 to: % 124.35/81.50 | (1975) $false % 124.35/81.50 | % 124.35/81.50 |-The branch is then unsatisfiable % 124.35/81.50 |-Branch two: % 124.35/81.50 | (2030) ~ (all_0_659_659 = e24) % 124.35/81.50 | (2031) all_0_666_666 = e24 | all_0_685_685 = e24 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (763), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (4669) all_0_733_733 = e16 % 124.35/81.50 | % 124.35/81.50 | From (4669) and (479) follows: % 124.35/81.50 | (4670) op1(e16, e16) = all_0_700_700 % 124.35/81.50 | % 124.35/81.50 | Instantiating formula (1768) with e16, e16, all_0_700_700, e15 and discharging atoms op1(e16, e16) = all_0_700_700, op1(e16, e16) = e15, yields: % 124.35/81.50 | (4671) all_0_700_700 = e15 % 124.35/81.50 | % 124.35/81.50 | From (4671) and (500) follows: % 124.35/81.50 | (4672) op1(e15, e16) = e14 % 124.35/81.50 | % 124.35/81.50 | From (4671) and (4670) follows: % 124.35/81.50 | (419) op1(e16, e16) = e15 % 124.35/81.50 | % 124.35/81.50 | Instantiating formula (1768) with e15, e16, e14, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e14, yields: % 124.35/81.50 | (4674) all_0_736_736 = e14 % 124.35/81.50 | % 124.35/81.50 | From (4674) and (514) follows: % 124.35/81.50 | (4675) op1(e14, e16) = e16 % 124.35/81.50 | % 124.35/81.50 | Instantiating formula (1768) with e14, e16, e16, all_0_742_742 and discharging atoms op1(e14, e16) = all_0_742_742, op1(e14, e16) = e16, yields: % 124.35/81.50 | (4676) all_0_742_742 = e16 % 124.35/81.50 | % 124.35/81.50 | From (4676) and (1413) follows: % 124.35/81.50 | (4677) op1(e16, e16) = e13 % 124.35/81.50 | % 124.35/81.50 | Instantiating formula (1768) with e16, e16, e13, e15 and discharging atoms op1(e16, e16) = e15, op1(e16, e16) = e13, yields: % 124.35/81.50 | (4678) e15 = e13 % 124.35/81.50 | % 124.35/81.50 | Equations (4678) can reduce 1483 to: % 124.35/81.50 | (1975) $false % 124.35/81.50 | % 124.35/81.50 |-The branch is then unsatisfiable % 124.35/81.50 |-Branch two: % 124.35/81.50 | (4680) ~ (all_0_733_733 = e16) % 124.35/81.50 | (4681) all_0_734_734 = e16 | all_0_735_735 = e16 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (327), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (4669) all_0_733_733 = e16 % 124.35/81.50 | % 124.35/81.50 | Equations (4669) can reduce 4680 to: % 124.35/81.50 | (1975) $false % 124.35/81.50 | % 124.35/81.50 |-The branch is then unsatisfiable % 124.35/81.50 |-Branch two: % 124.35/81.50 | (4680) ~ (all_0_733_733 = e16) % 124.35/81.50 | (4685) all_0_733_733 = e12 | all_0_733_733 = e11 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (939), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (4686) all_0_769_769 = e16 % 124.35/81.50 | % 124.35/81.50 | Equations (4686) can reduce 1409 to: % 124.35/81.50 | (1279) ~ (e16 = e11) % 124.35/81.50 | % 124.35/81.50 | From (4686) and (1097) follows: % 124.35/81.50 | (4688) op1(e16, e10) = all_0_699_699 % 124.35/81.50 | % 124.35/81.50 | Instantiating formula (1768) with e16, e10, all_0_699_699, all_0_735_735 and discharging atoms op1(e16, e10) = all_0_699_699, op1(e16, e10) = all_0_735_735, yields: % 124.35/81.50 | (4689) all_0_699_699 = all_0_735_735 % 124.35/81.50 | % 124.35/81.50 | From (4689) and (775) follows: % 124.35/81.50 | (4690) op1(all_0_735_735, e10) = e15 % 124.35/81.50 | % 124.35/81.50 | From (4689) and (4688) follows: % 124.35/81.50 | (1452) op1(e16, e10) = all_0_735_735 % 124.35/81.50 | % 124.35/81.50 +-Applying beta-rule and splitting (1181), into two cases. % 124.35/81.50 |-Branch one: % 124.35/81.50 | (4692) all_0_735_735 = e16 % 124.35/81.50 | % 124.35/81.50 | Equations (4692) can reduce 1684 to: % 124.35/81.50 | (1134) ~ (e16 = e15) % 124.35/81.50 | % 124.35/81.50 | From (4692) and (4690) follows: % 124.35/81.51 | (4694) op1(e16, e10) = e15 % 124.35/81.51 | % 124.35/81.51 | From (4692) and (1452) follows: % 124.35/81.51 | (4695) op1(e16, e10) = e16 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (1768) with e16, e10, e15, e16 and discharging atoms op1(e16, e10) = e16, op1(e16, e10) = e15, yields: % 124.35/81.51 | (4696) e16 = e15 % 124.35/81.51 | % 124.35/81.51 | Equations (4696) can reduce 1134 to: % 124.35/81.51 | (1975) $false % 124.35/81.51 | % 124.35/81.51 |-The branch is then unsatisfiable % 124.35/81.51 |-Branch two: % 124.35/81.51 | (4698) ~ (all_0_735_735 = e16) % 124.35/81.51 | (4699) all_0_735_735 = e12 | all_0_735_735 = e11 % 124.35/81.51 | % 124.35/81.51 +-Applying beta-rule and splitting (4681), into two cases. % 124.35/81.51 |-Branch one: % 124.35/81.51 | (4700) all_0_734_734 = e16 % 124.35/81.51 | % 124.35/81.51 | From (4700) and (495) follows: % 124.35/81.51 | (4701) op1(e16, e16) = all_0_713_713 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (1768) with e16, e16, all_0_713_713, e15 and discharging atoms op1(e16, e16) = all_0_713_713, op1(e16, e16) = e15, yields: % 124.35/81.51 | (4702) all_0_713_713 = e15 % 124.35/81.51 | % 124.35/81.51 | From (4702) and (1297) follows: % 124.35/81.51 | (4703) op1(e15, e16) = e12 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (1768) with e15, e16, e12, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e12, yields: % 124.35/81.51 | (4704) all_0_736_736 = e12 % 124.35/81.51 | % 124.35/81.51 | From (4704) and (996) follows: % 124.35/81.51 | (4705) op1(e12, e15) = all_0_691_691 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (1768) with e12, e15, all_0_691_691, e15 and discharging atoms op1(e12, e15) = all_0_691_691, op1(e12, e15) = e15, yields: % 124.35/81.51 | (4706) all_0_691_691 = e15 % 124.35/81.51 | % 124.35/81.51 | From (4706) and (192) follows: % 124.35/81.51 | (4707) op1(e15, e15) = e16 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (1768) with e15, e15, e16, e11 and discharging atoms op1(e15, e15) = e16, op1(e15, e15) = e11, yields: % 124.35/81.51 | (4708) e16 = e11 % 124.35/81.51 | % 124.35/81.51 | Equations (4708) can reduce 1279 to: % 124.35/81.51 | (1975) $false % 124.35/81.51 | % 124.35/81.51 |-The branch is then unsatisfiable % 124.35/81.51 |-Branch two: % 124.35/81.51 | (4710) ~ (all_0_734_734 = e16) % 124.35/81.51 | (4692) all_0_735_735 = e16 % 124.35/81.51 | % 124.35/81.51 | Equations (4692) can reduce 4698 to: % 124.35/81.51 | (1975) $false % 124.35/81.51 | % 124.35/81.51 |-The branch is then unsatisfiable % 124.35/81.51 |-Branch two: % 124.35/81.51 | (4713) ~ (all_0_769_769 = e16) % 124.35/81.51 | (4714) all_0_769_769 = e14 | all_0_769_769 = e13 % 124.35/81.51 | % 124.35/81.51 +-Applying beta-rule and splitting (1638), into two cases. % 124.35/81.51 |-Branch one: % 124.35/81.51 | (4715) all_0_743_743 = e16 % 124.35/81.51 | % 124.35/81.51 | Equations (4715) can reduce 385 to: % 124.35/81.51 | (4716) ~ (all_0_744_744 = e16) % 124.35/81.51 | % 124.35/81.51 | Simplifying 4716 yields: % 124.35/81.51 | (4717) ~ (all_0_744_744 = e16) % 124.35/81.51 | % 124.35/81.51 | Equations (4715) can reduce 1196 to: % 124.35/81.51 | (4718) ~ (all_0_745_745 = e16) % 124.35/81.51 | % 124.35/81.51 | Simplifying 4718 yields: % 124.35/81.51 | (4719) ~ (all_0_745_745 = e16) % 124.35/81.51 | % 124.35/81.51 | Equations (4715) can reduce 1657 to: % 124.35/81.51 | (4720) ~ (all_0_746_746 = e16) % 124.35/81.51 | % 124.35/81.51 | Simplifying 4720 yields: % 124.35/81.51 | (4721) ~ (all_0_746_746 = e16) % 124.35/81.51 | % 124.35/81.51 | Equations (4715) can reduce 547 to: % 124.35/81.51 | (4722) ~ (all_0_747_747 = e16) % 124.35/81.51 | % 124.35/81.51 | Simplifying 4722 yields: % 124.35/81.51 | (4723) ~ (all_0_747_747 = e16) % 124.35/81.51 | % 124.35/81.51 | Equations (4715) can reduce 757 to: % 124.35/81.51 | (4724) ~ (all_0_750_750 = e16) % 124.35/81.51 | % 124.35/81.51 | Simplifying 4724 yields: % 124.35/81.51 | (4725) ~ (all_0_750_750 = e16) % 124.35/81.51 | % 124.35/81.51 | Equations (4715) can reduce 453 to: % 124.35/81.51 | (1279) ~ (e16 = e11) % 124.35/81.51 | % 124.35/81.51 | From (4715) and (947) follows: % 124.35/81.51 | (4727) op1(e16, e14) = all_0_697_697 % 124.35/81.51 | % 124.35/81.51 | From (4715) and (805) follows: % 124.35/81.51 | (4728) h4(e16) = all_0_244_244 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (1768) with e16, e14, all_0_697_697, all_0_733_733 and discharging atoms op1(e16, e14) = all_0_697_697, op1(e16, e14) = all_0_733_733, yields: % 124.35/81.51 | (4729) all_0_697_697 = all_0_733_733 % 124.35/81.51 | % 124.35/81.51 | Instantiating formula (857) with e16, all_0_244_244, e23 and discharging atoms h4(e16) = all_0_244_244, h4(e16) = e23, yields: % 124.35/81.51 | (4730) all_0_244_244 = e23 % 124.35/81.51 | % 124.35/81.51 | From (4729) and (509) follows: % 124.35/81.52 | (4731) op1(all_0_733_733, e14) = e15 % 124.35/81.52 | % 124.35/81.52 | From (4730) and (4728) follows: % 124.35/81.52 | (1511) h4(e16) = e23 % 124.35/81.52 | % 124.35/81.52 +-Applying beta-rule and splitting (345), into two cases. % 124.35/81.52 |-Branch one: % 124.35/81.52 | (4733) all_0_750_750 = e16 % 124.35/81.52 | % 124.35/81.52 | Equations (4733) can reduce 4725 to: % 124.35/81.52 | (1975) $false % 124.35/81.52 | % 124.35/81.52 |-The branch is then unsatisfiable % 124.35/81.52 |-Branch two: % 124.35/81.52 | (4725) ~ (all_0_750_750 = e16) % 124.35/81.52 | (4736) all_0_750_750 = e14 | all_0_750_750 = e13 % 124.35/81.52 | % 124.35/81.52 +-Applying beta-rule and splitting (1829), into two cases. % 124.35/81.52 |-Branch one: % 124.35/81.52 | (4737) all_0_743_743 = e14 % 124.35/81.52 | % 124.35/81.52 | Combining equations (4715,4737) yields a new equation: % 124.35/81.52 | (4738) e16 = e14 % 124.35/81.52 | % 124.35/81.52 | Simplifying 4738 yields: % 124.35/81.52 | (4739) e16 = e14 % 124.35/81.52 | % 124.35/81.52 | Equations (4739) can reduce 179 to: % 124.35/81.52 | (1975) $false % 124.35/81.52 | % 124.35/81.52 |-The branch is then unsatisfiable % 124.35/81.52 |-Branch two: % 124.35/81.52 | (4741) ~ (all_0_743_743 = e14) % 124.35/81.52 | (4742) all_0_750_750 = e14 | all_0_769_769 = e14 % 124.35/81.52 | % 124.35/81.52 +-Applying beta-rule and splitting (585), into two cases. % 124.35/81.52 |-Branch one: % 124.35/81.52 | (4743) all_0_743_743 = e13 % 124.35/81.52 | % 124.35/81.52 | Combining equations (4715,4743) yields a new equation: % 124.35/81.52 | (4744) e16 = e13 % 124.35/81.52 | % 124.35/81.52 | Simplifying 4744 yields: % 124.35/81.52 | (4745) e16 = e13 % 124.35/81.52 | % 124.35/81.52 | Equations (4745) can reduce 1493 to: % 124.35/81.52 | (1975) $false % 124.35/81.52 | % 124.35/81.52 |-The branch is then unsatisfiable % 124.35/81.52 |-Branch two: % 124.35/81.52 | (4747) ~ (all_0_743_743 = e13) % 124.35/81.52 | (4748) all_0_750_750 = e13 | all_0_769_769 = e13 % 124.35/81.52 | % 124.35/81.52 +-Applying beta-rule and splitting (1430), into two cases. % 124.35/81.52 |-Branch one: % 124.35/81.52 | (4700) all_0_734_734 = e16 % 124.35/81.52 | % 124.35/81.52 | From (4700) and (495) follows: % 124.35/81.52 | (4701) op1(e16, e16) = all_0_713_713 % 124.35/81.52 | % 124.35/81.52 | Instantiating formula (1768) with e16, e16, all_0_713_713, e15 and discharging atoms op1(e16, e16) = all_0_713_713, op1(e16, e16) = e15, yields: % 124.35/81.52 | (4702) all_0_713_713 = e15 % 124.35/81.52 | % 124.35/81.52 | From (4702) and (1297) follows: % 124.35/81.52 | (4703) op1(e15, e16) = e12 % 124.35/81.52 | % 124.35/81.52 | Instantiating formula (1768) with e15, e16, e12, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e12, yields: % 124.35/81.52 | (4704) all_0_736_736 = e12 % 124.35/81.52 | % 124.35/81.52 | From (4704) and (996) follows: % 124.35/81.52 | (4705) op1(e12, e15) = all_0_691_691 % 124.35/81.52 | % 124.35/81.52 | Instantiating formula (1768) with e12, e15, all_0_691_691, e15 and discharging atoms op1(e12, e15) = all_0_691_691, op1(e12, e15) = e15, yields: % 124.35/81.52 | (4706) all_0_691_691 = e15 % 124.35/81.52 | % 124.35/81.52 | From (4706) and (192) follows: % 124.35/81.52 | (4707) op1(e15, e15) = e16 % 124.35/81.52 | % 124.35/81.52 | Instantiating formula (1768) with e15, e15, e16, e11 and discharging atoms op1(e15, e15) = e16, op1(e15, e15) = e11, yields: % 124.35/81.52 | (4708) e16 = e11 % 124.35/81.52 | % 124.35/81.52 | Equations (4708) can reduce 1279 to: % 124.35/81.52 | (1975) $false % 124.35/81.52 | % 124.35/81.52 |-The branch is then unsatisfiable % 124.35/81.52 |-Branch two: % 124.35/81.52 | (4710) ~ (all_0_734_734 = e16) % 124.35/81.52 | (4760) all_0_734_734 = e12 | all_0_734_734 = e11 % 124.35/81.52 | % 124.35/81.52 +-Applying beta-rule and splitting (4681), into two cases. % 124.35/81.52 |-Branch one: % 124.35/81.52 | (4700) all_0_734_734 = e16 % 124.35/81.52 | % 124.35/81.52 | Equations (4700) can reduce 4710 to: % 124.35/81.52 | (1975) $false % 124.35/81.52 | % 124.35/81.52 |-The branch is then unsatisfiable % 124.35/81.52 |-Branch two: % 124.35/81.52 | (4710) ~ (all_0_734_734 = e16) % 124.35/81.52 | (4692) all_0_735_735 = e16 % 124.35/81.52 | % 124.35/81.52 | Equations (4692) can reduce 557 to: % 124.35/81.52 | (4765) ~ (all_0_741_741 = e16) % 124.35/81.52 | % 124.35/81.52 | Simplifying 4765 yields: % 124.35/81.52 | (4766) ~ (all_0_741_741 = e16) % 124.35/81.52 | % 124.35/81.52 | Equations (4692) can reduce 505 to: % 124.35/81.52 | (4767) ~ (all_0_755_755 = e16) % 124.35/81.52 | % 124.35/81.52 | Simplifying 4767 yields: % 124.35/81.52 | (4768) ~ (all_0_755_755 = e16) % 124.35/81.52 | % 124.35/81.52 | Equations (4692) can reduce 693 to: % 124.35/81.52 | (4769) ~ (all_0_761_761 = e16) % 124.35/81.52 | % 124.35/81.52 | Simplifying 4769 yields: % 124.35/81.52 | (4770) ~ (all_0_761_761 = e16) % 124.35/81.52 | % 124.35/81.52 | Equations (4692) can reduce 1079 to: % 124.35/81.52 | (4771) ~ (all_0_767_767 = e16) % 124.35/81.52 | % 124.35/81.52 | Simplifying 4771 yields: % 124.35/81.52 | (4772) ~ (all_0_767_767 = e16) % 124.35/81.52 | % 124.35/81.52 | From (4692) and (72) follows: % 124.35/81.53 | (4773) op1(e16, e16) = all_0_726_726 % 124.35/81.53 | % 124.35/81.53 | From (4692) and (1147) follows: % 124.35/81.53 | (4774) h4(e16) = all_0_227_227 % 124.35/81.53 | % 124.35/81.53 | Instantiating formula (1768) with e16, e16, all_0_726_726, e15 and discharging atoms op1(e16, e16) = all_0_726_726, op1(e16, e16) = e15, yields: % 124.35/81.53 | (4775) all_0_726_726 = e15 % 124.35/81.53 | % 124.35/81.53 | Instantiating formula (857) with e16, all_0_227_227, e23 and discharging atoms h4(e16) = all_0_227_227, h4(e16) = e23, yields: % 124.35/81.53 | (4776) all_0_227_227 = e23 % 124.35/81.53 | % 124.35/81.53 | From (4775) and (1788) follows: % 124.35/81.53 | (4777) op1(e15, e16) = e10 % 124.35/81.53 | % 124.35/81.53 | From (4776) and (4774) follows: % 124.35/81.53 | (1511) h4(e16) = e23 % 124.35/81.53 | % 124.35/81.53 | Instantiating formula (1768) with e15, e16, e10, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e10, yields: % 124.35/81.53 | (4779) all_0_736_736 = e10 % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 548 to: % 124.35/81.53 | (4780) ~ (all_0_737_737 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4780 yields: % 124.35/81.53 | (4781) ~ (all_0_737_737 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 1704 to: % 124.35/81.53 | (4782) ~ (all_0_738_738 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4782 yields: % 124.35/81.53 | (4783) ~ (all_0_738_738 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 106 to: % 124.35/81.53 | (4784) ~ (all_0_740_740 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4784 yields: % 124.35/81.53 | (4785) ~ (all_0_740_740 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 994 to: % 124.35/81.53 | (4786) ~ (all_0_741_741 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4786 yields: % 124.35/81.53 | (4787) ~ (all_0_741_741 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 216 to: % 124.35/81.53 | (4788) ~ (all_0_742_742 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4788 yields: % 124.35/81.53 | (4789) ~ (all_0_742_742 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 551 to: % 124.35/81.53 | (4790) ~ (all_0_756_756 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4790 yields: % 124.35/81.53 | (4791) ~ (all_0_756_756 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 78 to: % 124.35/81.53 | (4792) ~ (all_0_762_762 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4792 yields: % 124.35/81.53 | (4793) ~ (all_0_762_762 = e10) % 124.35/81.53 | % 124.35/81.53 | Equations (4779) can reduce 853 to: % 124.35/81.53 | (4794) ~ (e15 = e10) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4794 yields: % 124.35/81.53 | (729) ~ (e15 = e10) % 124.35/81.53 | % 124.35/81.53 | From (4779) and (514) follows: % 124.35/81.53 | (4796) op1(e10, e16) = e16 % 124.35/81.53 | % 124.35/81.53 | From (4779) and (996) follows: % 124.35/81.53 | (4797) op1(e10, e15) = all_0_691_691 % 124.35/81.53 | % 124.35/81.53 | From (4779) and (915) follows: % 124.35/81.53 | (4798) h4(e10) = all_0_229_229 % 124.35/81.53 | % 124.35/81.53 | Instantiating formula (1768) with e10, e16, e16, all_0_768_768 and discharging atoms op1(e10, e16) = all_0_768_768, op1(e10, e16) = e16, yields: % 124.35/81.53 | (4799) all_0_768_768 = e16 % 124.35/81.53 | % 124.35/81.53 | Instantiating formula (1768) with e10, e15, all_0_691_691, all_0_769_769 and discharging atoms op1(e10, e15) = all_0_691_691, op1(e10, e15) = all_0_769_769, yields: % 124.35/81.53 | (4800) all_0_691_691 = all_0_769_769 % 124.35/81.53 | % 124.35/81.53 | Instantiating formula (857) with e10, all_0_229_229, all_0_591_591 and discharging atoms h4(e10) = all_0_229_229, h4(e10) = all_0_591_591, yields: % 124.35/81.53 | (4801) all_0_229_229 = all_0_591_591 % 124.35/81.53 | % 124.35/81.53 | Equations (4799) can reduce 1258 to: % 124.35/81.53 | (4802) ~ (all_0_756_756 = e16) % 124.35/81.53 | % 124.35/81.53 | Equations (4799) can reduce 1239 to: % 124.35/81.53 | (4803) ~ (all_0_762_762 = e16) % 124.35/81.53 | % 124.35/81.53 | Equations (4799) can reduce 1242 to: % 124.35/81.53 | (4804) ~ (all_0_771_771 = e16) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4804 yields: % 124.35/81.53 | (4805) ~ (all_0_771_771 = e16) % 124.35/81.53 | % 124.35/81.53 | Equations (4799) can reduce 380 to: % 124.35/81.53 | (4806) ~ (all_0_772_772 = e16) % 124.35/81.53 | % 124.35/81.53 | Simplifying 4806 yields: % 124.35/81.53 | (4807) ~ (all_0_772_772 = e16) % 124.35/81.53 | % 124.35/81.53 | Equations (4799) can reduce 746 to: % 124.35/81.54 | (4808) ~ (all_0_773_773 = e16) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4808 yields: % 124.35/81.54 | (4809) ~ (all_0_773_773 = e16) % 124.35/81.54 | % 124.35/81.54 | Equations (4799) can reduce 1408 to: % 124.35/81.54 | (4810) ~ (all_0_774_774 = e16) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4810 yields: % 124.35/81.54 | (4811) ~ (all_0_774_774 = e16) % 124.35/81.54 | % 124.35/81.54 | Equations (4799) can reduce 765 to: % 124.35/81.54 | (1134) ~ (e16 = e15) % 124.35/81.54 | % 124.35/81.54 | From (4800) and (192) follows: % 124.35/81.54 | (4813) op1(all_0_769_769, e15) = e16 % 124.35/81.54 | % 124.35/81.54 | From (4800) and (4797) follows: % 124.35/81.54 | (1435) op1(e10, e15) = all_0_769_769 % 124.35/81.54 | % 124.35/81.54 | From (4799) and (1516) follows: % 124.35/81.54 | (4815) h4(e16) = all_0_296_296 % 124.35/81.54 | % 124.35/81.54 | From (4801) and (4798) follows: % 124.35/81.54 | (284) h4(e10) = all_0_591_591 % 124.35/81.54 | % 124.35/81.54 | Instantiating formula (857) with e16, all_0_296_296, e23 and discharging atoms h4(e16) = all_0_296_296, h4(e16) = e23, yields: % 124.35/81.54 | (4817) all_0_296_296 = e23 % 124.35/81.54 | % 124.35/81.54 | From (4817) and (4815) follows: % 124.35/81.54 | (1511) h4(e16) = e23 % 124.35/81.54 | % 124.35/81.54 +-Applying beta-rule and splitting (1069), into two cases. % 124.35/81.54 |-Branch one: % 124.35/81.54 | (4819) all_0_733_733 = e12 % 124.35/81.54 | % 124.35/81.54 | From (4819) and (4731) follows: % 124.35/81.54 | (4820) op1(e12, e14) = e15 % 124.35/81.54 | % 124.35/81.54 | Instantiating formula (1768) with e12, e14, e15, all_0_757_757 and discharging atoms op1(e12, e14) = all_0_757_757, op1(e12, e14) = e15, yields: % 124.35/81.54 | (4821) all_0_757_757 = e15 % 124.35/81.54 | % 124.35/81.54 | Equations (4821) can reduce 1170 to: % 124.35/81.54 | (1975) $false % 124.35/81.54 | % 124.35/81.54 |-The branch is then unsatisfiable % 124.35/81.54 |-Branch two: % 124.35/81.54 | (4823) ~ (all_0_733_733 = e12) % 124.35/81.54 | (4824) all_0_734_734 = e12 | all_0_735_735 = e12 % 124.35/81.54 | % 124.35/81.54 +-Applying beta-rule and splitting (4685), into two cases. % 124.35/81.54 |-Branch one: % 124.35/81.54 | (4819) all_0_733_733 = e12 % 124.35/81.54 | % 124.35/81.54 | Equations (4819) can reduce 4823 to: % 124.35/81.54 | (1975) $false % 124.35/81.54 | % 124.35/81.54 |-The branch is then unsatisfiable % 124.35/81.54 |-Branch two: % 124.35/81.54 | (4823) ~ (all_0_733_733 = e12) % 124.35/81.54 | (4828) all_0_733_733 = e11 % 124.35/81.54 | % 124.35/81.54 | Equations (4828) can reduce 993 to: % 124.35/81.54 | (4829) ~ (all_0_734_734 = e11) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4829 yields: % 124.35/81.54 | (4830) ~ (all_0_734_734 = e11) % 124.35/81.54 | % 124.35/81.54 | Equations (4828) can reduce 659 to: % 124.35/81.54 | (4831) ~ (all_0_737_737 = e11) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4831 yields: % 124.35/81.54 | (1036) ~ (all_0_737_737 = e11) % 124.35/81.54 | % 124.35/81.54 | Equations (4828) can reduce 188 to: % 124.35/81.54 | (4833) ~ (all_0_744_744 = e11) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4833 yields: % 124.35/81.54 | (4834) ~ (all_0_744_744 = e11) % 124.35/81.54 | % 124.35/81.54 | Equations (4828) can reduce 1761 to: % 124.35/81.54 | (4835) ~ (all_0_757_757 = e11) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4835 yields: % 124.35/81.54 | (4836) ~ (all_0_757_757 = e11) % 124.35/81.54 | % 124.35/81.54 | Equations (4828) can reduce 972 to: % 124.35/81.54 | (4837) ~ (all_0_770_770 = e11) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4837 yields: % 124.35/81.54 | (4838) ~ (all_0_770_770 = e11) % 124.35/81.54 | % 124.35/81.54 | Equations (4828) can reduce 687 to: % 124.35/81.54 | (4839) ~ (e14 = e11) % 124.35/81.54 | % 124.35/81.54 | Simplifying 4839 yields: % 124.35/81.54 | (1845) ~ (e14 = e11) % 124.35/81.54 | % 124.35/81.54 | From (4828) and (479) follows: % 124.35/81.54 | (4841) op1(e11, e16) = all_0_700_700 % 124.35/81.54 | % 124.35/81.54 | From (4828) and (4731) follows: % 124.35/81.54 | (4842) op1(e11, e14) = e15 % 124.35/81.54 | % 124.35/81.54 | From (4828) and (498) follows: % 124.35/81.54 | (4843) h4(e11) = all_0_221_221 % 124.35/81.54 | % 124.35/81.54 +-Applying beta-rule and splitting (4760), into two cases. % 124.35/81.54 |-Branch one: % 124.35/81.55 | (4844) all_0_734_734 = e12 % 124.35/81.55 | % 124.35/81.55 | Equations (4844) can reduce 1455 to: % 124.35/81.55 | (4845) ~ (all_0_759_759 = e12) % 124.35/81.55 | % 124.35/81.55 | Simplifying 4845 yields: % 124.35/81.55 | (4846) ~ (all_0_759_759 = e12) % 124.35/81.55 | % 124.35/81.55 | Equations (4844) can reduce 1785 to: % 124.35/81.55 | (4847) ~ (all_0_765_765 = e12) % 124.35/81.55 | % 124.35/81.55 | Simplifying 4847 yields: % 124.35/81.55 | (1481) ~ (all_0_765_765 = e12) % 124.35/81.55 | % 124.35/81.55 | Equations (4844) can reduce 494 to: % 124.35/81.55 | (4849) ~ (e14 = e12) % 124.35/81.55 | % 124.35/81.55 | Simplifying 4849 yields: % 124.35/81.55 | (1720) ~ (e14 = e12) % 124.35/81.55 | % 124.35/81.55 | Equations (4844) can reduce 4830 to: % 124.35/81.55 | (1078) ~ (e12 = e11) % 124.35/81.55 | % 124.35/81.55 | Equations (4844) can reduce 221 to: % 124.35/81.55 | (372) ~ (e12 = e10) % 124.35/81.55 | % 124.35/81.55 | From (4844) and (495) follows: % 124.35/81.55 | (4853) op1(e12, e16) = all_0_713_713 % 124.35/81.55 | % 124.35/81.55 | From (4844) and (22) follows: % 124.35/81.55 | (4854) h4(e12) = all_0_224_224 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (1768) with e12, e16, all_0_713_713, all_0_756_756 and discharging atoms op1(e12, e16) = all_0_713_713, op1(e12, e16) = all_0_756_756, yields: % 124.35/81.55 | (4855) all_0_713_713 = all_0_756_756 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (1768) with e11, e16, all_0_700_700, all_0_762_762 and discharging atoms op1(e11, e16) = all_0_700_700, op1(e11, e16) = all_0_762_762, yields: % 124.35/81.55 | (4856) all_0_700_700 = all_0_762_762 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (1768) with e11, e14, e15, all_0_763_763 and discharging atoms op1(e11, e14) = all_0_763_763, op1(e11, e14) = e15, yields: % 124.35/81.55 | (4857) all_0_763_763 = e15 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (857) with e12, all_0_224_224, all_0_589_589 and discharging atoms h4(e12) = all_0_224_224, h4(e12) = all_0_589_589, yields: % 124.35/81.55 | (4858) all_0_224_224 = all_0_589_589 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (857) with e11, all_0_221_221, all_0_590_590 and discharging atoms h4(e11) = all_0_221_221, h4(e11) = all_0_590_590, yields: % 124.35/81.55 | (4859) all_0_221_221 = all_0_590_590 % 124.35/81.55 | % 124.35/81.55 | Equations (4857) can reduce 157 to: % 124.35/81.55 | (4860) ~ (all_0_744_744 = e15) % 124.35/81.55 | % 124.35/81.55 | Equations (4857) can reduce 1802 to: % 124.35/81.55 | (4861) ~ (all_0_751_751 = e15) % 124.35/81.55 | % 124.35/81.55 | Equations (4857) can reduce 1641 to: % 124.35/81.55 | (4862) ~ (all_0_764_764 = e15) % 124.35/81.55 | % 124.35/81.55 | Simplifying 4862 yields: % 124.35/81.55 | (4863) ~ (all_0_764_764 = e15) % 124.35/81.55 | % 124.35/81.55 | Equations (4857) can reduce 70 to: % 124.35/81.55 | (4864) ~ (all_0_767_767 = e15) % 124.35/81.55 | % 124.35/81.55 | Simplifying 4864 yields: % 124.35/81.55 | (4865) ~ (all_0_767_767 = e15) % 124.35/81.55 | % 124.35/81.55 | From (4856) and (500) follows: % 124.35/81.55 | (4866) op1(all_0_762_762, e16) = e14 % 124.35/81.55 | % 124.35/81.55 | From (4855) and (1297) follows: % 124.35/81.55 | (4867) op1(all_0_756_756, e16) = e12 % 124.35/81.55 | % 124.35/81.55 | From (4857) and (316) follows: % 124.35/81.55 | (4868) op1(e15, e11) = all_0_705_705 % 124.35/81.55 | % 124.35/81.55 | From (4856) and (4841) follows: % 124.35/81.55 | (1224) op1(e11, e16) = all_0_762_762 % 124.35/81.55 | % 124.35/81.55 | From (4857) and (774) follows: % 124.35/81.55 | (4842) op1(e11, e14) = e15 % 124.35/81.55 | % 124.35/81.55 | From (4857) and (379) follows: % 124.35/81.55 | (4871) h4(e15) = all_0_286_286 % 124.35/81.55 | % 124.35/81.55 | From (4858) and (4854) follows: % 124.35/81.55 | (899) h4(e12) = all_0_589_589 % 124.35/81.55 | % 124.35/81.55 | From (4859) and (4843) follows: % 124.35/81.55 | (1632) h4(e11) = all_0_590_590 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (1768) with e15, e11, all_0_705_705, all_0_740_740 and discharging atoms op1(e15, e11) = all_0_705_705, op1(e15, e11) = all_0_740_740, yields: % 124.35/81.55 | (4874) all_0_705_705 = all_0_740_740 % 124.35/81.55 | % 124.35/81.55 | Instantiating formula (857) with e15, all_0_286_286, all_0_668_668 and discharging atoms h4(e15) = all_0_286_286, h4(e15) = all_0_668_668, yields: % 124.35/81.55 | (4875) all_0_286_286 = all_0_668_668 % 124.35/81.55 | % 124.35/81.55 | From (4874) and (956) follows: % 124.35/81.55 | (4876) op1(all_0_740_740, e11) = e14 % 124.35/81.55 | % 124.35/81.55 | From (4874) and (4868) follows: % 124.35/81.55 | (825) op1(e15, e11) = all_0_740_740 % 124.35/81.55 | % 124.35/81.55 | From (4875) and (4871) follows: % 124.35/81.55 | (253) h4(e15) = all_0_668_668 % 124.35/81.56 | % 124.35/81.56 +-Applying beta-rule and splitting (168), into two cases. % 124.35/81.56 |-Branch one: % 124.35/81.56 | (4704) all_0_736_736 = e12 % 124.35/81.56 | % 124.35/81.56 | Combining equations (4704,4779) yields a new equation: % 124.35/81.56 | (4880) e12 = e10 % 124.35/81.56 | % 124.35/81.56 | Simplifying 4880 yields: % 124.35/81.56 | (4881) e12 = e10 % 124.35/81.56 | % 124.35/81.56 | Equations (4881) can reduce 372 to: % 124.35/81.56 | (1975) $false % 124.35/81.56 | % 124.35/81.56 |-The branch is then unsatisfiable % 124.35/81.56 |-Branch two: % 124.35/81.56 | (4883) ~ (all_0_736_736 = e12) % 124.35/81.56 | (4884) all_0_742_742 = e12 | all_0_749_749 = e12 | all_0_756_756 = e12 | all_0_768_768 = e12 % 124.35/81.56 | % 124.35/81.56 | Equations (4779) can reduce 4883 to: % 124.35/81.56 | (4885) ~ (e12 = e10) % 124.35/81.56 | % 124.35/81.56 | Simplifying 4885 yields: % 124.35/81.56 | (372) ~ (e12 = e10) % 124.35/81.56 | % 124.35/81.56 +-Applying beta-rule and splitting (614), into two cases. % 124.35/81.56 |-Branch one: % 124.35/81.56 | (2380) all_0_680_680 = e21 % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 1362 to: % 124.35/81.56 | (1298) ~ (all_0_654_654 = e21) % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 1650 to: % 124.35/81.56 | (2732) ~ (all_0_674_674 = e21) % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 1237 to: % 124.35/81.56 | (2058) ~ (all_0_678_678 = e21) % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 803 to: % 124.35/81.56 | (4891) ~ (all_0_681_681 = e21) % 124.35/81.56 | % 124.35/81.56 | Simplifying 4891 yields: % 124.35/81.56 | (3160) ~ (all_0_681_681 = e21) % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 44 to: % 124.35/81.56 | (4893) ~ (all_0_683_683 = e21) % 124.35/81.56 | % 124.35/81.56 | Simplifying 4893 yields: % 124.35/81.56 | (4894) ~ (all_0_683_683 = e21) % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 1696 to: % 124.35/81.56 | (3391) ~ (all_0_687_687 = e21) % 124.35/81.56 | % 124.35/81.56 | Simplifying 3391 yields: % 124.35/81.56 | (3392) ~ (all_0_687_687 = e21) % 124.35/81.56 | % 124.35/81.56 | Equations (2380) can reduce 43 to: % 124.35/81.56 | (1994) ~ (e22 = e21) % 124.35/81.56 | % 124.35/81.56 | Simplifying 1994 yields: % 124.35/81.56 | (359) ~ (e22 = e21) % 124.35/81.56 | % 124.35/81.56 | From (2380) and (365) follows: % 124.35/81.56 | (2384) op2(e21, e21) = all_0_627_627 % 124.35/81.56 | % 124.35/81.56 | From (2380) and (1583) follows: % 124.35/81.56 | (4900) op2(e21, e23) = e21 % 124.35/81.56 | % 124.35/81.56 | Instantiating formula (364) with e21, e21, all_0_627_627, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_627_627, op2(e21, e21) = all_0_682_682, yields: % 124.35/81.56 | (2385) all_0_627_627 = all_0_682_682 % 124.35/81.56 | % 124.35/81.56 | From (2385) and (1390) follows: % 124.35/81.56 | (2386) op2(all_0_682_682, e21) = e23 % 124.35/81.56 | % 124.35/81.56 | From (2385) and (2384) follows: % 124.35/81.56 | (1322) op2(e21, e21) = all_0_682_682 % 124.35/81.56 | % 124.35/81.56 | Instantiating formula (364) with all_0_682_682, e21, e23, all_0_640_640 and discharging atoms op2(all_0_682_682, e21) = all_0_640_640, op2(all_0_682_682, e21) = e23, yields: % 124.35/81.56 | (2387) all_0_640_640 = e23 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1904) follows: % 124.35/81.56 | (4905) op2(e23, all_0_579_579) = all_0_92_92 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1905) follows: % 124.35/81.56 | (4906) op2(e23, all_0_580_580) = all_0_94_94 % 124.35/81.56 | % 124.35/81.56 | From (2387)(2387) and (1906) follows: % 124.35/81.56 | (4907) op2(e23, e23) = all_0_96_96 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1907) follows: % 124.35/81.56 | (4908) op2(e23, all_0_682_682) = all_0_98_98 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1908) follows: % 124.35/81.56 | (2388) op2(e23, e25) = all_0_89_89 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1415) follows: % 124.35/81.56 | (2389) op2(e23, e21) = e21 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1915) follows: % 124.35/81.56 | (4911) op2(all_0_656_656, e23) = all_0_123_123 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1923) follows: % 124.35/81.56 | (4912) op2(all_0_682_682, e23) = all_0_109_109 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (281) follows: % 124.35/81.56 | (2386) op2(all_0_682_682, e21) = e23 % 124.35/81.56 | % 124.35/81.56 | From (2387) and (1929) follows: % 124.35/81.57 | (4914) op2(e25, e23) = all_0_45_45 % 124.35/81.57 | % 124.35/81.57 | From (2387) and (1940) follows: % 124.35/81.57 | (4915) op2(e21, e23) = all_0_55_55 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e25, e23, all_0_45_45, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_45_45, op2(e25, e23) = all_0_654_654, yields: % 124.35/81.57 | (4916) all_0_45_45 = all_0_654_654 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e23, e25, all_0_89_89, all_0_666_666 and discharging atoms op2(e23, e25) = all_0_89_89, op2(e23, e25) = all_0_666_666, yields: % 124.35/81.57 | (4917) all_0_89_89 = all_0_666_666 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e23, e23, all_0_96_96, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_96_96, op2(e23, e23) = all_0_668_668, yields: % 124.35/81.57 | (4918) all_0_96_96 = all_0_668_668 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e23, e21, e21, all_0_670_670 and discharging atoms op2(e23, e21) = all_0_670_670, op2(e23, e21) = e21, yields: % 124.35/81.57 | (2391) all_0_670_670 = e21 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e21, e23, all_0_55_55, e21 and discharging atoms op2(e21, e23) = all_0_55_55, op2(e21, e23) = e21, yields: % 124.35/81.57 | (4920) all_0_55_55 = e21 % 124.35/81.57 | % 124.35/81.57 | Equations (2391) can reduce 1503 to: % 124.35/81.57 | (2077) ~ (all_0_665_665 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2391) can reduce 81 to: % 124.35/81.57 | (279) ~ (all_0_666_666 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2391) can reduce 418 to: % 124.35/81.57 | (4923) ~ (all_0_671_671 = e21) % 124.35/81.57 | % 124.35/81.57 | Simplifying 4923 yields: % 124.35/81.57 | (4924) ~ (all_0_671_671 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2391) can reduce 1665 to: % 124.35/81.57 | (4925) ~ (all_0_682_682 = e21) % 124.35/81.57 | % 124.35/81.57 | Simplifying 4925 yields: % 124.35/81.57 | (2148) ~ (all_0_682_682 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2391) can reduce 591 to: % 124.35/81.57 | (2798) ~ (all_0_689_689 = e21) % 124.35/81.57 | % 124.35/81.57 | Simplifying 2798 yields: % 124.35/81.57 | (2799) ~ (all_0_689_689 = e21) % 124.35/81.57 | % 124.35/81.57 | From (2391) and (17) follows: % 124.35/81.57 | (4929) op2(e21, e23) = all_0_638_638 % 124.35/81.57 | % 124.35/81.57 | From (4916) and (4914) follows: % 124.35/81.57 | (1226) op2(e25, e23) = all_0_654_654 % 124.35/81.57 | % 124.35/81.57 | From (4917) and (2388) follows: % 124.35/81.57 | (348) op2(e23, e25) = all_0_666_666 % 124.35/81.57 | % 124.35/81.57 | From (4918) and (4907) follows: % 124.35/81.57 | (657) op2(e23, e23) = all_0_668_668 % 124.35/81.57 | % 124.35/81.57 | From (2391) and (895) follows: % 124.35/81.57 | (2389) op2(e23, e21) = e21 % 124.35/81.57 | % 124.35/81.57 | From (4920) and (4915) follows: % 124.35/81.57 | (4900) op2(e21, e23) = e21 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e21, e23, all_0_638_638, e21 and discharging atoms op2(e21, e23) = all_0_638_638, op2(e21, e23) = e21, yields: % 124.35/81.57 | (4935) all_0_638_638 = e21 % 124.35/81.57 | % 124.35/81.57 | From (4935) and (4929) follows: % 124.35/81.57 | (4900) op2(e21, e23) = e21 % 124.35/81.57 | % 124.35/81.57 +-Applying beta-rule and splitting (1760), into two cases. % 124.35/81.57 |-Branch one: % 124.35/81.57 | (2059) all_0_658_658 = e21 % 124.35/81.57 | % 124.35/81.57 | Equations (2059) can reduce 615 to: % 124.35/81.57 | (405) ~ (all_0_652_652 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2059) can reduce 728 to: % 124.35/81.57 | (4939) ~ (all_0_661_661 = e21) % 124.35/81.57 | % 124.35/81.57 | Simplifying 4939 yields: % 124.35/81.57 | (2693) ~ (all_0_661_661 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2059) can reduce 1090 to: % 124.35/81.57 | (4941) ~ (all_0_664_664 = e21) % 124.35/81.57 | % 124.35/81.57 | Simplifying 4941 yields: % 124.35/81.57 | (3168) ~ (all_0_664_664 = e21) % 124.35/81.57 | % 124.35/81.57 | Equations (2059) can reduce 1808 to: % 124.35/81.57 | (4943) ~ (all_0_684_684 = e21) % 124.35/81.57 | % 124.35/81.57 | Simplifying 4943 yields: % 124.35/81.57 | (2271) ~ (all_0_684_684 = e21) % 124.35/81.57 | % 124.35/81.57 | From (2059) and (873) follows: % 124.35/81.57 | (2060) op2(e21, e26) = e23 % 124.35/81.57 | % 124.35/81.57 | From (2059) and (1039) follows: % 124.35/81.57 | (4946) op2(e21, e24) = all_0_608_608 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 124.35/81.57 | (2061) all_0_678_678 = e23 % 124.35/81.57 | % 124.35/81.57 | Instantiating formula (364) with e21, e24, all_0_608_608, e25 and discharging atoms op2(e21, e24) = all_0_608_608, op2(e21, e24) = e25, yields: % 124.35/81.57 | (4948) all_0_608_608 = e25 % 124.35/81.57 | % 124.35/81.57 | Equations (2061) can reduce 51 to: % 124.35/81.57 | (3519) ~ (all_0_681_681 = e23) % 124.35/81.57 | % 124.35/81.57 | Simplifying 3519 yields: % 124.35/81.57 | (3520) ~ (all_0_681_681 = e23) % 124.35/81.58 | % 124.35/81.58 | Equations (2061) can reduce 290 to: % 124.35/81.58 | (4951) ~ (all_0_684_684 = e23) % 124.35/81.58 | % 124.35/81.58 | Simplifying 4951 yields: % 124.35/81.58 | (2668) ~ (all_0_684_684 = e23) % 124.35/81.58 | % 124.35/81.58 | From (4948) and (1488) follows: % 124.35/81.58 | (4953) op2(e25, e24) = e26 % 124.35/81.58 | % 124.35/81.58 | From (2061) and (1972) follows: % 124.35/81.58 | (2062) op2(e23, e26) = e24 % 124.35/81.58 | % 124.35/81.58 | From (2061) and (1277) follows: % 124.35/81.58 | (4955) op2(e23, e21) = all_0_611_611 % 124.35/81.58 | % 124.35/81.58 | From (2061) and (1003) follows: % 124.35/81.58 | (2060) op2(e21, e26) = e23 % 124.35/81.58 | % 124.35/81.58 | From (4948) and (4946) follows: % 124.35/81.58 | (4637) op2(e21, e24) = e25 % 124.35/81.58 | % 124.35/81.58 | Instantiating formula (364) with e25, e24, e26, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e26, yields: % 124.35/81.58 | (4958) all_0_653_653 = e26 % 124.35/81.58 | % 124.35/81.58 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 124.35/81.58 | (2063) all_0_665_665 = e24 % 124.35/81.58 | % 124.35/81.58 | Instantiating formula (364) with e23, e21, all_0_611_611, e21 and discharging atoms op2(e23, e21) = all_0_611_611, op2(e23, e21) = e21, yields: % 124.35/81.58 | (4960) all_0_611_611 = e21 % 124.35/81.58 | % 124.35/81.58 | Equations (4958) can reduce 1086 to: % 124.35/81.58 | (2112) ~ (all_0_652_652 = e26) % 124.35/81.58 | % 124.35/81.58 | Equations (2063) can reduce 1152 to: % 124.35/81.58 | (2089) ~ (all_0_652_652 = e24) % 124.35/81.58 | % 124.35/81.58 | Equations (4958) can reduce 1532 to: % 124.35/81.58 | (4963) ~ (all_0_655_655 = e26) % 124.35/81.58 | % 124.35/81.58 | Simplifying 4963 yields: % 124.35/81.58 | (4964) ~ (all_0_655_655 = e26) % 124.35/81.58 | % 124.35/81.58 | Equations (4958) can reduce 1620 to: % 124.35/81.58 | (4965) ~ (all_0_673_673 = e26) % 124.35/81.58 | % 124.35/81.58 | Simplifying 4965 yields: % 124.35/81.58 | (4966) ~ (all_0_673_673 = e26) % 124.35/81.58 | % 124.35/81.58 | Equations (2063) can reduce 697 to: % 124.35/81.58 | (4967) ~ (all_0_666_666 = e24) % 124.35/81.58 | % 124.35/81.58 | Simplifying 4967 yields: % 124.35/81.58 | (4483) ~ (all_0_666_666 = e24) % 124.35/81.58 | % 124.35/81.58 | Equations (2063) can reduce 1771 to: % 124.35/81.58 | (2038) ~ (all_0_667_667 = e24) % 124.35/81.58 | % 124.35/81.58 | Simplifying 2038 yields: % 124.35/81.58 | (2039) ~ (all_0_667_667 = e24) % 124.35/81.58 | % 124.35/81.58 | Equations (2063) can reduce 389 to: % 124.35/81.58 | (4971) ~ (all_0_669_669 = e24) % 124.35/81.58 | % 124.35/81.58 | Simplifying 4971 yields: % 124.35/81.58 | (4972) ~ (all_0_669_669 = e24) % 124.35/81.58 | % 124.35/81.58 | Equations (2063) can reduce 610 to: % 124.35/81.58 | (2044) ~ (all_0_671_671 = e24) % 124.35/81.58 | % 124.35/81.58 | Simplifying 2044 yields: % 124.35/81.58 | (2045) ~ (all_0_671_671 = e24) % 124.35/81.58 | % 124.35/81.58 | From (4960) and (1794) follows: % 124.35/81.58 | (4975) op2(e21, e21) = e26 % 124.35/81.58 | % 124.35/81.58 | From (4958) and (683) follows: % 124.35/81.58 | (4976) op2(e26, e25) = all_0_617_617 % 124.35/81.58 | % 124.35/81.58 | From (2063) and (307) follows: % 124.35/81.58 | (4977) op2(e24, e26) = e21 % 124.35/81.58 | % 124.35/81.58 | From (4958) and (598) follows: % 124.35/81.58 | (4953) op2(e25, e24) = e26 % 124.35/81.58 | % 124.35/81.58 | From (2063) and (262) follows: % 124.35/81.58 | (2062) op2(e23, e26) = e24 % 124.35/81.58 | % 124.35/81.58 | From (4960) and (4955) follows: % 124.35/81.58 | (2389) op2(e23, e21) = e21 % 124.35/81.58 | % 124.35/81.58 +-Applying beta-rule and splitting (2031), into two cases. % 124.35/81.58 |-Branch one: % 124.35/81.58 | (2036) all_0_666_666 = e24 % 124.35/81.58 | % 124.35/81.58 | Equations (2036) can reduce 4483 to: % 124.35/81.58 | (1975) $false % 124.35/81.58 | % 124.35/81.58 |-The branch is then unsatisfiable % 124.35/81.58 |-Branch two: % 124.35/81.58 | (4483) ~ (all_0_666_666 = e24) % 124.35/81.58 | (4484) all_0_685_685 = e24 % 124.35/81.58 | % 124.35/81.58 | Equations (4484) can reduce 1662 to: % 124.35/81.59 | (4483) ~ (all_0_666_666 = e24) % 124.35/81.59 | % 124.35/81.59 | Equations (4484) can reduce 861 to: % 124.35/81.59 | (4986) ~ (all_0_684_684 = e24) % 124.35/81.59 | % 124.35/81.59 | Equations (4484) can reduce 822 to: % 124.35/81.59 | (4987) ~ (all_0_686_686 = e24) % 124.35/81.59 | % 124.35/81.59 | Simplifying 4987 yields: % 124.35/81.59 | (4988) ~ (all_0_686_686 = e24) % 124.35/81.59 | % 124.35/81.59 | Equations (4484) can reduce 1431 to: % 124.35/81.59 | (4989) ~ (all_0_688_688 = e24) % 124.35/81.59 | % 124.35/81.59 | Simplifying 4989 yields: % 124.35/81.59 | (4990) ~ (all_0_688_688 = e24) % 124.35/81.59 | % 124.35/81.59 | Equations (4484) can reduce 10 to: % 124.35/81.59 | (4991) ~ (all_0_690_690 = e24) % 124.35/81.59 | % 124.35/81.59 | Simplifying 4991 yields: % 124.35/81.59 | (4992) ~ (all_0_690_690 = e24) % 124.35/81.59 | % 124.35/81.59 | Equations (4484) can reduce 318 to: % 124.35/81.59 | (784) ~ (e24 = e22) % 124.35/81.59 | % 124.35/81.59 +-Applying beta-rule and splitting (2035), into two cases. % 124.35/81.59 |-Branch one: % 124.35/81.59 | (2036) all_0_666_666 = e24 % 124.35/81.59 | % 124.35/81.59 | Equations (2036) can reduce 4483 to: % 124.35/81.59 | (1975) $false % 124.35/81.59 | % 124.35/81.59 |-The branch is then unsatisfiable % 124.35/81.59 |-Branch two: % 124.35/81.59 | (4483) ~ (all_0_666_666 = e24) % 124.35/81.59 | (4997) all_0_666_666 = e23 % 124.35/81.59 | % 124.35/81.59 | Equations (4997) can reduce 918 to: % 124.35/81.59 | (4998) ~ (all_0_667_667 = e23) % 124.35/81.59 | % 124.35/81.59 | Simplifying 4998 yields: % 124.35/81.59 | (3954) ~ (all_0_667_667 = e23) % 124.35/81.59 | % 124.35/81.59 | Equations (4997) can reduce 61 to: % 124.35/81.59 | (3893) ~ (all_0_669_669 = e23) % 124.35/81.59 | % 124.35/81.59 | Simplifying 3893 yields: % 124.35/81.59 | (3894) ~ (all_0_669_669 = e23) % 124.35/81.59 | % 124.75/81.59 | Equations (4997) can reduce 1605 to: % 124.75/81.59 | (5002) ~ (all_0_671_671 = e23) % 124.75/81.59 | % 124.75/81.59 | Simplifying 5002 yields: % 124.75/81.59 | (3557) ~ (all_0_671_671 = e23) % 124.75/81.59 | % 124.75/81.59 | From (4997) and (945) follows: % 124.75/81.59 | (5004) op2(e23, e23) = all_0_614_614 % 124.75/81.59 | % 124.75/81.59 | From (4997) and (348) follows: % 124.75/81.59 | (5005) op2(e23, e25) = e23 % 124.75/81.59 | % 124.75/81.59 | Instantiating formula (364) with e26, e25, all_0_617_617, e20 and discharging atoms op2(e26, e25) = all_0_617_617, op2(e26, e25) = e20, yields: % 124.75/81.59 | (5006) all_0_617_617 = e20 % 124.75/81.59 | % 124.75/81.59 | Instantiating formula (364) with e23, e23, all_0_614_614, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_614_614, op2(e23, e23) = all_0_668_668, yields: % 124.75/81.59 | (5007) all_0_614_614 = all_0_668_668 % 124.75/81.59 | % 124.75/81.59 | Instantiating formula (364) with e21, e21, e26, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_682_682, op2(e21, e21) = e26, yields: % 124.75/81.59 | (4164) all_0_682_682 = e26 % 124.75/81.59 | % 124.75/81.59 | Equations (4164) can reduce 580 to: % 124.75/81.59 | (2326) ~ (all_0_656_656 = e26) % 124.75/81.59 | % 124.75/81.59 | Equations (4164) can reduce 146 to: % 124.75/81.59 | (3218) ~ (all_0_663_663 = e26) % 124.75/81.59 | % 124.75/81.59 | Equations (4164) can reduce 1565 to: % 124.75/81.59 | (3679) ~ (all_0_681_681 = e26) % 124.75/81.59 | % 124.75/81.59 | Equations (4164) can reduce 617 to: % 124.75/81.59 | (792) ~ (e26 = e22) % 124.75/81.59 | % 124.75/81.59 | From (4164) and (720) follows: % 124.75/81.59 | (5013) op2(all_0_579_579, e26) = all_0_71_71 % 124.75/81.59 | % 124.75/81.59 | From (4164) and (1221) follows: % 124.75/81.59 | (5014) op2(all_0_580_580, e26) = all_0_85_85 % 124.75/81.59 | % 124.75/81.59 | From (4164) and (1653) follows: % 124.75/81.59 | (5015) op2(all_0_597_597, e26) = all_0_423_423 % 124.75/81.59 | % 124.75/81.59 | From (4164) and (356) follows: % 124.75/81.59 | (5016) op2(all_0_598_598, e26) = all_0_437_437 % 124.75/81.59 | % 124.75/81.59 | From (4164) and (1756) follows: % 124.77/81.59 | (5017) op2(all_0_599_599, e26) = all_0_451_451 % 124.77/81.59 | % 124.77/81.59 | From (4164) and (898) follows: % 124.77/81.60 | (5018) op2(all_0_600_600, e26) = all_0_599_599 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (1043) follows: % 124.77/81.60 | (5019) op2(all_0_601_601, e26) = all_0_477_477 % 124.77/81.60 | % 124.77/81.60 | From (5007) and (715) follows: % 124.77/81.60 | (5020) op2(all_0_668_668, e23) = e25 % 124.77/81.60 | % 124.77/81.60 | From (5006) and (555) follows: % 124.77/81.60 | (4498) op2(e20, e25) = e24 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (1283) follows: % 124.77/81.60 | (5022) op2(all_0_656_656, e26) = all_0_125_125 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (1333) follows: % 124.77/81.60 | (5023) op2(e26, all_0_579_579) = all_0_105_105 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (901) follows: % 124.77/81.60 | (5024) op2(e26, all_0_580_580) = all_0_107_107 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (1453) follows: % 124.77/81.60 | (5025) op2(e26, all_0_597_597) = all_0_411_411 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (740) follows: % 124.77/81.60 | (5026) op2(e26, all_0_598_598) = all_0_413_413 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (1014) follows: % 124.77/81.60 | (5027) op2(e26, all_0_599_599) = all_0_415_415 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (190) follows: % 124.77/81.60 | (5028) op2(e26, all_0_601_601) = all_0_419_419 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (302) follows: % 124.77/81.60 | (5029) op2(e26, all_0_656_656) = all_0_113_113 % 124.77/81.60 | % 124.77/81.60 | From (4164)(4164) and (1059) follows: % 124.77/81.60 | (5030) op2(e26, e26) = all_0_600_600 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (4912) follows: % 124.77/81.60 | (5031) op2(e26, e23) = all_0_109_109 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (2386) follows: % 124.77/81.60 | (1633) op2(e26, e21) = e23 % 124.77/81.60 | % 124.77/81.60 | From (4164) and (553) follows: % 124.77/81.60 | (5033) op2(e25, e26) = all_0_580_580 % 124.80/81.60 | % 124.80/81.60 | From (4164) and (4908) follows: % 124.80/81.60 | (5034) op2(e23, e26) = all_0_98_98 % 124.80/81.60 | % 124.80/81.60 | From (5007) and (5004) follows: % 124.80/81.60 | (657) op2(e23, e23) = all_0_668_668 % 124.80/81.60 | % 124.80/81.60 | From (4164) and (213) follows: % 124.80/81.60 | (5036) op2(e21, e26) = all_0_601_601 % 124.80/81.60 | % 124.80/81.60 | From (4164) and (1322) follows: % 124.80/81.60 | (4975) op2(e21, e21) = e26 % 124.80/81.60 | % 124.80/81.60 | Instantiating formula (364) with all_0_668_668, e23, e25, all_0_625_625 and discharging atoms op2(all_0_668_668, e23) = all_0_625_625, op2(all_0_668_668, e23) = e25, yields: % 124.81/81.60 | (5038) all_0_625_625 = e25 % 124.81/81.60 | % 124.81/81.60 | Instantiating formula (364) with e26, e26, all_0_600_600, e25 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e25, yields: % 124.81/81.60 | (5039) all_0_600_600 = e25 % 124.81/81.60 | % 124.81/81.60 | Instantiating formula (364) with e26, e23, all_0_109_109, e24 and discharging atoms op2(e26, e23) = all_0_109_109, op2(e26, e23) = e24, yields: % 124.81/81.61 | (5040) all_0_109_109 = e24 % 124.81/81.61 | % 124.81/81.61 | Instantiating formula (364) with e25, e26, all_0_580_580, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_580_580, op2(e25, e26) = all_0_652_652, yields: % 124.81/81.61 | (5041) all_0_580_580 = all_0_652_652 % 124.81/81.61 | % 124.81/81.61 | Instantiating formula (364) with e23, e26, all_0_98_98, e24 and discharging atoms op2(e23, e26) = all_0_98_98, op2(e23, e26) = e24, yields: % 124.81/81.61 | (5042) all_0_98_98 = e24 % 124.81/81.61 | % 124.81/81.61 | Instantiating formula (364) with e21, e26, all_0_601_601, e23 and discharging atoms op2(e21, e26) = all_0_601_601, op2(e21, e26) = e23, yields: % 124.81/81.61 | (5043) all_0_601_601 = e23 % 124.81/81.61 | % 124.81/81.61 | Combining equations (5038,1868) yields a new equation: % 124.81/81.61 | (5044) all_0_228_228 = e25 % 124.81/81.61 | % 124.81/81.61 | From (5041) and (1323) follows: % 124.81/81.61 | (5045) op2(all_0_652_652, all_0_579_579) = all_0_79_79 % 124.81/81.61 | % 124.81/81.61 | From (5041)(5041) and (1173) follows: % 124.81/81.61 | (5046) op2(all_0_652_652, all_0_652_652) = all_0_81_81 % 124.81/81.61 | % 124.81/81.61 | From (5041) and (5014) follows: % 124.81/81.61 | (5047) op2(all_0_652_652, e26) = all_0_85_85 % 124.81/81.61 | % 124.81/81.61 | From (5041) and (1278) follows: % 124.81/81.61 | (5048) op2(all_0_652_652, e25) = all_0_75_75 % 124.81/81.61 | % 124.81/81.61 | From (5041) and (312) follows: % 124.81/81.61 | (5049) op2(all_0_652_652, e21) = all_0_77_77 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (1514) follows: % 124.81/81.61 | (5050) op2(all_0_597_597, e25) = all_0_431_431 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (309) follows: % 124.81/81.61 | (5051) op2(all_0_598_598, e25) = all_0_445_445 % 124.81/81.61 | % 124.81/81.61 | From (5043) and (439) follows: % 124.81/81.61 | (5052) op2(all_0_598_598, e23) = all_0_447_447 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (1095) follows: % 124.81/81.61 | (5053) op2(all_0_599_599, e25) = all_0_458_458 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (754) follows: % 124.81/81.61 | (5054) op2(e25, all_0_597_597) = all_0_465_465 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (1123) follows: % 124.81/81.61 | (5055) op2(e25, all_0_598_598) = all_0_467_467 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (1063) follows: % 124.81/81.61 | (5056) op2(e25, all_0_599_599) = all_0_469_469 % 124.81/81.61 | % 124.81/81.61 | From (5039)(5039) and (470) follows: % 124.81/81.61 | (5057) op2(e25, e25) = all_0_471_471 % 124.81/81.61 | % 124.81/81.61 | From (5039)(5043) and (75) follows: % 124.81/81.61 | (5058) op2(e25, e23) = all_0_473_473 % 124.81/81.61 | % 124.81/81.61 | From (5039) and (5018) follows: % 124.81/81.61 | (5059) op2(e25, e26) = all_0_599_599 % 124.81/81.61 | % 124.81/81.61 | From (5043) and (696) follows: % 124.81/81.61 | (5060) op2(e23, all_0_597_597) = all_0_479_479 % 124.81/81.61 | % 124.81/81.61 | From (5043) and (1491) follows: % 124.81/81.61 | (5061) op2(e23, all_0_599_599) = all_0_483_483 % 124.81/81.61 | % 124.81/81.61 | From (5043)(5039) and (1290) follows: % 124.81/81.62 | (5062) op2(e23, e25) = all_0_485_485 % 124.81/81.62 | % 124.81/81.62 | From (5043)(5043) and (830) follows: % 124.81/81.62 | (5063) op2(e23, e23) = all_0_487_487 % 124.81/81.62 | % 124.81/81.62 | From (5043) and (5019) follows: % 124.81/81.62 | (5064) op2(e23, e26) = all_0_477_477 % 124.81/81.62 | % 124.81/81.62 | From (5043) and (463) follows: % 124.81/81.62 | (5065) op2(e23, e21) = all_0_475_475 % 124.81/81.62 | % 124.81/81.62 | From (5038) and (1519) follows: % 124.81/81.62 | (5066) op2(e25, e23) = e23 % 124.81/81.62 | % 124.81/81.62 | From (5038) and (1202) follows: % 124.81/81.62 | (5020) op2(all_0_668_668, e23) = e25 % 124.81/81.62 | % 124.81/81.62 | From (5041) and (5024) follows: % 124.81/81.62 | (5068) op2(e26, all_0_652_652) = all_0_107_107 % 124.81/81.62 | % 124.81/81.62 | From (5043) and (5028) follows: % 124.81/81.62 | (5069) op2(e26, e23) = all_0_419_419 % 124.81/81.62 | % 124.81/81.62 | From (5040) and (5031) follows: % 124.81/81.62 | (1365) op2(e26, e23) = e24 % 124.81/81.62 | % 124.81/81.62 | From (5041) and (91) follows: % 124.81/81.62 | (5071) op2(e25, all_0_652_652) = all_0_579_579 % 124.81/81.62 | % 124.81/81.62 | From (5041) and (5033) follows: % 124.81/81.62 | (323) op2(e25, e26) = all_0_652_652 % 124.81/81.62 | % 124.81/81.62 | From (5041) and (4906) follows: % 124.81/81.62 | (5073) op2(e23, all_0_652_652) = all_0_94_94 % 124.81/81.62 | % 124.81/81.62 | From (5042) and (5034) follows: % 124.81/81.62 | (2062) op2(e23, e26) = e24 % 124.81/81.62 | % 124.81/81.62 | From (5041) and (275) follows: % 124.81/81.62 | (5075) op2(e21, all_0_652_652) = all_0_53_53 % 124.81/81.62 | % 124.81/81.62 | From (5039) and (587) follows: % 124.81/81.62 | (5076) op2(e21, e25) = all_0_598_598 % 124.81/81.62 | % 124.81/81.62 | From (5043) and (263) follows: % 124.81/81.62 | (5077) op2(e21, e23) = all_0_406_406 % 124.81/81.62 | % 124.81/81.62 | From (5043) and (5036) follows: % 124.81/81.62 | (2060) op2(e21, e26) = e23 % 124.81/81.62 | % 124.81/81.62 | Instantiating formula (364) with all_0_652_652, e26, all_0_85_85, e26 and discharging atoms op2(all_0_652_652, e26) = all_0_85_85, op2(all_0_652_652, e26) = e26, yields: % 124.81/81.62 | (5079) all_0_85_85 = e26 % 124.81/81.62 | % 124.81/81.62 | Instantiating formula (364) with all_0_652_652, e25, all_0_75_75, all_0_607_607 and discharging atoms op2(all_0_652_652, e25) = all_0_75_75, op2(all_0_652_652, e25) = all_0_607_607, yields: % 124.81/81.62 | (5080) all_0_75_75 = all_0_607_607 % 124.81/81.62 | % 124.81/81.62 | Instantiating formula (364) with e26, e23, all_0_419_419, e24 and discharging atoms op2(e26, e23) = all_0_419_419, op2(e26, e23) = e24, yields: % 124.81/81.62 | (5081) all_0_419_419 = e24 % 124.81/81.62 | % 124.81/81.62 | Instantiating formula (364) with e25, e26, all_0_599_599, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_599_599, op2(e25, e26) = all_0_652_652, yields: % 124.81/81.63 | (5082) all_0_599_599 = all_0_652_652 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e25, e25, all_0_471_471, e21 and discharging atoms op2(e25, e25) = all_0_471_471, op2(e25, e25) = e21, yields: % 124.81/81.63 | (5083) all_0_471_471 = e21 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e25, e23, all_0_473_473, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_473_473, op2(e25, e23) = all_0_654_654, yields: % 124.81/81.63 | (5084) all_0_473_473 = all_0_654_654 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e25, e23, e23, all_0_473_473 and discharging atoms op2(e25, e23) = all_0_473_473, op2(e25, e23) = e23, yields: % 124.81/81.63 | (5085) all_0_473_473 = e23 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e23, e26, all_0_477_477, e24 and discharging atoms op2(e23, e26) = all_0_477_477, op2(e23, e26) = e24, yields: % 124.81/81.63 | (5086) all_0_477_477 = e24 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e23, e25, all_0_485_485, e23 and discharging atoms op2(e23, e25) = all_0_485_485, op2(e23, e25) = e23, yields: % 124.81/81.63 | (5087) all_0_485_485 = e23 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e23, e23, all_0_487_487, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_487_487, op2(e23, e23) = all_0_668_668, yields: % 124.81/81.63 | (5088) all_0_487_487 = all_0_668_668 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e23, e21, all_0_475_475, e21 and discharging atoms op2(e23, e21) = all_0_475_475, op2(e23, e21) = e21, yields: % 124.81/81.63 | (5089) all_0_475_475 = e21 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e21, e25, all_0_598_598, e22 and discharging atoms op2(e21, e25) = all_0_598_598, op2(e21, e25) = e22, yields: % 124.81/81.63 | (5090) all_0_598_598 = e22 % 124.81/81.63 | % 124.81/81.63 | Instantiating formula (364) with e21, e23, all_0_406_406, e21 and discharging atoms op2(e21, e23) = all_0_406_406, op2(e21, e23) = e21, yields: % 124.81/81.63 | (5091) all_0_406_406 = e21 % 124.81/81.63 | % 124.81/81.63 | Combining equations (5085,5084) yields a new equation: % 124.81/81.63 | (2624) all_0_654_654 = e23 % 124.81/81.63 | % 124.81/81.63 | Equations (2624) can reduce 1815 to: % 124.81/81.63 | (2209) ~ (all_0_652_652 = e23) % 124.81/81.63 | % 124.81/81.63 | Equations (2624) can reduce 1557 to: % 124.81/81.63 | (5094) ~ (all_0_655_655 = e23) % 124.81/81.63 | % 124.81/81.63 | Simplifying 5094 yields: % 124.81/81.63 | (3901) ~ (all_0_655_655 = e23) % 124.81/81.63 | % 124.81/81.63 | Equations (2624) can reduce 1394 to: % 124.81/81.63 | (5096) ~ (all_0_674_674 = e23) % 124.81/81.63 | % 124.81/81.63 | Simplifying 5096 yields: % 124.81/81.63 | (5097) ~ (all_0_674_674 = e23) % 124.81/81.63 | % 124.81/81.63 | Equations (2624) can reduce 871 to: % 124.81/81.63 | (5098) ~ (e24 = e23) % 124.81/81.63 | % 124.81/81.63 | Simplifying 5098 yields: % 124.81/81.63 | (572) ~ (e24 = e23) % 124.81/81.63 | % 124.81/81.63 | Equations (2624) can reduce 1298 to: % 124.81/81.63 | (896) ~ (e23 = e21) % 124.81/81.63 | % 124.81/81.63 | From (5090) and (1669) follows: % 124.81/81.63 | (5101) op2(all_0_597_597, e22) = all_0_427_427 % 124.81/81.63 | % 124.81/81.63 | From (5090) and (1358) follows: % 124.81/81.63 | (5102) op2(e22, all_0_597_597) = all_0_439_439 % 124.81/81.63 | % 124.81/81.63 | From (5090)(5090) and (1175) follows: % 124.81/81.63 | (5103) op2(e22, e22) = all_0_441_441 % 124.81/81.63 | % 124.81/81.63 | From (5090) and (5016) follows: % 124.81/81.63 | (5104) op2(e22, e26) = all_0_437_437 % 124.81/81.63 | % 124.81/81.63 | From (5090) and (5051) follows: % 124.81/81.63 | (5105) op2(e22, e25) = all_0_445_445 % 124.81/81.63 | % 124.81/81.63 | From (5090) and (5052) follows: % 124.81/81.63 | (5106) op2(e22, e23) = all_0_447_447 % 124.81/81.63 | % 124.81/81.63 | From (5090) and (1711) follows: % 124.81/81.63 | (5107) op2(e22, e21) = all_0_435_435 % 124.81/81.63 | % 124.81/81.63 | From (5082) and (1325) follows: % 124.81/81.63 | (5108) op2(all_0_652_652, all_0_597_597) = all_0_452_452 % 124.81/81.63 | % 124.81/81.63 | From (5082)(5082) and (1461) follows: % 124.81/81.63 | (5109) op2(all_0_652_652, all_0_652_652) = all_0_456_456 % 124.81/81.63 | % 124.81/81.63 | From (5082) and (5017) follows: % 124.81/81.64 | (5110) op2(all_0_652_652, e26) = all_0_451_451 % 124.81/81.64 | % 124.81/81.64 | From (5082) and (5053) follows: % 124.81/81.64 | (5111) op2(all_0_652_652, e25) = all_0_458_458 % 124.81/81.64 | % 124.81/81.64 | From (5082) and (1682) follows: % 124.81/81.64 | (5112) op2(all_0_652_652, e21) = all_0_449_449 % 124.81/81.64 | % 124.81/81.64 | From (5079) and (5047) follows: % 124.81/81.64 | (602) op2(all_0_652_652, e26) = e26 % 124.81/81.64 | % 124.81/81.64 | From (5080) and (5048) follows: % 124.81/81.64 | (974) op2(all_0_652_652, e25) = all_0_607_607 % 124.81/81.64 | % 124.81/81.64 | From (2624) and (1559) follows: % 124.81/81.64 | (5115) op2(e23, e25) = all_0_623_623 % 124.81/81.64 | % 124.81/81.64 | From (5090) and (5026) follows: % 124.81/81.64 | (5116) op2(e26, e22) = all_0_413_413 % 124.81/81.64 | % 124.81/81.64 | From (5082) and (5027) follows: % 124.81/81.64 | (5117) op2(e26, all_0_652_652) = all_0_415_415 % 124.81/81.64 | % 124.81/81.64 | From (5081) and (5069) follows: % 124.81/81.64 | (1365) op2(e26, e23) = e24 % 124.81/81.64 | % 124.81/81.64 | From (5090) and (5055) follows: % 124.81/81.64 | (5119) op2(e25, e22) = all_0_467_467 % 124.81/81.64 | % 124.81/81.64 | From (5082) and (5056) follows: % 124.81/81.64 | (5120) op2(e25, all_0_652_652) = all_0_469_469 % 124.81/81.64 | % 124.81/81.64 | From (5083) and (5057) follows: % 124.81/81.64 | (1547) op2(e25, e25) = e21 % 124.81/81.64 | % 124.81/81.64 | From (2624) and (1226) follows: % 124.81/81.64 | (5066) op2(e25, e23) = e23 % 124.81/81.64 | % 124.81/81.64 | From (5082) and (5061) follows: % 124.81/81.64 | (5123) op2(e23, all_0_652_652) = all_0_483_483 % 124.81/81.64 | % 124.81/81.64 | From (5086) and (5064) follows: % 124.81/81.64 | (2062) op2(e23, e26) = e24 % 124.81/81.64 | % 124.81/81.64 | From (5087) and (5062) follows: % 124.81/81.64 | (5005) op2(e23, e25) = e23 % 124.81/81.64 | % 124.81/81.64 | From (5088) and (5063) follows: % 124.81/81.64 | (657) op2(e23, e23) = all_0_668_668 % 124.81/81.64 | % 124.81/81.64 | From (5089) and (5065) follows: % 124.81/81.65 | (2389) op2(e23, e21) = e21 % 124.81/81.65 | % 124.81/81.65 | From (5090) and (711) follows: % 124.81/81.65 | (5128) op2(e21, e22) = all_0_597_597 % 124.81/81.65 | % 124.81/81.65 | From (5082) and (965) follows: % 124.81/81.65 | (5129) op2(e21, all_0_652_652) = all_0_403_403 % 124.81/81.65 | % 124.81/81.65 | From (5091) and (5077) follows: % 124.81/81.65 | (4900) op2(e21, e23) = e21 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with all_0_652_652, all_0_652_652, all_0_456_456, all_0_81_81 and discharging atoms op2(all_0_652_652, all_0_652_652) = all_0_81_81, op2(all_0_652_652, all_0_652_652) = all_0_456_456, yields: % 124.81/81.65 | (5131) all_0_81_81 = all_0_456_456 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with all_0_652_652, e26, all_0_451_451, e26 and discharging atoms op2(all_0_652_652, e26) = all_0_451_451, op2(all_0_652_652, e26) = e26, yields: % 124.81/81.65 | (5132) all_0_451_451 = e26 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with all_0_652_652, e25, all_0_458_458, all_0_607_607 and discharging atoms op2(all_0_652_652, e25) = all_0_458_458, op2(all_0_652_652, e25) = all_0_607_607, yields: % 124.81/81.65 | (5133) all_0_458_458 = all_0_607_607 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with all_0_652_652, e21, all_0_449_449, all_0_77_77 and discharging atoms op2(all_0_652_652, e21) = all_0_77_77, op2(all_0_652_652, e21) = all_0_449_449, yields: % 124.81/81.65 | (5134) all_0_77_77 = all_0_449_449 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e26, all_0_652_652, all_0_415_415, all_0_107_107 and discharging atoms op2(e26, all_0_652_652) = all_0_107_107, op2(e26, all_0_652_652) = all_0_415_415, yields: % 124.81/81.65 | (5135) all_0_107_107 = all_0_415_415 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e26, e22, all_0_413_413, all_0_650_650 and discharging atoms op2(e26, e22) = all_0_413_413, op2(e26, e22) = all_0_650_650, yields: % 124.81/81.65 | (5136) all_0_413_413 = all_0_650_650 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e25, all_0_652_652, all_0_469_469, all_0_579_579 and discharging atoms op2(e25, all_0_652_652) = all_0_469_469, op2(e25, all_0_652_652) = all_0_579_579, yields: % 124.81/81.65 | (5137) all_0_469_469 = all_0_579_579 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e25, e22, all_0_467_467, all_0_655_655 and discharging atoms op2(e25, e22) = all_0_467_467, op2(e25, e22) = all_0_655_655, yields: % 124.81/81.65 | (5138) all_0_467_467 = all_0_655_655 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e23, all_0_652_652, all_0_483_483, all_0_94_94 and discharging atoms op2(e23, all_0_652_652) = all_0_94_94, op2(e23, all_0_652_652) = all_0_483_483, yields: % 124.81/81.65 | (5139) all_0_94_94 = all_0_483_483 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e23, e25, all_0_623_623, e23 and discharging atoms op2(e23, e25) = all_0_623_623, op2(e23, e25) = e23, yields: % 124.81/81.65 | (5140) all_0_623_623 = e23 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e22, e26, all_0_437_437, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_437_437, op2(e22, e26) = all_0_672_672, yields: % 124.81/81.65 | (5141) all_0_437_437 = all_0_672_672 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e22, e25, all_0_445_445, e25 and discharging atoms op2(e22, e25) = all_0_445_445, op2(e22, e25) = e25, yields: % 124.81/81.65 | (5142) all_0_445_445 = e25 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e22, e23, all_0_447_447, all_0_674_674 and discharging atoms op2(e22, e23) = all_0_447_447, op2(e22, e23) = all_0_674_674, yields: % 124.81/81.65 | (5143) all_0_447_447 = all_0_674_674 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e22, e22, all_0_441_441, all_0_675_675 and discharging atoms op2(e22, e22) = all_0_441_441, op2(e22, e22) = all_0_675_675, yields: % 124.81/81.65 | (5144) all_0_441_441 = all_0_675_675 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e22, e21, all_0_435_435, all_0_676_676 and discharging atoms op2(e22, e21) = all_0_435_435, op2(e22, e21) = all_0_676_676, yields: % 124.81/81.65 | (5145) all_0_435_435 = all_0_676_676 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e21, all_0_652_652, all_0_403_403, all_0_53_53 and discharging atoms op2(e21, all_0_652_652) = all_0_53_53, op2(e21, all_0_652_652) = all_0_403_403, yields: % 124.81/81.65 | (5146) all_0_53_53 = all_0_403_403 % 124.81/81.65 | % 124.81/81.65 | Instantiating formula (364) with e21, e22, all_0_597_597, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_597_597, op2(e21, e22) = all_0_681_681, yields: % 124.81/81.65 | (5147) all_0_597_597 = all_0_681_681 % 124.81/81.65 | % 124.81/81.65 | From (5147)(5147) and (849) follows: % 124.81/81.65 | (5148) op2(all_0_681_681, all_0_681_681) = all_0_425_425 % 124.81/81.65 | % 124.81/81.65 | From (5147) and (5015) follows: % 124.81/81.65 | (5149) op2(all_0_681_681, e26) = all_0_423_423 % 124.81/81.65 | % 124.81/81.65 | From (5147) and (5050) follows: % 124.81/81.65 | (5150) op2(all_0_681_681, e25) = all_0_431_431 % 124.81/81.65 | % 124.81/81.65 | From (5147) and (5101) follows: % 124.81/81.65 | (5151) op2(all_0_681_681, e22) = all_0_427_427 % 124.81/81.65 | % 124.81/81.65 | From (5147) and (1854) follows: % 124.81/81.65 | (5152) op2(all_0_681_681, e21) = all_0_421_421 % 124.81/81.65 | % 124.81/81.65 | From (5147) and (5108) follows: % 124.81/81.65 | (5153) op2(all_0_652_652, all_0_681_681) = all_0_452_452 % 124.81/81.65 | % 124.81/81.65 | From (5131) and (5046) follows: % 124.81/81.65 | (5109) op2(all_0_652_652, all_0_652_652) = all_0_456_456 % 124.81/81.65 | % 124.81/81.65 | From (5132) and (5110) follows: % 124.81/81.65 | (602) op2(all_0_652_652, e26) = e26 % 124.81/81.65 | % 124.81/81.65 | From (5133) and (5111) follows: % 124.81/81.65 | (974) op2(all_0_652_652, e25) = all_0_607_607 % 124.81/81.65 | % 124.81/81.65 | From (5134) and (5049) follows: % 124.81/81.66 | (5112) op2(all_0_652_652, e21) = all_0_449_449 % 124.81/81.66 | % 124.81/81.66 | From (5147) and (5025) follows: % 124.81/81.66 | (5158) op2(e26, all_0_681_681) = all_0_411_411 % 124.81/81.66 | % 124.81/81.66 | From (5135) and (5068) follows: % 124.81/81.66 | (5117) op2(e26, all_0_652_652) = all_0_415_415 % 124.81/81.66 | % 124.81/81.66 | From (5136) and (5116) follows: % 124.81/81.66 | (1028) op2(e26, e22) = all_0_650_650 % 124.81/81.66 | % 124.81/81.66 | From (5147) and (5054) follows: % 124.81/81.66 | (5161) op2(e25, all_0_681_681) = all_0_465_465 % 124.81/81.66 | % 124.81/81.66 | From (5137) and (5120) follows: % 124.81/81.66 | (5071) op2(e25, all_0_652_652) = all_0_579_579 % 124.81/81.66 | % 124.81/81.66 | From (5138) and (5119) follows: % 124.81/81.66 | (976) op2(e25, e22) = all_0_655_655 % 124.81/81.66 | % 124.81/81.66 | From (5147) and (5060) follows: % 124.81/81.66 | (5164) op2(e23, all_0_681_681) = all_0_479_479 % 124.81/81.66 | % 124.81/81.66 | From (5139) and (5073) follows: % 124.81/81.66 | (5123) op2(e23, all_0_652_652) = all_0_483_483 % 124.81/81.66 | % 124.81/81.66 | From (5140) and (5115) follows: % 124.81/81.66 | (5005) op2(e23, e25) = e23 % 124.81/81.66 | % 124.81/81.66 | From (5147) and (5102) follows: % 124.81/81.66 | (5167) op2(e22, all_0_681_681) = all_0_439_439 % 124.81/81.66 | % 124.81/81.66 | From (5141) and (5104) follows: % 124.81/81.66 | (1758) op2(e22, e26) = all_0_672_672 % 124.81/81.66 | % 124.81/81.66 | From (5142) and (5105) follows: % 124.81/81.66 | (1664) op2(e22, e25) = e25 % 124.81/81.66 | % 124.81/81.66 | From (5143) and (5106) follows: % 124.81/81.66 | (437) op2(e22, e23) = all_0_674_674 % 124.81/81.66 | % 124.81/81.66 | From (5144) and (5103) follows: % 124.81/81.66 | (1240) op2(e22, e22) = all_0_675_675 % 124.81/81.66 | % 124.81/81.66 | From (5145) and (5107) follows: % 124.81/81.66 | (964) op2(e22, e21) = all_0_676_676 % 124.81/81.66 | % 124.81/81.66 | From (5147) and (1168) follows: % 124.81/81.66 | (5173) op2(e21, all_0_681_681) = all_0_400_400 % 124.81/81.66 | % 124.81/81.66 | From (5146) and (5075) follows: % 124.81/81.66 | (5129) op2(e21, all_0_652_652) = all_0_403_403 % 124.81/81.66 | % 124.81/81.66 | From (5147) and (5128) follows: % 124.81/81.66 | (530) op2(e21, e22) = all_0_681_681 % 124.81/81.66 | % 124.81/81.66 | Instantiating formula (364) with all_0_681_681, e21, all_0_421_421, all_0_634_634 and discharging atoms op2(all_0_681_681, e21) = all_0_421_421, op2(all_0_681_681, e21) = all_0_634_634, yields: % 124.81/81.67 | (5176) all_0_421_421 = all_0_634_634 % 124.81/81.67 | % 124.81/81.67 | From (5176) and (5152) follows: % 124.81/81.67 | (1523) op2(all_0_681_681, e21) = all_0_634_634 % 124.81/81.67 | % 124.81/81.67 +-Applying beta-rule and splitting (1410), into two cases. % 124.81/81.67 |-Branch one: % 124.81/81.67 | (2955) all_0_678_678 = e24 % 124.81/81.67 | % 124.81/81.67 | Combining equations (2061,2955) yields a new equation: % 124.81/81.67 | (2028) e24 = e23 % 124.81/81.67 | % 124.81/81.67 | Equations (2028) can reduce 572 to: % 124.81/81.67 | (1975) $false % 124.81/81.67 | % 124.81/81.67 |-The branch is then unsatisfiable % 124.81/81.67 |-Branch two: % 124.81/81.67 | (2946) ~ (all_0_678_678 = e24) % 124.81/81.67 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 124.81/81.67 | % 124.81/81.67 +-Applying beta-rule and splitting (196), into two cases. % 124.81/81.67 |-Branch one: % 124.81/81.67 | (2091) all_0_652_652 = e20 % 124.81/81.67 | % 124.81/81.67 | Equations (2091) can reduce 647 to: % 124.81/81.67 | (5184) ~ (all_0_655_655 = e20) % 124.81/81.67 | % 124.81/81.67 | Simplifying 5184 yields: % 124.81/81.67 | (3115) ~ (all_0_655_655 = e20) % 124.81/81.67 | % 124.81/81.67 | Equations (2091) can reduce 405 to: % 124.81/81.67 | (2247) ~ (e21 = e20) % 124.81/81.67 | % 124.81/81.67 | Simplifying 2247 yields: % 124.81/81.67 | (360) ~ (e21 = e20) % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5045) follows: % 124.81/81.67 | (5188) op2(e20, all_0_579_579) = all_0_79_79 % 124.81/81.67 | % 124.81/81.67 | From (2091)(2091) and (5109) follows: % 124.81/81.67 | (5189) op2(e20, e20) = all_0_456_456 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5153) follows: % 124.81/81.67 | (5190) op2(e20, all_0_681_681) = all_0_452_452 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (602) follows: % 124.81/81.67 | (2092) op2(e20, e26) = e26 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (974) follows: % 124.81/81.67 | (4548) op2(e20, e25) = all_0_607_607 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5112) follows: % 124.81/81.67 | (5193) op2(e20, e21) = all_0_449_449 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5117) follows: % 124.81/81.67 | (5194) op2(e26, e20) = all_0_415_415 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5071) follows: % 124.81/81.67 | (5195) op2(e25, e20) = all_0_579_579 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5123) follows: % 124.81/81.67 | (5196) op2(e23, e20) = all_0_483_483 % 124.81/81.67 | % 124.81/81.67 | From (2091) and (5129) follows: % 124.81/81.67 | (5197) op2(e21, e20) = all_0_403_403 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e26, e20, all_0_415_415, all_0_651_651 and discharging atoms op2(e26, e20) = all_0_415_415, op2(e26, e20) = all_0_651_651, yields: % 124.81/81.67 | (5198) all_0_415_415 = all_0_651_651 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e25, e20, all_0_579_579, all_0_657_657 and discharging atoms op2(e25, e20) = all_0_579_579, op2(e25, e20) = all_0_657_657, yields: % 124.81/81.67 | (5199) all_0_579_579 = all_0_657_657 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e23, e20, all_0_483_483, all_0_671_671 and discharging atoms op2(e23, e20) = all_0_483_483, op2(e23, e20) = all_0_671_671, yields: % 124.81/81.67 | (5200) all_0_483_483 = all_0_671_671 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e21, e20, all_0_403_403, all_0_683_683 and discharging atoms op2(e21, e20) = all_0_403_403, op2(e21, e20) = all_0_683_683, yields: % 124.81/81.67 | (5201) all_0_403_403 = all_0_683_683 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 124.81/81.67 | (2093) all_0_684_684 = e26 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e20, e25, all_0_607_607, e24 and discharging atoms op2(e20, e25) = all_0_607_607, op2(e20, e25) = e24, yields: % 124.81/81.67 | (3341) all_0_607_607 = e24 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e20, e21, all_0_449_449, all_0_689_689 and discharging atoms op2(e20, e21) = all_0_449_449, op2(e20, e21) = all_0_689_689, yields: % 124.81/81.67 | (5204) all_0_449_449 = all_0_689_689 % 124.81/81.67 | % 124.81/81.67 | Instantiating formula (364) with e20, e20, all_0_456_456, all_0_690_690 and discharging atoms op2(e20, e20) = all_0_456_456, op2(e20, e20) = all_0_690_690, yields: % 124.81/81.67 | (5205) all_0_456_456 = all_0_690_690 % 124.81/81.67 | % 124.81/81.67 | Equations (2093) can reduce 142 to: % 124.81/81.67 | (5206) ~ (all_0_672_672 = e26) % 124.81/81.67 | % 124.81/81.67 | Equations (2093) can reduce 1611 to: % 124.81/81.67 | (5207) ~ (all_0_686_686 = e26) % 124.81/81.67 | % 124.81/81.67 | Simplifying 5207 yields: % 124.81/81.67 | (5208) ~ (all_0_686_686 = e26) % 124.81/81.67 | % 124.81/81.67 | Equations (2093) can reduce 1105 to: % 124.81/81.67 | (5209) ~ (all_0_687_687 = e26) % 124.81/81.67 | % 124.81/81.67 | Simplifying 5209 yields: % 124.81/81.67 | (5210) ~ (all_0_687_687 = e26) % 124.81/81.67 | % 124.81/81.67 | Equations (2093) can reduce 934 to: % 124.81/81.67 | (5211) ~ (all_0_688_688 = e26) % 124.81/81.67 | % 124.81/81.67 | Simplifying 5211 yields: % 124.81/81.68 | (5212) ~ (all_0_688_688 = e26) % 124.81/81.68 | % 124.81/81.68 | Equations (2093) can reduce 93 to: % 124.81/81.68 | (2018) ~ (all_0_689_689 = e26) % 124.81/81.68 | % 124.81/81.68 | Simplifying 2018 yields: % 124.81/81.68 | (2019) ~ (all_0_689_689 = e26) % 124.81/81.68 | % 124.81/81.68 | From (5199)(5199) and (1138) follows: % 124.81/81.68 | (5215) op2(all_0_657_657, all_0_657_657) = all_0_65_65 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (349) follows: % 124.81/81.68 | (5216) op2(all_0_657_657, all_0_656_656) = all_0_73_73 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (5013) follows: % 124.81/81.68 | (5217) op2(all_0_657_657, e26) = all_0_71_71 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (694) follows: % 124.81/81.68 | (5218) op2(all_0_657_657, e25) = all_0_61_61 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (1634) follows: % 124.81/81.68 | (5219) op2(all_0_657_657, e21) = all_0_63_63 % 124.81/81.68 | % 124.81/81.68 | From (3341) and (744) follows: % 124.81/81.68 | (3349) op2(e24, e25) = e26 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (1247) follows: % 124.81/81.68 | (5221) op2(all_0_656_656, all_0_657_657) = all_0_119_119 % 124.81/81.68 | % 124.81/81.68 | From (2093) and (1299) follows: % 124.81/81.68 | (1582) op2(e26, e26) = e25 % 124.81/81.68 | % 124.81/81.68 | From (2093) and (1318) follows: % 124.81/81.68 | (5223) op2(e26, e20) = all_0_612_612 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (5023) follows: % 124.81/81.68 | (5224) op2(e26, all_0_657_657) = all_0_105_105 % 124.81/81.68 | % 124.81/81.68 | From (5198) and (5194) follows: % 124.81/81.68 | (397) op2(e26, e20) = all_0_651_651 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (14) follows: % 124.81/81.68 | (5226) op2(e25, all_0_657_657) = all_0_42_42 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (5195) follows: % 124.81/81.68 | (1464) op2(e25, e20) = all_0_657_657 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (4905) follows: % 124.81/81.68 | (5228) op2(e23, all_0_657_657) = all_0_92_92 % 124.81/81.68 | % 124.81/81.68 | From (5200) and (5196) follows: % 124.81/81.68 | (1077) op2(e23, e20) = all_0_671_671 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (1030) follows: % 124.81/81.68 | (5230) op2(e21, all_0_657_657) = all_0_51_51 % 124.81/81.68 | % 124.81/81.68 | From (5201) and (5197) follows: % 124.81/81.68 | (690) op2(e21, e20) = all_0_683_683 % 124.81/81.68 | % 124.81/81.68 | From (5199) and (5188) follows: % 124.81/81.68 | (5232) op2(e20, all_0_657_657) = all_0_79_79 % 124.81/81.68 | % 124.81/81.68 | From (2093) and (510) follows: % 124.81/81.68 | (2092) op2(e20, e26) = e26 % 124.81/81.68 | % 124.81/81.68 | From (3341) and (4548) follows: % 124.81/81.68 | (4498) op2(e20, e25) = e24 % 124.81/81.68 | % 124.81/81.68 | From (5204) and (5193) follows: % 124.81/81.68 | (663) op2(e20, e21) = all_0_689_689 % 124.81/81.68 | % 124.81/81.68 | From (5205) and (5189) follows: % 124.81/81.69 | (434) op2(e20, e20) = all_0_690_690 % 124.81/81.69 | % 124.81/81.69 +-Applying beta-rule and splitting (347), into two cases. % 124.81/81.69 |-Branch one: % 124.81/81.69 | (2097) all_0_652_652 = e22 % 124.81/81.69 | % 124.81/81.69 | Combining equations (2097,2091) yields a new equation: % 124.81/81.69 | (3826) e22 = e20 % 124.81/81.69 | % 124.81/81.69 | Simplifying 3826 yields: % 124.81/81.69 | (3065) e22 = e20 % 124.81/81.69 | % 124.81/81.69 | Equations (3065) can reduce 959 to: % 124.81/81.69 | (1975) $false % 124.81/81.69 | % 124.81/81.69 |-The branch is then unsatisfiable % 124.81/81.69 |-Branch two: % 124.81/81.69 | (2101) ~ (all_0_652_652 = e22) % 124.81/81.69 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 124.81/81.69 | % 124.81/81.69 +-Applying beta-rule and splitting (2102), into two cases. % 124.81/81.69 |-Branch one: % 124.81/81.69 | (3415) all_0_658_658 = e22 % 124.81/81.69 | % 124.81/81.69 | Combining equations (3415,2059) yields a new equation: % 124.81/81.69 | (1989) e22 = e21 % 124.81/81.69 | % 124.81/81.69 | Simplifying 1989 yields: % 124.81/81.69 | (1990) e22 = e21 % 124.81/81.69 | % 124.81/81.69 | Equations (1990) can reduce 359 to: % 124.81/81.69 | (1975) $false % 124.81/81.69 | % 124.81/81.69 |-The branch is then unsatisfiable % 124.81/81.69 |-Branch two: % 124.81/81.69 | (4050) ~ (all_0_658_658 = e22) % 124.81/81.69 | (4051) all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 124.81/81.69 | % 124.81/81.69 +-Applying beta-rule and splitting (4051), into two cases. % 124.81/81.69 |-Branch one: % 124.81/81.69 | (3922) all_0_665_665 = e22 % 124.81/81.69 | % 124.81/81.69 | Combining equations (3922,2063) yields a new equation: % 124.81/81.69 | (3009) e24 = e22 % 124.81/81.69 | % 124.81/81.69 | Equations (3009) can reduce 784 to: % 124.81/81.69 | (1975) $false % 124.81/81.69 | % 124.81/81.69 |-The branch is then unsatisfiable % 124.81/81.69 |-Branch two: % 124.81/81.69 | (3926) ~ (all_0_665_665 = e22) % 124.81/81.69 | (4057) all_0_672_672 = e22 | all_0_684_684 = e22 % 124.81/81.69 | % 124.81/81.69 +-Applying beta-rule and splitting (4057), into two cases. % 124.81/81.69 |-Branch one: % 124.81/81.69 | (4058) all_0_672_672 = e22 % 124.81/81.69 | % 124.81/81.69 | Equations (4058) can reduce 1179 to: % 124.81/81.69 | (5255) ~ (all_0_673_673 = e22) % 124.81/81.69 | % 124.81/81.69 | Simplifying 5255 yields: % 124.81/81.69 | (5256) ~ (all_0_673_673 = e22) % 124.81/81.69 | % 124.81/81.69 | Equations (4058) can reduce 520 to: % 124.81/81.69 | (3531) ~ (all_0_677_677 = e22) % 124.81/81.69 | % 124.81/81.69 | Simplifying 3531 yields: % 124.81/81.69 | (3532) ~ (all_0_677_677 = e22) % 124.81/81.69 | % 124.81/81.69 | Equations (4058) can reduce 5206 to: % 124.81/81.69 | (5259) ~ (e26 = e22) % 124.81/81.69 | % 124.81/81.69 | Simplifying 5259 yields: % 124.81/81.69 | (792) ~ (e26 = e22) % 124.81/81.69 | % 124.81/81.69 | From (4058) and (652) follows: % 124.81/81.69 | (5261) op2(e22, e22) = all_0_610_610 % 124.81/81.69 | % 124.81/81.69 | From (4058) and (1758) follows: % 124.81/81.69 | (5262) op2(e22, e26) = e22 % 124.81/81.69 | % 124.81/81.69 | Instantiating formula (364) with all_0_657_657, e25, all_0_61_61, all_0_643_643 and discharging atoms op2(all_0_657_657, e25) = all_0_61_61, op2(all_0_657_657, e25) = all_0_643_643, yields: % 124.81/81.69 | (5263) all_0_61_61 = all_0_643_643 % 124.81/81.69 | % 124.81/81.69 | Instantiating formula (364) with e26, e20, all_0_612_612, all_0_651_651 and discharging atoms op2(e26, e20) = all_0_612_612, op2(e26, e20) = all_0_651_651, yields: % 124.81/81.69 | (5264) all_0_612_612 = all_0_651_651 % 124.81/81.69 | % 124.81/81.69 | Instantiating formula (364) with e22, e22, all_0_610_610, all_0_675_675 and discharging atoms op2(e22, e22) = all_0_610_610, op2(e22, e22) = all_0_675_675, yields: % 124.81/81.69 | (5265) all_0_610_610 = all_0_675_675 % 124.81/81.69 | % 124.81/81.69 | From (5265) and (1592) follows: % 124.81/81.69 | (5266) op2(all_0_675_675, e22) = e26 % 124.81/81.69 | % 124.81/81.69 | From (5263) and (5218) follows: % 124.81/81.69 | (766) op2(all_0_657_657, e25) = all_0_643_643 % 124.81/81.69 | % 124.81/81.69 | From (5264) and (5223) follows: % 124.81/81.69 | (397) op2(e26, e20) = all_0_651_651 % 124.81/81.69 | % 124.81/81.69 | From (5265) and (5261) follows: % 124.81/81.69 | (1240) op2(e22, e22) = all_0_675_675 % 124.81/81.69 | % 124.81/81.69 | Instantiating formula (364) with all_0_675_675, e22, e26, all_0_633_633 and discharging atoms op2(all_0_675_675, e22) = all_0_633_633, op2(all_0_675_675, e22) = e26, yields: % 124.81/81.69 | (5270) all_0_633_633 = e26 % 124.81/81.69 | % 124.81/81.69 | From (5270) and (1099) follows: % 124.81/81.69 | (5271) op2(e26, e22) = e22 % 124.81/81.69 | % 124.81/81.69 | From (5270) and (1163) follows: % 124.81/81.69 | (5266) op2(all_0_675_675, e22) = e26 % 124.81/81.69 | % 124.81/81.69 | Instantiating formula (364) with e26, e22, e22, all_0_650_650 and discharging atoms op2(e26, e22) = all_0_650_650, op2(e26, e22) = e22, yields: % 124.81/81.69 | (3773) all_0_650_650 = e22 % 124.81/81.69 | % 124.81/81.69 | Equations (3773) can reduce 261 to: % 124.81/81.69 | (3846) ~ (all_0_651_651 = e22) % 124.81/81.69 | % 124.81/81.69 | Simplifying 3846 yields: % 124.81/81.69 | (3805) ~ (all_0_651_651 = e22) % 124.81/81.69 | % 124.81/81.69 | Equations (3773) can reduce 236 to: % 124.81/81.69 | (5276) ~ (all_0_655_655 = e22) % 124.81/81.69 | % 124.81/81.69 | Simplifying 5276 yields: % 124.81/81.69 | (5277) ~ (all_0_655_655 = e22) % 124.81/81.69 | % 124.81/81.69 | Equations (3773) can reduce 441 to: % 124.81/81.69 | (3848) ~ (all_0_669_669 = e22) % 124.81/81.69 | % 124.81/81.70 | Simplifying 3848 yields: % 124.81/81.70 | (3849) ~ (all_0_669_669 = e22) % 124.81/81.70 | % 124.81/81.70 | Equations (3773) can reduce 545 to: % 124.81/81.70 | (3529) ~ (all_0_675_675 = e22) % 124.81/81.70 | % 124.81/81.70 | Simplifying 3529 yields: % 124.81/81.70 | (3530) ~ (all_0_675_675 = e22) % 124.81/81.70 | % 124.81/81.70 | Equations (3773) can reduce 508 to: % 124.81/81.70 | (3850) ~ (all_0_688_688 = e22) % 124.81/81.70 | % 124.81/81.70 | Simplifying 3850 yields: % 124.81/81.70 | (3851) ~ (all_0_688_688 = e22) % 124.81/81.70 | % 124.81/81.70 | Equations (3773) can reduce 1171 to: % 124.81/81.70 | (2990) ~ (e23 = e22) % 124.81/81.70 | % 124.81/81.70 | Simplifying 2990 yields: % 124.81/81.70 | (894) ~ (e23 = e22) % 124.81/81.70 | % 124.81/81.70 | Equations (3773) can reduce 1951 to: % 124.81/81.70 | (359) ~ (e22 = e21) % 124.81/81.70 | % 124.81/81.70 | Equations (3773) can reduce 1778 to: % 124.81/81.70 | (959) ~ (e22 = e20) % 124.81/81.70 | % 124.81/81.70 | From (3773) and (756) follows: % 124.81/81.70 | (5288) op2(e22, e26) = all_0_629_629 % 124.81/81.70 | % 124.81/81.70 | From (3773) and (1028) follows: % 124.81/81.70 | (5271) op2(e26, e22) = e22 % 124.81/81.70 | % 124.81/81.70 +-Applying beta-rule and splitting (1987), into two cases. % 124.81/81.70 |-Branch one: % 124.81/81.70 | (3640) all_0_650_650 = e26 % 124.81/81.70 | % 124.81/81.70 | Combining equations (3773,3640) yields a new equation: % 124.81/81.70 | (2999) e26 = e22 % 124.81/81.70 | % 124.81/81.70 | Equations (2999) can reduce 792 to: % 124.81/81.70 | (1975) $false % 124.81/81.70 | % 124.81/81.70 |-The branch is then unsatisfiable % 124.81/81.70 |-Branch two: % 124.81/81.70 | (3772) ~ (all_0_650_650 = e26) % 124.81/81.70 | (3649) all_0_651_651 = e26 % 124.81/81.70 | % 124.81/81.70 | Equations (3649) can reduce 247 to: % 124.81/81.70 | (5295) ~ (all_0_677_677 = e26) % 124.81/81.70 | % 124.81/81.70 | Simplifying 5295 yields: % 124.81/81.70 | (3676) ~ (all_0_677_677 = e26) % 124.81/81.70 | % 124.81/81.70 | Equations (3649) can reduce 1172 to: % 124.81/81.70 | (2020) ~ (all_0_690_690 = e26) % 124.81/81.70 | % 124.81/81.70 | Simplifying 2020 yields: % 124.81/81.70 | (2021) ~ (all_0_690_690 = e26) % 124.81/81.70 | % 124.81/81.70 | Equations (3649) can reduce 699 to: % 124.81/81.70 | (1189) ~ (e26 = e24) % 124.81/81.70 | % 124.81/81.70 | Equations (3649) can reduce 3805 to: % 124.81/81.70 | (792) ~ (e26 = e22) % 125.19/81.70 | % 125.19/81.70 | Equations (3649) can reduce 1953 to: % 125.19/81.70 | (1656) ~ (e26 = e21) % 125.19/81.70 | % 125.19/81.70 | From (3649) and (1425) follows: % 125.19/81.70 | (5302) op2(e26, e26) = all_0_642_642 % 125.19/81.70 | % 125.19/81.70 | From (3649) and (397) follows: % 125.19/81.70 | (5303) op2(e26, e20) = e26 % 125.19/81.70 | % 125.19/81.70 | Instantiating formula (364) with e26, e26, all_0_642_642, e25 and discharging atoms op2(e26, e26) = all_0_642_642, op2(e26, e26) = e25, yields: % 125.19/81.70 | (5304) all_0_642_642 = e25 % 125.19/81.70 | % 125.19/81.70 | Instantiating formula (364) with e22, e26, all_0_629_629, e22 and discharging atoms op2(e22, e26) = all_0_629_629, op2(e22, e26) = e22, yields: % 125.19/81.70 | (5305) all_0_629_629 = e22 % 125.19/81.70 | % 125.19/81.70 | From (5304) and (800) follows: % 125.19/81.70 | (5306) op2(e25, e26) = e20 % 125.19/81.70 | % 125.19/81.70 | From (5304) and (5302) follows: % 125.19/81.70 | (1582) op2(e26, e26) = e25 % 125.19/81.70 | % 125.19/81.70 | From (5305) and (5288) follows: % 125.19/81.70 | (5262) op2(e22, e26) = e22 % 125.19/81.70 | % 125.19/81.70 +-Applying beta-rule and splitting (1373), into two cases. % 125.19/81.70 |-Branch one: % 125.19/81.70 | (2707) all_0_674_674 = e21 % 125.19/81.70 | % 125.19/81.70 | Equations (2707) can reduce 2732 to: % 125.19/81.70 | (1975) $false % 125.19/81.70 | % 125.19/81.70 |-The branch is then unsatisfiable % 125.19/81.70 |-Branch two: % 125.19/81.70 | (2732) ~ (all_0_674_674 = e21) % 125.19/81.70 | (2733) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e20 % 125.19/81.70 | % 125.19/81.70 +-Applying beta-rule and splitting (1329), into two cases. % 125.19/81.70 |-Branch one: % 125.19/81.70 | (2057) all_0_682_682 = e21 % 125.19/81.70 | % 125.19/81.70 | Combining equations (2057,4164) yields a new equation: % 125.19/81.70 | (1984) e26 = e21 % 125.19/81.70 | % 125.19/81.70 | Equations (1984) can reduce 1656 to: % 125.19/81.70 | (1975) $false % 125.19/81.70 | % 125.19/81.70 |-The branch is then unsatisfiable % 125.19/81.70 |-Branch two: % 125.19/81.70 | (2148) ~ (all_0_682_682 = e21) % 125.19/81.70 | (2379) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_690_690 = e20 % 125.19/81.70 | % 125.19/81.70 | Equations (4164) can reduce 2148 to: % 125.19/81.70 | (1656) ~ (e26 = e21) % 125.19/81.70 | % 125.19/81.70 +-Applying beta-rule and splitting (121), into two cases. % 125.19/81.70 |-Branch one: % 125.19/81.70 | (2079) all_0_672_672 = e21 % 125.19/81.70 | % 125.19/81.70 | Combining equations (2079,4058) yields a new equation: % 125.19/81.70 | (1990) e22 = e21 % 125.19/81.70 | % 125.19/81.70 | Equations (1990) can reduce 359 to: % 125.19/81.70 | (1975) $false % 125.19/81.70 | % 125.19/81.70 |-The branch is then unsatisfiable % 125.19/81.70 |-Branch two: % 125.19/81.70 | (2131) ~ (all_0_672_672 = e21) % 125.19/81.70 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 125.19/81.70 | % 125.19/81.70 +-Applying beta-rule and splitting (36), into two cases. % 125.19/81.70 |-Branch one: % 125.19/81.70 | (2144) all_0_684_684 = e21 % 125.19/81.70 | % 125.19/81.71 | Combining equations (2144,2093) yields a new equation: % 125.19/81.71 | (1984) e26 = e21 % 125.19/81.71 | % 125.19/81.71 | Equations (1984) can reduce 1656 to: % 125.19/81.71 | (1975) $false % 125.19/81.71 | % 125.19/81.71 |-The branch is then unsatisfiable % 125.19/81.71 |-Branch two: % 125.19/81.71 | (2271) ~ (all_0_684_684 = e21) % 125.19/81.71 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 125.19/81.71 | % 125.19/81.71 | Equations (2093) can reduce 2271 to: % 125.19/81.71 | (1656) ~ (e26 = e21) % 125.19/81.71 | % 125.19/81.71 +-Applying beta-rule and splitting (1215), into two cases. % 125.19/81.71 |-Branch one: % 125.19/81.71 | (1974) all_0_651_651 = e21 % 125.19/81.71 | % 125.19/81.71 | Combining equations (1974,3649) yields a new equation: % 125.19/81.71 | (1984) e26 = e21 % 125.19/81.71 | % 125.19/81.71 | Equations (1984) can reduce 1656 to: % 125.19/81.71 | (1975) $false % 125.19/81.71 | % 125.19/81.71 |-The branch is then unsatisfiable % 125.19/81.71 |-Branch two: % 125.19/81.71 | (1953) ~ (all_0_651_651 = e21) % 125.19/81.71 | (5334) all_0_664_664 = e21 | all_0_671_671 = e21 | all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21 % 125.19/81.71 | % 125.19/81.71 | Equations (3649) can reduce 1953 to: % 125.19/81.71 | (1656) ~ (e26 = e21) % 125.19/81.71 | % 125.19/81.71 +-Applying beta-rule and splitting (1296), into two cases. % 125.19/81.71 |-Branch one: % 125.19/81.71 | (3099) all_0_653_653 = e24 % 125.19/81.71 | % 125.19/81.71 | Combining equations (4958,3099) yields a new equation: % 125.19/81.71 | (3656) e26 = e24 % 125.19/81.71 | % 125.19/81.71 | Simplifying 3656 yields: % 125.19/81.71 | (2321) e26 = e24 % 125.19/81.71 | % 125.19/81.71 | Equations (2321) can reduce 1189 to: % 125.19/81.71 | (1975) $false % 125.19/81.71 | % 125.19/81.71 |-The branch is then unsatisfiable % 125.19/81.71 |-Branch two: % 125.19/81.71 | (3262) ~ (all_0_653_653 = e24) % 125.19/81.71 | (3263) all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 125.19/81.71 | % 125.19/81.71 +-Applying beta-rule and splitting (658), into two cases. % 125.19/81.71 |-Branch one: % 125.19/81.71 | (3157) all_0_681_681 = e21 % 125.19/81.71 | % 125.19/81.71 | Equations (3157) can reduce 3160 to: % 125.19/81.71 | (1975) $false % 125.19/81.71 | % 125.19/81.71 |-The branch is then unsatisfiable % 125.19/81.71 |-Branch two: % 125.19/81.71 | (3160) ~ (all_0_681_681 = e21) % 125.19/81.71 | (3721) all_0_681_681 = e26 | all_0_681_681 = e25 | all_0_681_681 = e24 | all_0_681_681 = e23 | all_0_681_681 = e20 % 125.19/81.71 | % 125.19/81.71 +-Applying beta-rule and splitting (971), into two cases. % 125.19/81.71 |-Branch one: % 125.19/81.71 | (3167) all_0_683_683 = e21 % 125.19/81.71 | % 125.19/81.71 | Equations (3167) can reduce 4894 to: % 125.19/81.71 | (1975) $false % 125.19/81.71 | % 125.19/81.71 |-The branch is then unsatisfiable % 125.19/81.71 |-Branch two: % 125.19/81.71 | (4894) ~ (all_0_683_683 = e21) % 125.19/81.71 | (5349) all_0_683_683 = e26 | all_0_683_683 = e25 | all_0_683_683 = e24 | all_0_683_683 = e23 | all_0_683_683 = e20 % 125.19/81.71 | % 125.19/81.71 +-Applying beta-rule and splitting (140), into two cases. % 125.19/81.71 |-Branch one: % 125.19/81.71 | (2627) all_0_672_672 = e23 % 125.19/81.71 | % 125.19/81.71 | Combining equations (2627,4058) yields a new equation: % 125.19/81.71 | (3929) e23 = e22 % 125.19/81.71 | % 125.19/81.71 | Simplifying 3929 yields: % 125.19/81.71 | (3045) e23 = e22 % 125.19/81.71 | % 125.19/81.71 | Equations (3045) can reduce 894 to: % 125.19/81.71 | (1975) $false % 125.19/81.71 | % 125.19/81.71 |-The branch is then unsatisfiable % 125.19/81.71 |-Branch two: % 125.19/81.71 | (2658) ~ (all_0_672_672 = e23) % 125.19/81.71 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 125.19/81.71 | % 125.19/81.71 | Equations (4058) can reduce 2658 to: % 125.19/81.71 | (2990) ~ (e23 = e22) % 125.19/81.71 | % 125.19/81.71 | Simplifying 2990 yields: % 125.19/81.71 | (894) ~ (e23 = e22) % 125.19/81.71 | % 125.19/81.71 +-Applying beta-rule and splitting (177), into two cases. % 125.19/81.71 |-Branch one: % 125.19/81.71 | (2157) all_0_656_656 = e22 % 125.19/81.71 | % 125.19/81.71 | Equations (2157) can reduce 675 to: % 125.19/81.71 | (5277) ~ (all_0_655_655 = e22) % 125.19/81.71 | % 125.19/81.71 | Equations (2157) can reduce 1102 to: % 125.19/81.71 | (2982) ~ (all_0_663_663 = e22) % 125.19/81.71 | % 125.19/81.71 | Simplifying 2982 yields: % 125.19/81.71 | (2983) ~ (all_0_663_663 = e22) % 125.19/81.71 | % 125.19/81.71 | Equations (2157) can reduce 568 to: % 125.19/81.71 | (2986) ~ (all_0_689_689 = e22) % 125.19/81.71 | % 125.19/81.71 | Simplifying 2986 yields: % 125.19/81.71 | (2987) ~ (all_0_689_689 = e22) % 125.19/81.71 | % 125.19/81.71 | Equations (2157) can reduce 2326 to: % 125.19/81.71 | (5259) ~ (e26 = e22) % 125.19/81.71 | % 125.19/81.71 | Simplifying 5259 yields: % 125.19/81.71 | (792) ~ (e26 = e22) % 125.19/81.71 | % 125.19/81.71 | From (2157)(2157) and (1402) follows: % 125.19/81.71 | (5366) op2(e22, e22) = all_0_127_127 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (5221) follows: % 125.19/81.71 | (5367) op2(e22, all_0_657_657) = all_0_119_119 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (5022) follows: % 125.19/81.71 | (5368) op2(e22, e26) = all_0_125_125 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (897) follows: % 125.19/81.71 | (2994) op2(e22, e25) = all_0_636_636 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (4911) follows: % 125.19/81.71 | (5370) op2(e22, e23) = all_0_123_123 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (4651) follows: % 125.19/81.71 | (5371) op2(e22, e21) = e24 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (5216) follows: % 125.19/81.71 | (5372) op2(all_0_657_657, e22) = all_0_73_73 % 125.19/81.71 | % 125.19/81.71 | From (2157) and (5029) follows: % 125.19/81.72 | (5373) op2(e26, e22) = all_0_113_113 % 125.19/81.72 | % 125.19/81.72 | From (2157) and (1256) follows: % 125.19/81.72 | (5374) op2(e25, e22) = all_0_48_48 % 125.19/81.72 | % 125.19/81.72 | From (2157) and (150) follows: % 125.19/81.72 | (5375) op2(e21, e22) = all_0_59_59 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e26, e22, all_0_113_113, e22 and discharging atoms op2(e26, e22) = all_0_113_113, op2(e26, e22) = e22, yields: % 125.19/81.72 | (5376) all_0_113_113 = e22 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e25, e22, all_0_48_48, all_0_655_655 and discharging atoms op2(e25, e22) = all_0_48_48, op2(e25, e22) = all_0_655_655, yields: % 125.19/81.72 | (5377) all_0_48_48 = all_0_655_655 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e22, e26, all_0_125_125, e22 and discharging atoms op2(e22, e26) = all_0_125_125, op2(e22, e26) = e22, yields: % 125.19/81.72 | (5378) all_0_125_125 = e22 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e22, e25, all_0_636_636, e25 and discharging atoms op2(e22, e25) = all_0_636_636, op2(e22, e25) = e25, yields: % 125.19/81.72 | (2995) all_0_636_636 = e25 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e22, e23, all_0_123_123, all_0_674_674 and discharging atoms op2(e22, e23) = all_0_123_123, op2(e22, e23) = all_0_674_674, yields: % 125.19/81.72 | (5380) all_0_123_123 = all_0_674_674 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e22, e22, all_0_127_127, all_0_675_675 and discharging atoms op2(e22, e22) = all_0_127_127, op2(e22, e22) = all_0_675_675, yields: % 125.19/81.72 | (5381) all_0_127_127 = all_0_675_675 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e22, e21, e24, all_0_676_676 and discharging atoms op2(e22, e21) = all_0_676_676, op2(e22, e21) = e24, yields: % 125.19/81.72 | (4330) all_0_676_676 = e24 % 125.19/81.72 | % 125.19/81.72 | Instantiating formula (364) with e21, e22, all_0_59_59, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_59_59, op2(e21, e22) = all_0_681_681, yields: % 125.19/81.72 | (5383) all_0_59_59 = all_0_681_681 % 125.19/81.72 | % 125.19/81.72 | Equations (4330) can reduce 404 to: % 125.19/81.72 | (5384) ~ (all_0_673_673 = e24) % 125.19/81.72 | % 125.19/81.72 | Equations (4330) can reduce 1363 to: % 125.19/81.72 | (1753) ~ (all_0_674_674 = e24) % 125.19/81.72 | % 125.19/81.72 | Equations (4330) can reduce 963 to: % 125.19/81.72 | (5386) ~ (all_0_675_675 = e24) % 125.19/81.72 | % 125.19/81.72 | Equations (4330) can reduce 707 to: % 125.19/81.72 | (5387) ~ (all_0_677_677 = e24) % 125.19/81.72 | % 125.19/81.72 | Simplifying 5387 yields: % 125.19/81.72 | (5388) ~ (all_0_677_677 = e24) % 125.19/81.72 | % 125.19/81.72 | Equations (4330) can reduce 1236 to: % 125.19/81.72 | (5389) ~ (all_0_689_689 = e24) % 125.19/81.72 | % 125.19/81.72 | Simplifying 5389 yields: % 125.19/81.72 | (3125) ~ (all_0_689_689 = e24) % 125.19/81.72 | % 125.19/81.72 | Equations (4330) can reduce 1784 to: % 125.19/81.72 | (2947) ~ (e25 = e24) % 125.19/81.72 | % 125.19/81.72 | Simplifying 2947 yields: % 125.19/81.72 | (169) ~ (e25 = e24) % 125.19/81.72 | % 125.19/81.72 | From (2995) and (166) follows: % 125.19/81.72 | (1547) op2(e25, e25) = e21 % 125.19/81.72 | % 125.19/81.72 | From (4330) and (1572) follows: % 125.19/81.72 | (5394) op2(e24, e22) = all_0_639_639 % 125.19/81.72 | % 125.19/81.72 | From (4330) and (465) follows: % 125.19/81.72 | (5395) op2(e24, e21) = e25 % 125.19/81.72 | % 125.19/81.72 | From (5376) and (5373) follows: % 125.19/81.72 | (5271) op2(e26, e22) = e22 % 125.19/81.72 | % 125.19/81.72 | From (5377) and (5374) follows: % 125.19/81.72 | (976) op2(e25, e22) = all_0_655_655 % 125.19/81.72 | % 125.19/81.72 | From (5378) and (5368) follows: % 125.19/81.72 | (5262) op2(e22, e26) = e22 % 125.19/81.72 | % 125.19/81.72 | From (2995) and (2994) follows: % 125.19/81.72 | (1664) op2(e22, e25) = e25 % 125.19/81.72 | % 125.19/81.72 | From (5380) and (5370) follows: % 125.19/81.72 | (437) op2(e22, e23) = all_0_674_674 % 125.19/81.72 | % 125.19/81.72 | From (5381) and (5366) follows: % 125.19/81.72 | (1240) op2(e22, e22) = all_0_675_675 % 125.19/81.72 | % 125.19/81.72 | From (4330) and (964) follows: % 125.19/81.72 | (5371) op2(e22, e21) = e24 % 125.19/81.72 | % 125.19/81.72 | From (5383) and (5375) follows: % 125.19/81.72 | (530) op2(e21, e22) = all_0_681_681 % 125.19/81.72 | % 125.19/81.72 +-Applying beta-rule and splitting (3263), into two cases. % 125.19/81.72 |-Branch one: % 125.19/81.72 | (3629) all_0_660_660 = e24 % 125.19/81.72 | % 125.19/81.72 | Equations (3629) can reduce 45 to: % 125.19/81.73 | (5405) ~ (all_0_661_661 = e24) % 125.19/81.73 | % 125.19/81.73 | Simplifying 5405 yields: % 125.19/81.73 | (1660) ~ (all_0_661_661 = e24) % 125.19/81.73 | % 125.19/81.73 | Equations (3629) can reduce 1714 to: % 125.19/81.73 | (5407) ~ (all_0_662_662 = e24) % 125.19/81.73 | % 125.19/81.73 | Simplifying 5407 yields: % 125.19/81.73 | (3757) ~ (all_0_662_662 = e24) % 125.19/81.73 | % 125.19/81.73 | Equations (3629) can reduce 1305 to: % 125.19/81.73 | (4315) ~ (all_0_663_663 = e24) % 125.19/81.73 | % 125.19/81.73 | Simplifying 4315 yields: % 125.19/81.73 | (3211) ~ (all_0_663_663 = e24) % 125.19/81.73 | % 125.19/81.73 | Equations (3629) can reduce 222 to: % 125.19/81.73 | (3280) ~ (all_0_664_664 = e24) % 125.19/81.73 | % 125.19/81.73 | Simplifying 3280 yields: % 125.19/81.73 | (3281) ~ (all_0_664_664 = e24) % 125.19/81.73 | % 125.19/81.73 | Equations (3629) can reduce 1672 to: % 125.19/81.73 | (5413) ~ (all_0_673_673 = e24) % 125.19/81.73 | % 125.19/81.73 | Simplifying 5413 yields: % 125.19/81.73 | (5384) ~ (all_0_673_673 = e24) % 125.19/81.73 | % 125.19/81.73 | Equations (3629) can reduce 1300 to: % 125.19/81.73 | (4987) ~ (all_0_686_686 = e24) % 125.19/81.73 | % 125.19/81.73 | Simplifying 4987 yields: % 125.19/81.73 | (4988) ~ (all_0_686_686 = e24) % 125.19/81.73 | % 125.19/81.73 | From (3629) and (721) follows: % 125.19/81.73 | (5417) op2(all_0_582_582, e24) = all_0_153_153 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (537) follows: % 125.19/81.73 | (5418) op2(all_0_585_585, e24) = all_0_584_584 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (1730) follows: % 125.19/81.73 | (5419) op2(all_0_586_586, e24) = all_0_207_207 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (954) follows: % 125.19/81.73 | (5420) op2(e24, all_0_582_582) = all_0_141_141 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (1008) follows: % 125.19/81.73 | (5421) op2(e24, all_0_583_583) = all_0_143_143 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (1357) follows: % 125.19/81.73 | (5422) op2(e24, all_0_586_586) = all_0_149_149 % 125.19/81.73 | % 125.19/81.73 | From (3629)(3629) and (761) follows: % 125.19/81.73 | (5423) op2(e24, e24) = all_0_585_585 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (630) follows: % 125.19/81.73 | (5424) op2(e24, e24) = all_0_618_618 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (204) follows: % 125.19/81.73 | (5425) op2(e24, e24) = all_0_586_586 % 125.19/81.73 | % 125.19/81.73 | From (3629) and (546) follows: % 125.19/81.73 | (5426) op2(e24, e24) = e24 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with all_0_582_582, e24, all_0_153_153, all_0_151_151 and discharging atoms op2(all_0_582_582, e24) = all_0_151_151, op2(all_0_582_582, e24) = all_0_153_153, yields: % 125.19/81.73 | (5427) all_0_151_151 = all_0_153_153 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, all_0_582_582, all_0_141_141, all_0_130_130 and discharging atoms op2(e24, all_0_582_582) = all_0_130_130, op2(e24, all_0_582_582) = all_0_141_141, yields: % 125.19/81.73 | (5428) all_0_130_130 = all_0_141_141 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, all_0_583_583, all_0_143_143, all_0_582_582 and discharging atoms op2(e24, all_0_583_583) = all_0_143_143, op2(e24, all_0_583_583) = all_0_582_582, yields: % 125.19/81.73 | (5429) all_0_143_143 = all_0_582_582 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, e24, all_0_586_586, all_0_585_585 and discharging atoms op2(e24, e24) = all_0_585_585, op2(e24, e24) = all_0_586_586, yields: % 125.19/81.73 | (5430) all_0_585_585 = all_0_586_586 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, e24, all_0_618_618, all_0_585_585 and discharging atoms op2(e24, e24) = all_0_585_585, op2(e24, e24) = all_0_618_618, yields: % 125.19/81.73 | (5431) all_0_585_585 = all_0_618_618 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, e24, e24, all_0_586_586 and discharging atoms op2(e24, e24) = all_0_586_586, op2(e24, e24) = e24, yields: % 125.19/81.73 | (5432) all_0_586_586 = e24 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, e22, all_0_639_639, all_0_662_662 and discharging atoms op2(e24, e22) = all_0_639_639, op2(e24, e22) = all_0_662_662, yields: % 125.19/81.73 | (5433) all_0_639_639 = all_0_662_662 % 125.19/81.73 | % 125.19/81.73 | Instantiating formula (364) with e24, e21, e25, all_0_663_663 and discharging atoms op2(e24, e21) = all_0_663_663, op2(e24, e21) = e25, yields: % 125.19/81.73 | (3234) all_0_663_663 = e25 % 125.19/81.73 | % 125.19/81.73 | Combining equations (5430,5431) yields a new equation: % 125.19/81.73 | (5435) all_0_586_586 = all_0_618_618 % 125.19/81.73 | % 125.19/81.73 | Simplifying 5435 yields: % 125.19/81.73 | (5436) all_0_586_586 = all_0_618_618 % 125.19/81.73 | % 125.19/81.73 | Combining equations (5436,5432) yields a new equation: % 125.19/81.73 | (5437) all_0_618_618 = e24 % 125.19/81.73 | % 125.19/81.73 | Simplifying 5437 yields: % 125.19/81.73 | (5438) all_0_618_618 = e24 % 125.19/81.73 | % 125.19/81.73 | Combining equations (5438,5431) yields a new equation: % 125.19/81.73 | (5439) all_0_585_585 = e24 % 125.19/81.73 | % 125.19/81.74 | Equations (3234) can reduce 1710 to: % 125.19/81.74 | (3297) ~ (all_0_661_661 = e25) % 125.19/81.74 | % 125.19/81.74 | Equations (3234) can reduce 202 to: % 125.19/81.74 | (5441) ~ (all_0_664_664 = e25) % 125.19/81.74 | % 125.19/81.74 | Simplifying 5441 yields: % 125.19/81.74 | (3499) ~ (all_0_664_664 = e25) % 125.19/81.74 | % 125.19/81.74 | Equations (3234) can reduce 507 to: % 125.19/81.74 | (2810) ~ (all_0_689_689 = e25) % 125.19/81.74 | % 125.19/81.74 | Simplifying 2810 yields: % 125.19/81.74 | (2811) ~ (all_0_689_689 = e25) % 125.19/81.74 | % 125.19/81.74 | Equations (3234) can reduce 3218 to: % 125.19/81.74 | (5445) ~ (e26 = e25) % 125.19/81.74 | % 125.19/81.74 | Simplifying 5445 yields: % 125.19/81.74 | (950) ~ (e26 = e25) % 125.19/81.74 | % 125.19/81.74 | Equations (3234) can reduce 3211 to: % 125.19/81.74 | (169) ~ (e25 = e24) % 125.19/81.74 | % 125.19/81.74 | Equations (3234) can reduce 1383 to: % 125.19/81.74 | (1480) ~ (e25 = e23) % 125.19/81.74 | % 125.19/81.74 | Equations (3234) can reduce 2983 to: % 125.19/81.74 | (1558) ~ (e25 = e22) % 125.19/81.74 | % 125.19/81.74 | From (5439) and (1832) follows: % 125.19/81.74 | (5450) op2(all_0_582_582, e24) = all_0_161_161 % 125.19/81.74 | % 125.19/81.74 | From (5432) and (476) follows: % 125.19/81.74 | (5451) op2(all_0_582_582, e24) = all_0_163_163 % 125.19/81.74 | % 125.19/81.74 | From (5427) and (835) follows: % 125.19/81.74 | (5417) op2(all_0_582_582, e24) = all_0_153_153 % 125.19/81.74 | % 125.19/81.74 | From (5432) and (1810) follows: % 125.19/81.74 | (5453) op2(all_0_583_583, e24) = all_0_177_177 % 125.19/81.74 | % 125.19/81.74 | From (5432) and (1590) follows: % 125.19/81.74 | (5454) op2(all_0_584_584, e24) = all_0_190_190 % 125.19/81.74 | % 125.19/81.74 | From (5439) and (357) follows: % 125.19/81.74 | (5455) op2(e24, all_0_582_582) = all_0_195_195 % 125.19/81.74 | % 125.19/81.74 | From (5439)(5439) and (952) follows: % 125.19/81.74 | (5456) op2(e24, e24) = all_0_201_201 % 125.19/81.74 | % 125.19/81.74 | From (5439)(5432) and (1433) follows: % 125.19/81.74 | (5457) op2(e24, e24) = all_0_203_203 % 125.19/81.74 | % 125.19/81.74 | From (5439) and (5418) follows: % 125.19/81.74 | (5458) op2(e24, e24) = all_0_584_584 % 125.19/81.74 | % 125.19/81.74 | From (5432) and (1659) follows: % 125.19/81.74 | (5459) op2(e24, all_0_582_582) = all_0_209_209 % 125.19/81.74 | % 125.19/81.74 | From (5432) and (597) follows: % 125.19/81.74 | (5460) op2(e24, all_0_584_584) = all_0_213_213 % 125.19/81.74 | % 125.19/81.74 | From (5432)(5439) and (762) follows: % 125.19/81.74 | (5461) op2(e24, e24) = all_0_215_215 % 125.19/81.74 | % 125.19/81.74 | From (5432)(5432) and (519) follows: % 125.19/81.74 | (5462) op2(e24, e24) = all_0_217_217 % 125.19/81.74 | % 125.19/81.74 | From (5432) and (5419) follows: % 125.19/81.74 | (5463) op2(e24, e24) = all_0_207_207 % 125.19/81.74 | % 125.19/81.74 | From (5433) and (1023) follows: % 125.19/81.74 | (5464) op2(all_0_662_662, e22) = e21 % 125.19/81.74 | % 125.19/81.74 | From (3234) and (54) follows: % 125.19/81.75 | (5465) op2(e25, e24) = all_0_637_637 % 125.19/81.75 | % 125.19/81.75 | From (5428) and (1032) follows: % 125.19/81.75 | (5420) op2(e24, all_0_582_582) = all_0_141_141 % 125.19/81.75 | % 125.19/81.75 | From (5429) and (5421) follows: % 125.19/81.75 | (1628) op2(e24, all_0_583_583) = all_0_582_582 % 125.19/81.75 | % 125.19/81.75 | From (5439) and (178) follows: % 125.19/81.75 | (5468) op2(e24, e24) = all_0_583_583 % 125.19/81.75 | % 125.19/81.75 | From (5432) and (5422) follows: % 125.19/81.75 | (5469) op2(e24, e24) = all_0_149_149 % 125.19/81.75 | % 125.19/81.75 | From (5438) and (5424) follows: % 125.19/81.75 | (5426) op2(e24, e24) = e24 % 125.19/81.75 | % 125.19/81.75 | From (5433) and (5394) follows: % 125.19/81.75 | (1655) op2(e24, e22) = all_0_662_662 % 125.19/81.75 | % 125.19/81.75 | From (3234) and (758) follows: % 125.19/81.75 | (5395) op2(e24, e21) = e25 % 125.19/81.75 | % 125.19/81.75 +-Applying beta-rule and splitting (126), into two cases. % 125.19/81.75 |-Branch one: % 125.19/81.75 | (2938) all_0_689_689 = e21 % 125.19/81.75 | % 125.19/81.75 | Equations (2938) can reduce 2799 to: % 125.19/81.75 | (1975) $false % 125.19/81.75 | % 125.19/81.75 |-The branch is then unsatisfiable % 125.19/81.75 |-Branch two: % 125.19/81.75 | (2799) ~ (all_0_689_689 = e21) % 125.19/81.75 | (2941) all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 | all_0_689_689 = e20 % 125.19/81.75 | % 125.19/81.75 +-Applying beta-rule and splitting (2941), into two cases. % 125.19/81.75 |-Branch one: % 125.19/81.75 | (3126) all_0_689_689 = e20 % 125.19/81.75 | % 125.19/81.75 | Equations (3126) can reduce 616 to: % 125.19/81.75 | (3538) ~ (all_0_686_686 = e20) % 125.19/81.75 | % 125.19/81.75 | Equations (3126) can reduce 1335 to: % 125.19/81.75 | (5479) ~ (all_0_687_687 = e20) % 125.19/81.75 | % 125.19/81.75 | Equations (3126) can reduce 884 to: % 125.19/81.75 | (3539) ~ (all_0_688_688 = e20) % 125.19/81.75 | % 125.19/81.75 | Equations (3126) can reduce 3125 to: % 125.19/81.75 | (5481) ~ (e24 = e20) % 125.19/81.75 | % 125.19/81.75 | Simplifying 5481 yields: % 125.19/81.75 | (633) ~ (e24 = e20) % 125.19/81.75 | % 125.19/81.75 | From (3126) and (1515) follows: % 125.19/81.75 | (5483) op2(e20, e20) = all_0_641_641 % 125.19/81.75 | % 125.19/81.75 | From (3126) and (663) follows: % 125.19/81.75 | (5484) op2(e20, e21) = e20 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with all_0_582_582, e24, all_0_161_161, all_0_153_153 and discharging atoms op2(all_0_582_582, e24) = all_0_153_153, op2(all_0_582_582, e24) = all_0_161_161, yields: % 125.19/81.75 | (5485) all_0_153_153 = all_0_161_161 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with all_0_582_582, e24, all_0_163_163, all_0_153_153 and discharging atoms op2(all_0_582_582, e24) = all_0_153_153, op2(all_0_582_582, e24) = all_0_163_163, yields: % 125.19/81.75 | (5486) all_0_153_153 = all_0_163_163 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e25, e24, all_0_637_637, e26 and discharging atoms op2(e25, e24) = all_0_637_637, op2(e25, e24) = e26, yields: % 125.19/81.75 | (5487) all_0_637_637 = e26 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, all_0_582_582, all_0_195_195, all_0_141_141 and discharging atoms op2(e24, all_0_582_582) = all_0_141_141, op2(e24, all_0_582_582) = all_0_195_195, yields: % 125.19/81.75 | (5488) all_0_141_141 = all_0_195_195 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, all_0_582_582, all_0_209_209, all_0_141_141 and discharging atoms op2(e24, all_0_582_582) = all_0_141_141, op2(e24, all_0_582_582) = all_0_209_209, yields: % 125.19/81.75 | (5489) all_0_141_141 = all_0_209_209 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_149_149, e24 and discharging atoms op2(e24, e24) = all_0_149_149, op2(e24, e24) = e24, yields: % 125.19/81.75 | (5490) all_0_149_149 = e24 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_201_201, all_0_149_149 and discharging atoms op2(e24, e24) = all_0_149_149, op2(e24, e24) = all_0_201_201, yields: % 125.19/81.75 | (5491) all_0_149_149 = all_0_201_201 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_203_203, all_0_201_201 and discharging atoms op2(e24, e24) = all_0_201_201, op2(e24, e24) = all_0_203_203, yields: % 125.19/81.75 | (5492) all_0_201_201 = all_0_203_203 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_215_215, all_0_203_203 and discharging atoms op2(e24, e24) = all_0_203_203, op2(e24, e24) = all_0_215_215, yields: % 125.19/81.75 | (5493) all_0_203_203 = all_0_215_215 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_215_215, all_0_207_207 and discharging atoms op2(e24, e24) = all_0_207_207, op2(e24, e24) = all_0_215_215, yields: % 125.19/81.75 | (5494) all_0_207_207 = all_0_215_215 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_217_217, all_0_207_207 and discharging atoms op2(e24, e24) = all_0_207_207, op2(e24, e24) = all_0_217_217, yields: % 125.19/81.75 | (5495) all_0_207_207 = all_0_217_217 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_583_583, all_0_215_215 and discharging atoms op2(e24, e24) = all_0_215_215, op2(e24, e24) = all_0_583_583, yields: % 125.19/81.75 | (5496) all_0_215_215 = all_0_583_583 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e24, e24, all_0_584_584, all_0_583_583 and discharging atoms op2(e24, e24) = all_0_583_583, op2(e24, e24) = all_0_584_584, yields: % 125.19/81.75 | (5497) all_0_583_583 = all_0_584_584 % 125.19/81.75 | % 125.19/81.75 | Instantiating formula (364) with e20, e20, all_0_641_641, all_0_690_690 and discharging atoms op2(e20, e20) = all_0_641_641, op2(e20, e20) = all_0_690_690, yields: % 125.19/81.75 | (5498) all_0_641_641 = all_0_690_690 % 125.19/81.75 | % 125.19/81.75 | Combining equations (5488,5489) yields a new equation: % 125.19/81.76 | (5499) all_0_195_195 = all_0_209_209 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5499 yields: % 125.19/81.76 | (5500) all_0_195_195 = all_0_209_209 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5491,5490) yields a new equation: % 125.19/81.76 | (5501) all_0_201_201 = e24 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5501 yields: % 125.19/81.76 | (5502) all_0_201_201 = e24 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5485,5486) yields a new equation: % 125.19/81.76 | (5503) all_0_161_161 = all_0_163_163 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5503 yields: % 125.19/81.76 | (5504) all_0_161_161 = all_0_163_163 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5492,5502) yields a new equation: % 125.19/81.76 | (5505) all_0_203_203 = e24 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5505 yields: % 125.19/81.76 | (5506) all_0_203_203 = e24 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5493,5506) yields a new equation: % 125.19/81.76 | (5507) all_0_215_215 = e24 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5507 yields: % 125.19/81.76 | (5508) all_0_215_215 = e24 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5494,5495) yields a new equation: % 125.19/81.76 | (5509) all_0_215_215 = all_0_217_217 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5509 yields: % 125.19/81.76 | (5510) all_0_215_215 = all_0_217_217 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5508,5510) yields a new equation: % 125.19/81.76 | (5511) all_0_217_217 = e24 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5496,5510) yields a new equation: % 125.19/81.76 | (5512) all_0_217_217 = all_0_583_583 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5512,5511) yields a new equation: % 125.19/81.76 | (5513) all_0_583_583 = e24 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5513 yields: % 125.19/81.76 | (5514) all_0_583_583 = e24 % 125.19/81.76 | % 125.19/81.76 | Combining equations (5497,5514) yields a new equation: % 125.19/81.76 | (5515) all_0_584_584 = e24 % 125.19/81.76 | % 125.19/81.76 | Simplifying 5515 yields: % 125.19/81.76 | (5516) all_0_584_584 = e24 % 125.19/81.76 | % 125.19/81.76 | From (5504) and (5450) follows: % 125.19/81.76 | (5451) op2(all_0_582_582, e24) = all_0_163_163 % 125.19/81.76 | % 125.19/81.76 | From (5514)(5514) and (315) follows: % 125.19/81.76 | (5518) op2(e24, e24) = all_0_171_171 % 125.19/81.76 | % 125.19/81.76 | From (5514)(5516) and (1113) follows: % 125.19/81.76 | (5519) op2(e24, e24) = all_0_173_173 % 125.19/81.76 | % 125.19/81.76 | From (5514) and (5453) follows: % 125.19/81.76 | (5520) op2(e24, e24) = all_0_177_177 % 125.19/81.76 | % 125.19/81.76 | From (5516)(5514) and (877) follows: % 125.19/81.76 | (5521) op2(e24, e24) = all_0_184_184 % 125.19/81.76 | % 125.19/81.76 | From (5516)(5516) and (1817) follows: % 125.19/81.76 | (5522) op2(e24, e24) = all_0_186_186 % 125.19/81.76 | % 125.19/81.76 | From (5516) and (5454) follows: % 125.19/81.77 | (5523) op2(e24, e24) = all_0_190_190 % 125.19/81.77 | % 125.19/81.77 | From (5487) and (283) follows: % 125.19/81.77 | (1970) op2(e26, e24) = e21 % 125.19/81.77 | % 125.19/81.77 | From (5498) and (977) follows: % 125.19/81.77 | (5525) op2(all_0_690_690, e20) = e21 % 125.19/81.77 | % 125.19/81.77 | From (5487) and (5465) follows: % 125.19/81.77 | (4953) op2(e25, e24) = e26 % 125.19/81.77 | % 125.19/81.77 | From (5500) and (5455) follows: % 125.19/81.77 | (5459) op2(e24, all_0_582_582) = all_0_209_209 % 125.19/81.77 | % 125.19/81.77 | From (5514) and (1628) follows: % 125.19/81.77 | (5528) op2(e24, e24) = all_0_582_582 % 125.19/81.77 | % 125.19/81.77 | From (5516) and (5460) follows: % 125.19/81.77 | (5529) op2(e24, e24) = all_0_213_213 % 125.19/81.77 | % 125.19/81.77 | From (5516) and (5458) follows: % 125.19/81.77 | (5426) op2(e24, e24) = e24 % 125.19/81.77 | % 125.19/81.77 | From (5498) and (5483) follows: % 125.19/81.77 | (434) op2(e20, e20) = all_0_690_690 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with all_0_690_690, e20, e21, all_0_648_648 and discharging atoms op2(all_0_690_690, e20) = all_0_648_648, op2(all_0_690_690, e20) = e21, yields: % 125.19/81.77 | (5532) all_0_648_648 = e21 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_173_173, e24 and discharging atoms op2(e24, e24) = all_0_173_173, op2(e24, e24) = e24, yields: % 125.19/81.77 | (5533) all_0_173_173 = e24 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_177_177, all_0_171_171 and discharging atoms op2(e24, e24) = all_0_171_171, op2(e24, e24) = all_0_177_177, yields: % 125.19/81.77 | (5534) all_0_171_171 = all_0_177_177 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_177_177, all_0_173_173 and discharging atoms op2(e24, e24) = all_0_173_173, op2(e24, e24) = all_0_177_177, yields: % 125.19/81.77 | (5535) all_0_173_173 = all_0_177_177 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_184_184, all_0_171_171 and discharging atoms op2(e24, e24) = all_0_171_171, op2(e24, e24) = all_0_184_184, yields: % 125.19/81.77 | (5536) all_0_171_171 = all_0_184_184 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_190_190, all_0_186_186 and discharging atoms op2(e24, e24) = all_0_186_186, op2(e24, e24) = all_0_190_190, yields: % 125.19/81.77 | (5537) all_0_186_186 = all_0_190_190 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_213_213, all_0_171_171 and discharging atoms op2(e24, e24) = all_0_171_171, op2(e24, e24) = all_0_213_213, yields: % 125.19/81.77 | (5538) all_0_171_171 = all_0_213_213 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_213_213, all_0_190_190 and discharging atoms op2(e24, e24) = all_0_190_190, op2(e24, e24) = all_0_213_213, yields: % 125.19/81.77 | (5539) all_0_190_190 = all_0_213_213 % 125.19/81.77 | % 125.19/81.77 | Instantiating formula (364) with e24, e24, all_0_582_582, all_0_186_186 and discharging atoms op2(e24, e24) = all_0_186_186, op2(e24, e24) = all_0_582_582, yields: % 125.19/81.77 | (5540) all_0_186_186 = all_0_582_582 % 125.19/81.77 | % 125.19/81.77 | Combining equations (5538,5536) yields a new equation: % 125.19/81.77 | (5541) all_0_184_184 = all_0_213_213 % 125.19/81.77 | % 125.19/81.77 | Combining equations (5534,5536) yields a new equation: % 125.19/81.77 | (5542) all_0_177_177 = all_0_184_184 % 125.19/81.77 | % 125.19/81.77 | Simplifying 5542 yields: % 125.19/81.77 | (5543) all_0_177_177 = all_0_184_184 % 125.19/81.77 | % 125.19/81.77 | Combining equations (5535,5533) yields a new equation: % 125.19/81.77 | (5544) all_0_177_177 = e24 % 125.19/81.77 | % 125.19/81.77 | Simplifying 5544 yields: % 125.19/81.77 | (5545) all_0_177_177 = e24 % 125.19/81.77 | % 125.19/81.77 | Combining equations (5543,5545) yields a new equation: % 125.19/81.77 | (5546) all_0_184_184 = e24 % 125.19/81.77 | % 125.19/81.77 | Simplifying 5546 yields: % 125.19/81.77 | (5547) all_0_184_184 = e24 % 125.19/81.77 | % 125.19/81.77 | Combining equations (5541,5547) yields a new equation: % 125.19/81.77 | (5548) all_0_213_213 = e24 % 125.19/81.77 | % 125.19/81.77 | Simplifying 5548 yields: % 125.19/81.77 | (5549) all_0_213_213 = e24 % 125.19/81.77 | % 125.19/81.77 | Combining equations (5537,5540) yields a new equation: % 125.19/81.77 | (5550) all_0_190_190 = all_0_582_582 % 125.19/81.77 | % 125.19/81.77 | Simplifying 5550 yields: % 125.19/81.77 | (5551) all_0_190_190 = all_0_582_582 % 125.19/81.78 | % 125.19/81.78 | Combining equations (5539,5551) yields a new equation: % 125.19/81.78 | (5552) all_0_213_213 = all_0_582_582 % 125.19/81.78 | % 125.19/81.78 | Simplifying 5552 yields: % 125.19/81.78 | (5553) all_0_213_213 = all_0_582_582 % 125.19/81.78 | % 125.19/81.78 | Combining equations (5553,5549) yields a new equation: % 125.19/81.78 | (5554) all_0_582_582 = e24 % 125.19/81.78 | % 125.19/81.78 | Simplifying 5554 yields: % 125.19/81.78 | (5555) all_0_582_582 = e24 % 125.19/81.78 | % 125.19/81.78 | From (5555)(5555) and (649) follows: % 125.19/81.78 | (5556) op2(e24, e24) = all_0_155_155 % 125.19/81.78 | % 125.19/81.78 | From (5555) and (5451) follows: % 125.19/81.78 | (5557) op2(e24, e24) = all_0_163_163 % 125.19/81.78 | % 125.19/81.78 | From (5532) and (101) follows: % 125.19/81.78 | (5558) op2(e21, e20) = e20 % 125.19/81.78 | % 125.19/81.78 | From (5532) and (1531) follows: % 125.19/81.78 | (5525) op2(all_0_690_690, e20) = e21 % 125.19/81.78 | % 125.19/81.78 | From (5555) and (5459) follows: % 125.19/81.78 | (5560) op2(e24, e24) = all_0_209_209 % 125.19/81.78 | % 125.19/81.78 | From (5555) and (5528) follows: % 125.19/81.78 | (5426) op2(e24, e24) = e24 % 125.19/81.78 | % 125.19/81.78 | Instantiating formula (364) with e24, e24, all_0_163_163, e24 and discharging atoms op2(e24, e24) = all_0_163_163, op2(e24, e24) = e24, yields: % 125.19/81.78 | (5562) all_0_163_163 = e24 % 125.19/81.78 | % 125.19/81.78 | Instantiating formula (364) with e24, e24, all_0_163_163, all_0_155_155 and discharging atoms op2(e24, e24) = all_0_155_155, op2(e24, e24) = all_0_163_163, yields: % 125.19/81.78 | (5563) all_0_155_155 = all_0_163_163 % 125.19/81.78 | % 125.19/81.78 | Instantiating formula (364) with e24, e24, all_0_209_209, all_0_155_155 and discharging atoms op2(e24, e24) = all_0_155_155, op2(e24, e24) = all_0_209_209, yields: % 125.19/81.78 | (5564) all_0_155_155 = all_0_209_209 % 125.19/81.78 | % 125.19/81.78 | Instantiating formula (364) with e21, e20, e20, all_0_683_683 and discharging atoms op2(e21, e20) = all_0_683_683, op2(e21, e20) = e20, yields: % 125.19/81.78 | (5565) all_0_683_683 = e20 % 125.19/81.78 | % 125.19/81.78 | Combining equations (5563,5564) yields a new equation: % 125.19/81.78 | (5566) all_0_163_163 = all_0_209_209 % 125.19/81.78 | % 125.19/81.78 | Simplifying 5566 yields: % 125.19/81.78 | (5567) all_0_163_163 = all_0_209_209 % 125.19/81.78 | % 125.19/81.78 | Combining equations (5567,5562) yields a new equation: % 125.19/81.78 | (5568) all_0_209_209 = e24 % 125.19/81.78 | % 125.19/81.78 | Simplifying 5568 yields: % 125.19/81.78 | (5569) all_0_209_209 = e24 % 125.19/81.78 | % 125.19/81.78 | Equations (5565) can reduce 970 to: % 125.19/81.78 | (5570) ~ (all_0_671_671 = e20) % 125.19/81.78 | % 125.19/81.78 | Equations (5565) can reduce 1266 to: % 125.19/81.78 | (3537) ~ (all_0_677_677 = e20) % 125.19/81.78 | % 125.19/81.78 | Equations (5565) can reduce 4894 to: % 125.19/81.78 | (2247) ~ (e21 = e20) % 125.19/81.78 | % 125.19/81.78 | Simplifying 2247 yields: % 125.19/81.78 | (360) ~ (e21 = e20) % 125.19/81.78 | % 125.19/81.78 | From (5565) and (1062) follows: % 125.19/81.78 | (5574) op2(e20, e21) = all_0_647_647 % 125.19/81.78 | % 125.19/81.78 | From (5569) and (5560) follows: % 125.19/81.78 | (5426) op2(e24, e24) = e24 % 125.19/81.78 | % 125.19/81.78 | From (5565) and (690) follows: % 125.19/81.78 | (5558) op2(e21, e20) = e20 % 125.19/81.78 | % 125.19/81.78 +-Applying beta-rule and splitting (1348), into two cases. % 125.19/81.78 |-Branch one: % 125.19/81.78 | (3279) all_0_657_657 = e24 % 125.19/81.78 | % 125.19/81.78 | Equations (3279) can reduce 1779 to: % 125.19/81.78 | (3096) ~ (all_0_655_655 = e24) % 125.19/81.78 | % 125.19/81.79 | Equations (3279) can reduce 1386 to: % 125.19/81.79 | (5387) ~ (all_0_677_677 = e24) % 125.19/81.79 | % 125.19/81.79 | Simplifying 5387 yields: % 125.19/81.79 | (5388) ~ (all_0_677_677 = e24) % 125.19/81.79 | % 125.19/81.79 | Equations (3279) can reduce 594 to: % 125.19/81.79 | (4991) ~ (all_0_690_690 = e24) % 125.19/81.79 | % 125.19/81.79 | Simplifying 4991 yields: % 125.19/81.79 | (4992) ~ (all_0_690_690 = e24) % 125.19/81.79 | % 125.19/81.79 | From (3279)(3279) and (5215) follows: % 125.19/81.79 | (5583) op2(e24, e24) = all_0_65_65 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5217) follows: % 125.19/81.79 | (5584) op2(e24, e26) = all_0_71_71 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (766) follows: % 125.19/81.79 | (3612) op2(e24, e25) = all_0_643_643 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5372) follows: % 125.19/81.79 | (5586) op2(e24, e22) = all_0_73_73 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5219) follows: % 125.19/81.79 | (5587) op2(e24, e21) = all_0_63_63 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5224) follows: % 125.19/81.79 | (5588) op2(e26, e24) = all_0_105_105 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5226) follows: % 125.19/81.79 | (5589) op2(e25, e24) = all_0_42_42 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (1464) follows: % 125.19/81.79 | (5590) op2(e25, e20) = e24 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5228) follows: % 125.19/81.79 | (5591) op2(e23, e24) = all_0_92_92 % 125.19/81.79 | % 125.19/81.79 | From (3279) and (5367) follows: % 125.56/81.79 | (5592) op2(e22, e24) = all_0_119_119 % 125.56/81.79 | % 125.56/81.79 | From (3279) and (5230) follows: % 125.56/81.79 | (5593) op2(e21, e24) = all_0_51_51 % 125.56/81.79 | % 125.56/81.79 | From (3279) and (5232) follows: % 125.56/81.79 | (5594) op2(e20, e24) = all_0_79_79 % 125.56/81.79 | % 125.56/81.79 +-Applying beta-rule and splitting (1166), into two cases. % 125.56/81.79 |-Branch one: % 125.56/81.79 | (3049) all_0_653_653 = e25 % 125.56/81.79 | % 125.56/81.79 | Combining equations (4958,3049) yields a new equation: % 125.56/81.79 | (3667) e26 = e25 % 125.56/81.79 | % 125.56/81.79 | Simplifying 3667 yields: % 125.56/81.79 | (2110) e26 = e25 % 125.56/81.79 | % 125.56/81.79 | Equations (2110) can reduce 950 to: % 125.56/81.79 | (1975) $false % 125.56/81.79 | % 125.56/81.79 |-The branch is then unsatisfiable % 125.56/81.79 |-Branch two: % 125.56/81.79 | (3055) ~ (all_0_653_653 = e25) % 125.56/81.79 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 125.56/81.79 | % 125.56/81.79 +-Applying beta-rule and splitting (3056), into two cases. % 125.56/81.79 |-Branch one: % 125.56/81.79 | (2691) all_0_654_654 = e25 % 125.56/81.79 | % 125.56/81.79 | Combining equations (2624,2691) yields a new equation: % 125.56/81.79 | (2087) e25 = e23 % 125.56/81.79 | % 125.56/81.79 | Equations (2087) can reduce 1480 to: % 125.56/81.79 | (1975) $false % 125.56/81.79 | % 125.56/81.79 |-The branch is then unsatisfiable % 125.56/81.79 |-Branch two: % 125.56/81.79 | (2580) ~ (all_0_654_654 = e25) % 125.56/81.79 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 125.56/81.79 | % 125.56/81.79 +-Applying beta-rule and splitting (3072), into two cases. % 125.56/81.79 |-Branch one: % 125.56/81.79 | (3073) all_0_655_655 = e25 % 125.56/81.79 | % 125.56/81.79 | Equations (3073) can reduce 1598 to: % 125.56/81.79 | (3298) ~ (all_0_662_662 = e25) % 125.56/81.79 | % 125.56/81.80 | Simplifying 3298 yields: % 125.56/81.80 | (3299) ~ (all_0_662_662 = e25) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 789 to: % 125.56/81.80 | (5609) ~ (all_0_675_675 = e25) % 125.56/81.80 | % 125.56/81.80 | Simplifying 5609 yields: % 125.56/81.80 | (511) ~ (all_0_675_675 = e25) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 1647 to: % 125.56/81.80 | (3079) ~ (all_0_681_681 = e25) % 125.56/81.80 | % 125.56/81.80 | Simplifying 3079 yields: % 125.56/81.80 | (3080) ~ (all_0_681_681 = e25) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 4964 to: % 125.56/81.80 | (5445) ~ (e26 = e25) % 125.56/81.80 | % 125.56/81.80 | Simplifying 5445 yields: % 125.56/81.80 | (950) ~ (e26 = e25) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 3096 to: % 125.56/81.80 | (169) ~ (e25 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 3901 to: % 125.56/81.80 | (1480) ~ (e25 = e23) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 5277 to: % 125.56/81.80 | (1558) ~ (e25 = e22) % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 3115 to: % 125.56/81.80 | (239) ~ (e25 = e20) % 125.56/81.80 | % 125.56/81.80 | From (3073) and (767) follows: % 125.56/81.80 | (3081) op2(e25, e25) = all_0_630_630 % 125.56/81.80 | % 125.56/81.80 | From (3073) and (976) follows: % 125.56/81.80 | (5620) op2(e25, e22) = e25 % 125.56/81.80 | % 125.56/81.80 +-Applying beta-rule and splitting (1506), into two cases. % 125.56/81.80 |-Branch one: % 125.56/81.80 | (3092) all_0_655_655 = e24 % 125.56/81.80 | % 125.56/81.80 | Combining equations (3073,3092) yields a new equation: % 125.56/81.80 | (3093) e25 = e24 % 125.56/81.80 | % 125.56/81.80 | Simplifying 3093 yields: % 125.56/81.80 | (3094) e25 = e24 % 125.56/81.80 | % 125.56/81.80 | Equations (3094) can reduce 169 to: % 125.56/81.80 | (1975) $false % 125.56/81.80 | % 125.56/81.80 |-The branch is then unsatisfiable % 125.56/81.80 |-Branch two: % 125.56/81.80 | (3096) ~ (all_0_655_655 = e24) % 125.56/81.80 | (3097) all_0_662_662 = e24 | all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 125.56/81.80 | % 125.56/81.80 | Equations (3073) can reduce 3096 to: % 125.56/81.80 | (169) ~ (e25 = e24) % 125.56/81.80 | % 125.56/81.80 +-Applying beta-rule and splitting (2958), into two cases. % 125.56/81.80 |-Branch one: % 125.56/81.80 | (3129) all_0_679_679 = e24 % 125.56/81.80 | % 125.56/81.80 | Combining equations (3129,4221) yields a new equation: % 125.56/81.80 | (3094) e25 = e24 % 125.56/81.80 | % 125.56/81.80 | Equations (3094) can reduce 169 to: % 125.56/81.80 | (1975) $false % 125.56/81.80 | % 125.56/81.80 |-The branch is then unsatisfiable % 125.56/81.80 |-Branch two: % 125.56/81.80 | (3101) ~ (all_0_679_679 = e24) % 125.56/81.80 | (3132) all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 125.56/81.80 | % 125.56/81.80 +-Applying beta-rule and splitting (3132), into two cases. % 125.56/81.80 |-Branch one: % 125.56/81.80 | (3145) all_0_681_681 = e24 % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 1010 to: % 125.56/81.80 | (3757) ~ (all_0_662_662 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 567 to: % 125.56/81.80 | (4972) ~ (all_0_669_669 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 910 to: % 125.56/81.80 | (5386) ~ (all_0_675_675 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 13 to: % 125.56/81.80 | (4989) ~ (all_0_688_688 = e24) % 125.56/81.80 | % 125.56/81.80 | Simplifying 4989 yields: % 125.56/81.80 | (4990) ~ (all_0_688_688 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 3679 to: % 125.56/81.80 | (2046) ~ (e26 = e24) % 125.56/81.80 | % 125.56/81.80 | Simplifying 2046 yields: % 125.56/81.80 | (1189) ~ (e26 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 3080 to: % 125.56/81.80 | (2947) ~ (e25 = e24) % 125.56/81.80 | % 125.56/81.80 | Simplifying 2947 yields: % 125.56/81.80 | (169) ~ (e25 = e24) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 3520 to: % 125.56/81.80 | (572) ~ (e24 = e23) % 125.56/81.80 | % 125.56/81.80 | Equations (3145) can reduce 3160 to: % 125.56/81.80 | (149) ~ (e24 = e21) % 125.56/81.80 | % 125.56/81.80 | From (3145)(3145) and (5148) follows: % 125.56/81.80 | (5645) op2(e24, e24) = all_0_425_425 % 125.56/81.80 | % 125.56/81.80 | From (3145) and (5149) follows: % 125.56/81.80 | (5646) op2(e24, e26) = all_0_423_423 % 125.56/81.80 | % 125.56/81.80 | From (3145) and (5150) follows: % 125.56/81.80 | (5647) op2(e24, e25) = all_0_431_431 % 125.56/81.80 | % 125.56/81.80 | From (3145) and (5151) follows: % 125.56/81.80 | (5648) op2(e24, e22) = all_0_427_427 % 125.56/81.80 | % 125.56/81.80 | From (3145) and (1523) follows: % 125.56/81.81 | (5649) op2(e24, e21) = all_0_634_634 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (5158) follows: % 125.56/81.81 | (5650) op2(e26, e24) = all_0_411_411 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (5161) follows: % 125.56/81.81 | (5651) op2(e25, e24) = all_0_465_465 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (5164) follows: % 125.56/81.81 | (5652) op2(e23, e24) = all_0_479_479 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (5167) follows: % 125.56/81.81 | (5653) op2(e22, e24) = all_0_439_439 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (5173) follows: % 125.56/81.81 | (5654) op2(e21, e24) = all_0_400_400 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (530) follows: % 125.56/81.81 | (3148) op2(e21, e22) = e24 % 125.56/81.81 | % 125.56/81.81 | From (3145) and (5190) follows: % 125.56/81.81 | (5656) op2(e20, e24) = all_0_452_452 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e26, e24, all_0_105_105, e21 and discharging atoms op2(e26, e24) = all_0_105_105, op2(e26, e24) = e21, yields: % 125.56/81.81 | (5657) all_0_105_105 = e21 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e26, e24, all_0_411_411, all_0_105_105 and discharging atoms op2(e26, e24) = all_0_105_105, op2(e26, e24) = all_0_411_411, yields: % 125.56/81.81 | (5658) all_0_105_105 = all_0_411_411 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e25, e25, all_0_630_630, e21 and discharging atoms op2(e25, e25) = all_0_630_630, op2(e25, e25) = e21, yields: % 125.56/81.81 | (3082) all_0_630_630 = e21 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e25, e24, all_0_42_42, e26 and discharging atoms op2(e25, e24) = all_0_42_42, op2(e25, e24) = e26, yields: % 125.56/81.81 | (5660) all_0_42_42 = e26 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e25, e24, all_0_465_465, all_0_42_42 and discharging atoms op2(e25, e24) = all_0_42_42, op2(e25, e24) = all_0_465_465, yields: % 125.56/81.81 | (5661) all_0_42_42 = all_0_465_465 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e26, all_0_71_71, e21 and discharging atoms op2(e24, e26) = all_0_71_71, op2(e24, e26) = e21, yields: % 125.56/81.81 | (5662) all_0_71_71 = e21 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e26, all_0_423_423, all_0_71_71 and discharging atoms op2(e24, e26) = all_0_71_71, op2(e24, e26) = all_0_423_423, yields: % 125.56/81.81 | (5663) all_0_71_71 = all_0_423_423 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e25, all_0_431_431, e26 and discharging atoms op2(e24, e25) = all_0_431_431, op2(e24, e25) = e26, yields: % 125.56/81.81 | (5664) all_0_431_431 = e26 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e25, all_0_643_643, all_0_431_431 and discharging atoms op2(e24, e25) = all_0_431_431, op2(e24, e25) = all_0_643_643, yields: % 125.56/81.81 | (5665) all_0_431_431 = all_0_643_643 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e24, all_0_65_65, e24 and discharging atoms op2(e24, e24) = all_0_65_65, op2(e24, e24) = e24, yields: % 125.56/81.81 | (5666) all_0_65_65 = e24 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e24, all_0_425_425, all_0_65_65 and discharging atoms op2(e24, e24) = all_0_65_65, op2(e24, e24) = all_0_425_425, yields: % 125.56/81.81 | (5667) all_0_65_65 = all_0_425_425 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e22, all_0_73_73, all_0_662_662 and discharging atoms op2(e24, e22) = all_0_73_73, op2(e24, e22) = all_0_662_662, yields: % 125.56/81.81 | (5668) all_0_73_73 = all_0_662_662 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e22, all_0_427_427, all_0_73_73 and discharging atoms op2(e24, e22) = all_0_73_73, op2(e24, e22) = all_0_427_427, yields: % 125.56/81.81 | (5669) all_0_73_73 = all_0_427_427 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e21, all_0_63_63, e25 and discharging atoms op2(e24, e21) = all_0_63_63, op2(e24, e21) = e25, yields: % 125.56/81.81 | (5670) all_0_63_63 = e25 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e24, e21, all_0_634_634, all_0_63_63 and discharging atoms op2(e24, e21) = all_0_63_63, op2(e24, e21) = all_0_634_634, yields: % 125.56/81.81 | (5671) all_0_63_63 = all_0_634_634 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e23, e24, all_0_92_92, all_0_667_667 and discharging atoms op2(e23, e24) = all_0_92_92, op2(e23, e24) = all_0_667_667, yields: % 125.56/81.81 | (5672) all_0_92_92 = all_0_667_667 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e23, e24, all_0_479_479, all_0_92_92 and discharging atoms op2(e23, e24) = all_0_92_92, op2(e23, e24) = all_0_479_479, yields: % 125.56/81.81 | (5673) all_0_92_92 = all_0_479_479 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e22, e24, all_0_119_119, all_0_673_673 and discharging atoms op2(e22, e24) = all_0_119_119, op2(e22, e24) = all_0_673_673, yields: % 125.56/81.81 | (5674) all_0_119_119 = all_0_673_673 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e22, e24, all_0_439_439, all_0_119_119 and discharging atoms op2(e22, e24) = all_0_119_119, op2(e22, e24) = all_0_439_439, yields: % 125.56/81.81 | (5675) all_0_119_119 = all_0_439_439 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e21, e24, all_0_51_51, e25 and discharging atoms op2(e21, e24) = all_0_51_51, op2(e21, e24) = e25, yields: % 125.56/81.81 | (5676) all_0_51_51 = e25 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e21, e24, all_0_400_400, all_0_51_51 and discharging atoms op2(e21, e24) = all_0_51_51, op2(e21, e24) = all_0_400_400, yields: % 125.56/81.81 | (5677) all_0_51_51 = all_0_400_400 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e20, e24, all_0_79_79, all_0_686_686 and discharging atoms op2(e20, e24) = all_0_79_79, op2(e20, e24) = all_0_686_686, yields: % 125.56/81.81 | (5678) all_0_79_79 = all_0_686_686 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e20, e24, all_0_452_452, all_0_79_79 and discharging atoms op2(e20, e24) = all_0_79_79, op2(e20, e24) = all_0_452_452, yields: % 125.56/81.81 | (5679) all_0_79_79 = all_0_452_452 % 125.56/81.81 | % 125.56/81.81 | Instantiating formula (364) with e20, e21, all_0_647_647, e20 and discharging atoms op2(e20, e21) = all_0_647_647, op2(e20, e21) = e20, yields: % 125.56/81.81 | (5680) all_0_647_647 = e20 % 125.56/81.81 | % 125.56/81.81 | Combining equations (5661,5660) yields a new equation: % 125.56/81.81 | (5681) all_0_465_465 = e26 % 125.56/81.81 | % 125.56/81.81 | Simplifying 5681 yields: % 125.56/81.81 | (5682) all_0_465_465 = e26 % 125.56/81.81 | % 125.56/81.82 | Combining equations (5677,5676) yields a new equation: % 125.56/81.82 | (5683) all_0_400_400 = e25 % 125.56/81.82 | % 125.56/81.82 | Simplifying 5683 yields: % 125.56/81.82 | (5684) all_0_400_400 = e25 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5670,5671) yields a new equation: % 125.56/81.82 | (5685) all_0_634_634 = e25 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5667,5666) yields a new equation: % 125.56/81.82 | (5686) all_0_425_425 = e24 % 125.56/81.82 | % 125.56/81.82 | Simplifying 5686 yields: % 125.56/81.82 | (5687) all_0_425_425 = e24 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5662,5663) yields a new equation: % 125.56/81.82 | (5688) all_0_423_423 = e21 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5668,5669) yields a new equation: % 125.56/81.82 | (5689) all_0_427_427 = all_0_662_662 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5679,5678) yields a new equation: % 125.56/81.82 | (5690) all_0_452_452 = all_0_686_686 % 125.56/81.82 | % 125.56/81.82 | Simplifying 5690 yields: % 125.56/81.82 | (5691) all_0_452_452 = all_0_686_686 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5672,5673) yields a new equation: % 125.56/81.82 | (5692) all_0_479_479 = all_0_667_667 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5657,5658) yields a new equation: % 125.56/81.82 | (5693) all_0_411_411 = e21 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5675,5674) yields a new equation: % 125.56/81.82 | (5694) all_0_439_439 = all_0_673_673 % 125.56/81.82 | % 125.56/81.82 | Simplifying 5694 yields: % 125.56/81.82 | (5695) all_0_439_439 = all_0_673_673 % 125.56/81.82 | % 125.56/81.82 | Combining equations (5664,5665) yields a new equation: % 125.56/81.82 | (3704) all_0_643_643 = e26 % 125.56/81.82 | % 125.56/81.82 | From (3082) and (477) follows: % 125.56/81.82 | (1484) op2(e21, e25) = e22 % 125.56/81.82 | % 125.56/81.82 | From (5685) and (1038) follows: % 125.56/81.82 | (5698) op2(e25, e21) = e22 % 125.56/81.82 | % 125.56/81.82 | From (3704) and (487) follows: % 125.56/81.82 | (278) op2(e26, e25) = e20 % 125.56/81.82 | % 125.56/81.82 | From (5693) and (5650) follows: % 125.56/81.82 | (1970) op2(e26, e24) = e21 % 125.56/81.82 | % 125.56/81.82 | From (3082) and (3081) follows: % 125.56/81.82 | (1547) op2(e25, e25) = e21 % 125.56/81.82 | % 125.56/81.82 | From (5682) and (5651) follows: % 125.56/81.82 | (4953) op2(e25, e24) = e26 % 125.56/81.82 | % 125.56/81.82 | From (5688) and (5646) follows: % 125.56/81.82 | (4977) op2(e24, e26) = e21 % 125.56/81.82 | % 125.56/81.82 | From (3704) and (3612) follows: % 125.56/81.82 | (3349) op2(e24, e25) = e26 % 125.56/81.82 | % 125.56/81.82 | From (5687) and (5645) follows: % 125.56/81.82 | (5426) op2(e24, e24) = e24 % 125.56/81.82 | % 125.56/81.82 | From (5689) and (5648) follows: % 125.56/81.82 | (1655) op2(e24, e22) = all_0_662_662 % 125.56/81.83 | % 125.56/81.83 | From (5685) and (5649) follows: % 125.56/81.83 | (5395) op2(e24, e21) = e25 % 125.56/81.83 | % 125.56/81.83 | From (5692) and (5652) follows: % 125.56/81.83 | (654) op2(e23, e24) = all_0_667_667 % 125.56/81.83 | % 125.56/81.83 | From (5695) and (5653) follows: % 125.56/81.83 | (569) op2(e22, e24) = all_0_673_673 % 125.56/81.83 | % 125.56/81.83 | From (5684) and (5654) follows: % 125.56/81.83 | (4637) op2(e21, e24) = e25 % 125.56/81.83 | % 125.56/81.83 | From (5691) and (5656) follows: % 125.56/81.83 | (1528) op2(e20, e24) = all_0_686_686 % 125.56/81.83 | % 125.56/81.83 | From (5680) and (5574) follows: % 125.56/81.83 | (5484) op2(e20, e21) = e20 % 125.56/81.83 | % 125.56/81.83 +-Applying beta-rule and splitting (194), into two cases. % 125.56/81.83 |-Branch one: % 125.56/81.83 | (3085) all_0_686_686 = e25 % 125.56/81.83 | % 125.56/81.83 | Equations (3085) can reduce 3285 to: % 125.56/81.83 | (1975) $false % 125.56/81.83 | % 125.56/81.83 |-The branch is then unsatisfiable % 125.56/81.83 |-Branch two: % 125.56/81.83 | (3285) ~ (all_0_686_686 = e25) % 125.56/81.83 | (3286) all_0_687_687 = e25 | all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 125.56/81.83 | % 125.56/81.83 +-Applying beta-rule and splitting (118), into two cases. % 125.56/81.83 |-Branch one: % 125.56/81.83 | (2691) all_0_654_654 = e25 % 125.56/81.83 | % 125.56/81.83 | Combining equations (2624,2691) yields a new equation: % 125.56/81.83 | (2087) e25 = e23 % 125.56/81.83 | % 125.56/81.83 | Equations (2087) can reduce 1480 to: % 125.56/81.83 | (1975) $false % 125.56/81.83 | % 125.56/81.83 |-The branch is then unsatisfiable % 125.56/81.83 |-Branch two: % 125.56/81.83 | (2580) ~ (all_0_654_654 = e25) % 125.56/81.83 | (3048) all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 125.56/81.83 | % 125.56/81.83 +-Applying beta-rule and splitting (1198), into two cases. % 125.56/81.83 |-Branch one: % 125.56/81.83 | (5722) all_0_677_677 = e21 % 125.56/81.83 | % 125.56/81.83 | Equations (5722) can reduce 599 to: % 125.56/81.83 | (4924) ~ (all_0_671_671 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5722) can reduce 1597 to: % 125.56/81.83 | (1961) ~ (all_0_673_673 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5722) can reduce 413 to: % 125.56/81.83 | (2732) ~ (all_0_674_674 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5722) can reduce 154 to: % 125.56/81.83 | (3393) ~ (all_0_690_690 = e21) % 125.56/81.83 | % 125.56/81.83 | Simplifying 3393 yields: % 125.56/81.83 | (3394) ~ (all_0_690_690 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5722) can reduce 3537 to: % 125.56/81.83 | (360) ~ (e21 = e20) % 125.56/81.83 | % 125.56/81.83 | From (5722) and (175) follows: % 125.56/81.83 | (5729) op2(e21, e22) = all_0_646_646 % 125.56/81.83 | % 125.56/81.83 +-Applying beta-rule and splitting (2272), into two cases. % 125.56/81.83 |-Branch one: % 125.56/81.83 | (5730) all_0_686_686 = e21 % 125.56/81.83 | % 125.56/81.83 | Equations (5730) can reduce 1965 to: % 125.56/81.83 | (1975) $false % 125.56/81.83 | % 125.56/81.83 |-The branch is then unsatisfiable % 125.56/81.83 |-Branch two: % 125.56/81.83 | (1965) ~ (all_0_686_686 = e21) % 125.56/81.83 | (5733) all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 125.56/81.83 | % 125.56/81.83 +-Applying beta-rule and splitting (5733), into two cases. % 125.56/81.83 |-Branch one: % 125.56/81.83 | (4099) all_0_687_687 = e21 % 125.56/81.83 | % 125.56/81.83 | Equations (4099) can reduce 3392 to: % 125.56/81.83 | (1975) $false % 125.56/81.83 | % 125.56/81.83 |-The branch is then unsatisfiable % 125.56/81.83 |-Branch two: % 125.56/81.83 | (3392) ~ (all_0_687_687 = e21) % 125.56/81.83 | (5737) all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 125.56/81.83 | % 125.56/81.83 +-Applying beta-rule and splitting (5737), into two cases. % 125.56/81.83 |-Branch one: % 125.56/81.83 | (5738) all_0_688_688 = e21 % 125.56/81.83 | % 125.56/81.83 | Equations (5738) can reduce 1100 to: % 125.56/81.83 | (5739) ~ (all_0_669_669 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5738) can reduce 200 to: % 125.56/81.83 | (5740) ~ (all_0_675_675 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5738) can reduce 164 to: % 125.56/81.83 | (1965) ~ (all_0_686_686 = e21) % 125.56/81.83 | % 125.56/81.83 | Equations (5738) can reduce 107 to: % 125.56/81.84 | (3393) ~ (all_0_690_690 = e21) % 125.56/81.84 | % 125.56/81.84 | Simplifying 3393 yields: % 125.56/81.84 | (3394) ~ (all_0_690_690 = e21) % 125.56/81.84 | % 125.56/81.84 | Equations (5738) can reduce 5212 to: % 125.56/81.84 | (5744) ~ (e26 = e21) % 125.56/81.84 | % 125.56/81.84 | Simplifying 5744 yields: % 125.56/81.84 | (1656) ~ (e26 = e21) % 125.56/81.84 | % 125.56/81.84 | From (5738) and (406) follows: % 125.56/81.84 | (5746) op2(e21, e20) = all_0_635_635 % 125.56/81.84 | % 125.56/81.84 | Instantiating formula (364) with e21, e22, all_0_646_646, e24 and discharging atoms op2(e21, e22) = all_0_646_646, op2(e21, e22) = e24, yields: % 125.56/81.84 | (5747) all_0_646_646 = e24 % 125.56/81.84 | % 125.56/81.84 | Instantiating formula (364) with e21, e20, all_0_635_635, e20 and discharging atoms op2(e21, e20) = all_0_635_635, op2(e21, e20) = e20, yields: % 125.56/81.84 | (5748) all_0_635_635 = e20 % 125.56/81.84 | % 125.56/81.84 | From (5748) and (1418) follows: % 125.56/81.84 | (5749) op2(e20, e20) = e22 % 125.56/81.84 | % 125.56/81.84 | From (5747) and (601) follows: % 125.56/81.84 | (5750) op2(e24, e22) = e20 % 125.56/81.84 | % 125.56/81.84 | From (5748) and (5746) follows: % 125.56/81.84 | (5558) op2(e21, e20) = e20 % 125.56/81.84 | % 125.56/81.84 | Instantiating formula (364) with e24, e22, e20, all_0_662_662 and discharging atoms op2(e24, e22) = all_0_662_662, op2(e24, e22) = e20, yields: % 125.56/81.84 | (3594) all_0_662_662 = e20 % 125.56/81.84 | % 125.56/81.84 | Instantiating formula (364) with e20, e20, e22, all_0_690_690 and discharging atoms op2(e20, e20) = all_0_690_690, op2(e20, e20) = e22, yields: % 125.56/81.84 | (3825) all_0_690_690 = e22 % 125.56/81.84 | % 125.56/81.84 | Equations (3594) can reduce 966 to: % 125.56/81.84 | (3980) ~ (all_0_661_661 = e20) % 125.56/81.84 | % 125.56/81.84 | Equations (3594) can reduce 1451 to: % 125.56/81.84 | (5755) ~ (all_0_669_669 = e20) % 125.56/81.84 | % 125.56/81.84 | Simplifying 5755 yields: % 125.56/81.84 | (3354) ~ (all_0_669_669 = e20) % 125.56/81.84 | % 125.56/81.84 | Equations (3594) can reduce 1387 to: % 125.56/81.84 | (5757) ~ (all_0_675_675 = e20) % 125.56/81.84 | % 125.56/81.84 | Simplifying 5757 yields: % 125.56/81.84 | (3775) ~ (all_0_675_675 = e20) % 125.56/81.84 | % 125.56/81.84 | Equations (3594) can reduce 3642 to: % 125.56/81.84 | (3357) ~ (e26 = e20) % 125.56/81.84 | % 125.56/81.84 | Simplifying 3357 yields: % 125.56/81.84 | (443) ~ (e26 = e20) % 125.56/81.84 | % 125.56/81.84 | Equations (3594) can reduce 3299 to: % 125.56/81.84 | (3453) ~ (e25 = e20) % 125.56/81.84 | % 125.56/81.84 | Simplifying 3453 yields: % 125.56/81.84 | (239) ~ (e25 = e20) % 125.56/81.84 | % 125.56/81.84 | Equations (3594) can reduce 3757 to: % 125.56/81.84 | (5481) ~ (e24 = e20) % 125.56/81.84 | % 125.56/81.84 | Simplifying 5481 yields: % 125.56/81.84 | (633) ~ (e24 = e20) % 125.56/81.84 | % 125.56/81.84 | Equations (3825) can reduce 1479 to: % 125.56/81.84 | (3819) ~ (all_0_671_671 = e22) % 125.56/81.84 | % 125.56/81.84 | Equations (3825) can reduce 80 to: % 125.56/81.84 | (3957) ~ (all_0_686_686 = e22) % 125.56/81.84 | % 125.56/81.84 | Equations (3825) can reduce 2021 to: % 125.56/81.84 | (5259) ~ (e26 = e22) % 125.56/81.84 | % 125.56/81.84 | Simplifying 5259 yields: % 125.56/81.84 | (792) ~ (e26 = e22) % 125.56/81.84 | % 125.56/81.84 | Equations (3825) can reduce 4992 to: % 125.56/81.84 | (3013) ~ (e24 = e22) % 125.56/81.84 | % 125.56/81.84 | Simplifying 3013 yields: % 125.56/81.84 | (784) ~ (e24 = e22) % 125.56/81.84 | % 125.56/81.84 | Equations (3825) can reduce 3394 to: % 125.56/81.84 | (359) ~ (e22 = e21) % 125.56/81.84 | % 125.56/81.84 | From (3825) and (881) follows: % 125.56/81.84 | (5772) op2(all_0_602_602, e22) = all_0_513_513 % 125.56/81.84 | % 125.56/81.84 | From (3825) and (533) follows: % 125.56/81.84 | (5773) op2(all_0_604_604, e22) = all_0_541_541 % 125.56/81.84 | % 125.56/81.84 | From (3825) and (1048) follows: % 125.56/81.84 | (5774) op2(all_0_605_605, e22) = all_0_604_604 % 125.56/81.84 | % 125.56/81.84 | From (3825) and (1790) follows: % 125.56/81.84 | (5775) op2(all_0_606_606, e22) = all_0_567_567 % 125.56/81.84 | % 125.56/81.84 | From (3594) and (1602) follows: % 125.56/81.85 | (5776) op2(e20, e24) = all_0_631_631 % 125.56/81.85 | % 125.56/81.85 | From (3594) and (5464) follows: % 125.56/81.85 | (5777) op2(e20, e22) = e21 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (31) follows: % 125.56/81.85 | (5778) op2(e22, all_0_602_602) = all_0_501_501 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (643) follows: % 125.56/81.85 | (5779) op2(e22, all_0_604_604) = all_0_505_505 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (1780) follows: % 125.56/81.85 | (5780) op2(e22, all_0_605_605) = all_0_507_507 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (1823) follows: % 125.56/81.85 | (5781) op2(e22, all_0_606_606) = all_0_509_509 % 125.56/81.85 | % 125.56/81.85 | From (3825)(3825) and (246) follows: % 125.56/81.85 | (5782) op2(e22, e22) = all_0_605_605 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (5525) follows: % 125.56/81.85 | (5783) op2(e22, e20) = e21 % 125.56/81.85 | % 125.56/81.85 | From (3594) and (1655) follows: % 125.56/81.85 | (5750) op2(e24, e22) = e20 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (539) follows: % 125.56/81.85 | (5785) op2(e20, e22) = all_0_606_606 % 125.56/81.85 | % 125.56/81.85 | From (3825) and (434) follows: % 125.56/81.85 | (5749) op2(e20, e20) = e22 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (1235), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (3061) all_0_657_657 = e25 % 125.56/81.85 | % 125.56/81.85 | Combining equations (3279,3061) yields a new equation: % 125.56/81.85 | (3094) e25 = e24 % 125.56/81.85 | % 125.56/81.85 | Equations (3094) can reduce 169 to: % 125.56/81.85 | (1975) $false % 125.56/81.85 | % 125.56/81.85 |-The branch is then unsatisfiable % 125.56/81.85 |-Branch two: % 125.56/81.85 | (3067) ~ (all_0_657_657 = e25) % 125.56/81.85 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (1786), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (3415) all_0_658_658 = e22 % 125.56/81.85 | % 125.56/81.85 | Combining equations (2059,3415) yields a new equation: % 125.56/81.85 | (1990) e22 = e21 % 125.56/81.85 | % 125.56/81.85 | Equations (1990) can reduce 359 to: % 125.56/81.85 | (1975) $false % 125.56/81.85 | % 125.56/81.85 |-The branch is then unsatisfiable % 125.56/81.85 |-Branch two: % 125.56/81.85 | (4050) ~ (all_0_658_658 = e22) % 125.56/81.85 | (5796) all_0_660_660 = e22 | all_0_661_661 = e22 | all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (396), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (3546) all_0_657_657 = e23 % 125.56/81.85 | % 125.56/81.85 | Combining equations (3279,3546) yields a new equation: % 125.56/81.85 | (3682) e24 = e23 % 125.56/81.85 | % 125.56/81.85 | Simplifying 3682 yields: % 125.56/81.85 | (2028) e24 = e23 % 125.56/81.85 | % 125.56/81.85 | Equations (2028) can reduce 572 to: % 125.56/81.85 | (1975) $false % 125.56/81.85 | % 125.56/81.85 |-The branch is then unsatisfiable % 125.56/81.85 |-Branch two: % 125.56/81.85 | (3327) ~ (all_0_657_657 = e23) % 125.56/81.85 | (3549) all_0_664_664 = e23 | all_0_671_671 = e23 | all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (3549), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (3550) all_0_664_664 = e23 % 125.56/81.85 | % 125.56/81.85 | Equations (3550) can reduce 64 to: % 125.56/81.85 | (1999) ~ (all_0_661_661 = e23) % 125.56/81.85 | % 125.56/81.85 | From (3550) and (1075) follows: % 125.56/81.85 | (5805) op2(e23, e24) = all_0_644_644 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (1530), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (5730) all_0_686_686 = e21 % 125.56/81.85 | % 125.56/81.85 | Equations (5730) can reduce 1965 to: % 125.56/81.85 | (1975) $false % 125.56/81.85 | % 125.56/81.85 |-The branch is then unsatisfiable % 125.56/81.85 |-Branch two: % 125.56/81.85 | (1965) ~ (all_0_686_686 = e21) % 125.56/81.85 | (5809) all_0_686_686 = e26 | all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 | all_0_686_686 = e20 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (5809), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (5810) all_0_686_686 = e20 % 125.56/81.85 | % 125.56/81.85 | Equations (5810) can reduce 3538 to: % 125.56/81.85 | (1975) $false % 125.56/81.85 | % 125.56/81.85 |-The branch is then unsatisfiable % 125.56/81.85 |-Branch two: % 125.56/81.85 | (3538) ~ (all_0_686_686 = e20) % 125.56/81.85 | (5813) all_0_686_686 = e26 | all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 % 125.56/81.85 | % 125.56/81.85 +-Applying beta-rule and splitting (5813), into two cases. % 125.56/81.85 |-Branch one: % 125.56/81.85 | (5814) all_0_686_686 = e26 % 125.56/81.85 | % 125.56/81.85 | Equations (5814) can reduce 5208 to: % 125.56/81.85 | (1975) $false % 125.56/81.85 | % 125.56/81.85 |-The branch is then unsatisfiable % 125.56/81.85 |-Branch two: % 125.56/81.85 | (5208) ~ (all_0_686_686 = e26) % 125.56/81.86 | (5817) all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (5817), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.86 | (5818) all_0_686_686 = e24 % 125.56/81.86 | % 125.56/81.86 | Equations (5818) can reduce 4988 to: % 125.56/81.86 | (1975) $false % 125.56/81.86 | % 125.56/81.86 |-The branch is then unsatisfiable % 125.56/81.86 |-Branch two: % 125.56/81.86 | (4988) ~ (all_0_686_686 = e24) % 125.56/81.86 | (5821) all_0_686_686 = e25 | all_0_686_686 = e23 | all_0_686_686 = e22 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (5821), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.86 | (3864) all_0_686_686 = e22 % 125.56/81.86 | % 125.56/81.86 | Equations (3864) can reduce 3957 to: % 125.56/81.86 | (1975) $false % 125.56/81.86 | % 125.56/81.86 |-The branch is then unsatisfiable % 125.56/81.86 |-Branch two: % 125.56/81.86 | (3957) ~ (all_0_686_686 = e22) % 125.56/81.86 | (5825) all_0_686_686 = e25 | all_0_686_686 = e23 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (5825), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.86 | (5826) all_0_686_686 = e23 % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 679 to: % 125.56/81.86 | (5827) ~ (all_0_673_673 = e23) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 771 to: % 125.56/81.86 | (5828) ~ (all_0_687_687 = e23) % 125.56/81.86 | % 125.56/81.86 | Simplifying 5828 yields: % 125.56/81.86 | (5829) ~ (all_0_687_687 = e23) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 5208 to: % 125.56/81.86 | (5830) ~ (e26 = e23) % 125.56/81.86 | % 125.56/81.86 | Simplifying 5830 yields: % 125.56/81.86 | (1282) ~ (e26 = e23) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 3285 to: % 125.56/81.86 | (2008) ~ (e25 = e23) % 125.56/81.86 | % 125.56/81.86 | Simplifying 2008 yields: % 125.56/81.86 | (1480) ~ (e25 = e23) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 4988 to: % 125.56/81.86 | (5098) ~ (e24 = e23) % 125.56/81.86 | % 125.56/81.86 | Simplifying 5098 yields: % 125.56/81.86 | (572) ~ (e24 = e23) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 3957 to: % 125.56/81.86 | (894) ~ (e23 = e22) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 1965 to: % 125.56/81.86 | (896) ~ (e23 = e21) % 125.56/81.86 | % 125.56/81.86 | Equations (5826) can reduce 3538 to: % 125.56/81.86 | (581) ~ (e23 = e20) % 125.56/81.86 | % 125.56/81.86 | From (5826) and (1528) follows: % 125.56/81.86 | (5839) op2(e20, e24) = e23 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (3068), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.86 | (3803) all_0_664_664 = e25 % 125.56/81.86 | % 125.56/81.86 | Combining equations (3550,3803) yields a new equation: % 125.56/81.86 | (2087) e25 = e23 % 125.56/81.86 | % 125.56/81.86 | Equations (2087) can reduce 1480 to: % 125.56/81.86 | (1975) $false % 125.56/81.86 | % 125.56/81.86 |-The branch is then unsatisfiable % 125.56/81.86 |-Branch two: % 125.56/81.86 | (3499) ~ (all_0_664_664 = e25) % 125.56/81.86 | (5844) all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (5844), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.86 | (3497) all_0_671_671 = e25 % 125.56/81.86 | % 125.56/81.86 | Equations (3497) can reduce 3819 to: % 125.56/81.86 | (1558) ~ (e25 = e22) % 125.56/81.86 | % 125.56/81.86 | Equations (3497) can reduce 4924 to: % 125.56/81.86 | (1020) ~ (e25 = e21) % 125.56/81.86 | % 125.56/81.86 | Equations (3497) can reduce 5570 to: % 125.56/81.86 | (239) ~ (e25 = e20) % 125.56/81.86 | % 125.56/81.86 | From (3497) and (25) follows: % 125.56/81.86 | (5849) op2(e25, e23) = all_0_645_645 % 125.56/81.86 | % 125.56/81.86 | From (3497) and (1077) follows: % 125.56/81.86 | (5850) op2(e23, e20) = e25 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (3286), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.86 | (3484) all_0_687_687 = e25 % 125.56/81.86 | % 125.56/81.86 | Equations (3484) can reduce 709 to: % 125.56/81.86 | (3297) ~ (all_0_661_661 = e25) % 125.56/81.86 | % 125.56/81.86 | Equations (3484) can reduce 5210 to: % 125.56/81.86 | (5445) ~ (e26 = e25) % 125.56/81.86 | % 125.56/81.86 | Simplifying 5445 yields: % 125.56/81.86 | (950) ~ (e26 = e25) % 125.56/81.86 | % 125.56/81.86 | Equations (3484) can reduce 5829 to: % 125.56/81.86 | (1480) ~ (e25 = e23) % 125.56/81.86 | % 125.56/81.86 | Equations (3484) can reduce 5479 to: % 125.56/81.86 | (239) ~ (e25 = e20) % 125.56/81.86 | % 125.56/81.86 | From (3484) and (488) follows: % 125.56/81.86 | (5857) op2(e25, e20) = all_0_628_628 % 125.56/81.86 | % 125.56/81.86 +-Applying beta-rule and splitting (801), into two cases. % 125.56/81.86 |-Branch one: % 125.56/81.87 | (3897) all_0_655_655 = e23 % 125.56/81.87 | % 125.56/81.87 | Combining equations (3073,3897) yields a new equation: % 125.56/81.87 | (3898) e25 = e23 % 125.56/81.87 | % 125.56/81.87 | Simplifying 3898 yields: % 125.56/81.87 | (2087) e25 = e23 % 125.56/81.87 | % 125.56/81.87 | Equations (2087) can reduce 1480 to: % 125.56/81.87 | (1975) $false % 125.56/81.87 | % 125.56/81.87 |-The branch is then unsatisfiable % 125.56/81.87 |-Branch two: % 125.56/81.87 | (3901) ~ (all_0_655_655 = e23) % 125.56/81.87 | (3902) all_0_662_662 = e23 | all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 125.56/81.87 | % 125.56/81.87 +-Applying beta-rule and splitting (5796), into two cases. % 125.56/81.87 |-Branch one: % 125.56/81.87 | (5864) all_0_660_660 = e22 % 125.56/81.87 | % 125.56/81.87 | Combining equations (3629,5864) yields a new equation: % 125.56/81.87 | (3008) e24 = e22 % 125.56/81.87 | % 125.56/81.87 | Simplifying 3008 yields: % 125.56/81.87 | (3009) e24 = e22 % 125.56/81.87 | % 125.56/81.87 | Equations (3009) can reduce 784 to: % 125.56/81.87 | (1975) $false % 125.56/81.87 | % 125.56/81.87 |-The branch is then unsatisfiable % 125.56/81.87 |-Branch two: % 125.56/81.87 | (5868) ~ (all_0_660_660 = e22) % 125.56/81.87 | (5869) all_0_661_661 = e22 | all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 125.56/81.87 | % 125.56/81.87 +-Applying beta-rule and splitting (5869), into two cases. % 125.56/81.87 |-Branch one: % 125.56/81.87 | (3508) all_0_661_661 = e22 % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 808 to: % 125.56/81.87 | (5871) ~ (all_0_668_668 = e22) % 125.56/81.87 | % 125.56/81.87 | Simplifying 5871 yields: % 125.56/81.87 | (3516) ~ (all_0_668_668 = e22) % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 382 to: % 125.56/81.87 | (5873) ~ (all_0_674_674 = e22) % 125.56/81.87 | % 125.56/81.87 | Simplifying 5873 yields: % 125.56/81.87 | (4038) ~ (all_0_674_674 = e22) % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 3365 to: % 125.56/81.87 | (5259) ~ (e26 = e22) % 125.56/81.87 | % 125.56/81.87 | Simplifying 5259 yields: % 125.56/81.87 | (792) ~ (e26 = e22) % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 3297 to: % 125.56/81.87 | (2988) ~ (e25 = e22) % 125.56/81.87 | % 125.56/81.87 | Simplifying 2988 yields: % 125.56/81.87 | (1558) ~ (e25 = e22) % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 1660 to: % 125.56/81.87 | (3013) ~ (e24 = e22) % 125.56/81.87 | % 125.56/81.87 | Simplifying 3013 yields: % 125.56/81.87 | (784) ~ (e24 = e22) % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 2693 to: % 125.56/81.87 | (359) ~ (e22 = e21) % 125.56/81.87 | % 125.56/81.87 | Equations (3508) can reduce 3980 to: % 125.56/81.87 | (959) ~ (e22 = e20) % 125.56/81.87 | % 125.56/81.87 | From (3508) and (1727) follows: % 125.56/81.87 | (5883) op2(e22, e24) = all_0_624_624 % 125.56/81.87 | % 125.56/81.87 +-Applying beta-rule and splitting (634), into two cases. % 125.56/81.87 |-Branch one: % 125.56/81.87 | (3922) all_0_665_665 = e22 % 125.56/81.87 | % 125.56/81.87 | Combining equations (3922,2063) yields a new equation: % 125.56/81.87 | (3009) e24 = e22 % 125.56/81.87 | % 125.56/81.87 | Equations (3009) can reduce 784 to: % 125.56/81.87 | (1975) $false % 125.56/81.87 | % 125.56/81.87 |-The branch is then unsatisfiable % 125.56/81.87 |-Branch two: % 125.56/81.87 | (3926) ~ (all_0_665_665 = e22) % 125.56/81.87 | (3927) all_0_667_667 = e22 | all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 125.56/81.87 | % 125.56/81.87 | Equations (2063) can reduce 3926 to: % 125.56/81.87 | (784) ~ (e24 = e22) % 125.56/81.87 | % 125.56/81.87 +-Applying beta-rule and splitting (1135), into two cases. % 125.56/81.87 |-Branch one: % 125.56/81.87 | (5890) all_0_673_673 = e21 % 125.56/81.87 | % 125.56/81.87 | Equations (5890) can reduce 1961 to: % 125.56/81.87 | (1975) $false % 125.56/81.87 | % 125.56/81.87 |-The branch is then unsatisfiable % 125.56/81.87 |-Branch two: % 125.56/81.87 | (1961) ~ (all_0_673_673 = e21) % 125.56/81.87 | (5893) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 | all_0_673_673 = e20 % 125.56/81.87 | % 125.56/81.87 +-Applying beta-rule and splitting (5893), into two cases. % 125.56/81.87 |-Branch one: % 125.56/81.87 | (5894) all_0_673_673 = e20 % 125.56/81.87 | % 125.56/81.87 | Equations (5894) can reduce 110 to: % 125.56/81.87 | (3352) ~ (all_0_667_667 = e20) % 125.56/81.87 | % 125.56/81.87 | Equations (5894) can reduce 102 to: % 125.56/81.87 | (5757) ~ (all_0_675_675 = e20) % 125.56/81.87 | % 125.56/81.87 | Simplifying 5757 yields: % 125.56/81.87 | (3775) ~ (all_0_675_675 = e20) % 125.56/81.87 | % 125.56/81.87 | Equations (5894) can reduce 4966 to: % 125.56/81.87 | (3357) ~ (e26 = e20) % 125.56/81.87 | % 125.56/81.87 | Simplifying 3357 yields: % 125.56/81.87 | (443) ~ (e26 = e20) % 125.56/81.87 | % 125.56/81.87 | Equations (5894) can reduce 874 to: % 125.56/81.87 | (3453) ~ (e25 = e20) % 125.56/81.87 | % 125.56/81.87 | Simplifying 3453 yields: % 125.56/81.87 | (239) ~ (e25 = e20) % 125.56/81.87 | % 125.56/81.87 | Equations (5894) can reduce 5384 to: % 125.56/81.87 | (5481) ~ (e24 = e20) % 125.56/81.87 | % 125.56/81.87 | Simplifying 5481 yields: % 125.56/81.87 | (633) ~ (e24 = e20) % 125.56/81.87 | % 125.56/81.87 | Equations (5894) can reduce 1961 to: % 125.56/81.87 | (2247) ~ (e21 = e20) % 125.56/81.87 | % 125.56/81.87 | Simplifying 2247 yields: % 125.56/81.87 | (360) ~ (e21 = e20) % 125.56/81.87 | % 125.56/81.87 | From (5894) and (297) follows: % 125.56/81.87 | (5906) op2(e20, e22) = all_0_620_620 % 125.56/81.87 | % 125.56/81.87 | From (5894) and (569) follows: % 125.56/81.88 | (5907) op2(e22, e24) = e20 % 125.56/81.88 | % 125.56/81.88 +-Applying beta-rule and splitting (1512), into two cases. % 125.56/81.88 |-Branch one: % 125.56/81.88 | (3436) all_0_665_665 = e20 % 125.56/81.88 | % 125.56/81.88 | Combining equations (3436,2063) yields a new equation: % 125.56/81.88 | (3104) e24 = e20 % 125.56/81.88 | % 125.56/81.88 | Equations (3104) can reduce 633 to: % 125.56/81.88 | (1975) $false % 125.56/81.88 | % 125.56/81.88 |-The branch is then unsatisfiable % 125.56/81.88 |-Branch two: % 125.56/81.88 | (3440) ~ (all_0_665_665 = e20) % 125.56/81.88 | (5912) all_0_667_667 = e20 | all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 125.56/81.88 | % 125.56/81.88 +-Applying beta-rule and splitting (5912), into two cases. % 125.56/81.88 |-Branch one: % 125.56/81.88 | (3876) all_0_667_667 = e20 % 125.56/81.88 | % 125.56/81.88 | Equations (3876) can reduce 3352 to: % 125.56/81.88 | (1975) $false % 125.56/81.88 | % 125.56/81.88 |-The branch is then unsatisfiable % 125.56/81.88 |-Branch two: % 125.56/81.88 | (3352) ~ (all_0_667_667 = e20) % 125.56/81.88 | (5916) all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 125.56/81.88 | % 125.56/81.88 +-Applying beta-rule and splitting (5916), into two cases. % 125.56/81.88 |-Branch one: % 125.56/81.88 | (3982) all_0_668_668 = e20 % 125.56/81.88 | % 125.56/81.88 | Combining equations (3982,4875) yields a new equation: % 125.56/81.88 | (5918) all_0_286_286 = e20 % 125.56/81.88 | % 125.56/81.88 | Equations (3982) can reduce 1150 to: % 125.56/81.88 | (5755) ~ (all_0_669_669 = e20) % 125.56/81.88 | % 125.56/81.88 | Simplifying 5755 yields: % 125.56/81.88 | (3354) ~ (all_0_669_669 = e20) % 125.56/81.88 | % 125.56/81.88 | Equations (3982) can reduce 889 to: % 125.56/81.88 | (5921) ~ (all_0_674_674 = e20) % 125.56/81.88 | % 125.56/81.88 | Simplifying 5921 yields: % 125.56/81.88 | (3999) ~ (all_0_674_674 = e20) % 125.56/81.88 | % 125.56/81.88 | Equations (3982) can reduce 3516 to: % 125.56/81.88 | (3361) ~ (e22 = e20) % 125.56/81.88 | % 125.56/81.88 | Simplifying 3361 yields: % 125.56/81.88 | (959) ~ (e22 = e20) % 125.56/81.88 | % 125.56/81.88 | From (3982) and (253) follows: % 125.56/81.88 | (5925) h4(e15) = e20 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (1639) follows: % 125.56/81.88 | (5926) op2(all_0_587_587, e20) = all_0_243_243 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (559) follows: % 125.56/81.88 | (5927) op2(all_0_588_588, e20) = all_0_257_257 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (186) follows: % 125.56/81.88 | (5928) op2(all_0_589_589, e20) = all_0_271_271 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (1722) follows: % 125.56/81.88 | (5929) op2(all_0_590_590, e20) = all_0_589_589 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (230) follows: % 125.56/81.88 | (5930) op2(all_0_591_591, e20) = all_0_297_297 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (58) follows: % 125.56/81.88 | (5931) op2(e20, all_0_587_587) = all_0_231_231 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (1546) follows: % 125.56/81.88 | (5932) op2(e20, all_0_588_588) = all_0_233_233 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (384) follows: % 125.56/81.88 | (5933) op2(e20, all_0_589_589) = all_0_235_235 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (1814) follows: % 125.56/81.88 | (5934) op2(e20, all_0_590_590) = all_0_237_237 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (1473) follows: % 125.56/81.88 | (5935) op2(e20, all_0_591_591) = all_0_239_239 % 125.56/81.88 | % 125.56/81.88 | From (3982)(3982) and (577) follows: % 125.56/81.88 | (5936) op2(e20, e20) = all_0_590_590 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (5020) follows: % 125.56/81.88 | (5937) op2(e20, e23) = e25 % 125.56/81.88 | % 125.56/81.88 | From (3982) and (85) follows: % 125.56/81.89 | (5938) op2(e23, e20) = all_0_591_591 % 125.56/81.89 | % 125.56/81.89 | From (3982) and (657) follows: % 125.56/81.89 | (5939) op2(e23, e23) = e20 % 125.56/81.89 | % 125.56/81.89 +-Applying beta-rule and splitting (1058), into two cases. % 125.56/81.89 |-Branch one: % 125.56/81.89 | (1988) all_0_649_649 = e22 % 125.56/81.89 | % 125.56/81.89 | Combining equations (1988,1949) yields a new equation: % 125.56/81.89 | (1989) e22 = e21 % 125.56/81.89 | % 125.56/81.89 | Simplifying 1989 yields: % 125.56/81.89 | (1990) e22 = e21 % 125.56/81.89 | % 125.56/81.89 | Equations (1990) can reduce 359 to: % 125.56/81.89 | (1975) $false % 125.56/81.89 | % 125.56/81.89 |-The branch is then unsatisfiable % 125.56/81.89 |-Branch two: % 125.56/81.89 | (1992) ~ (all_0_649_649 = e22) % 125.56/81.89 | (5945) all_0_653_653 = e22 | all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 125.56/81.89 | % 125.56/81.89 +-Applying beta-rule and splitting (374), into two cases. % 125.56/81.89 |-Branch one: % 125.56/81.89 | (5946) all_0_669_669 = e21 % 125.56/81.89 | % 125.56/81.89 | Equations (5946) can reduce 5739 to: % 125.56/81.89 | (1975) $false % 125.56/81.89 | % 125.56/81.89 |-The branch is then unsatisfiable % 125.56/81.89 |-Branch two: % 125.56/81.89 | (5739) ~ (all_0_669_669 = e21) % 125.56/81.89 | (5949) all_0_669_669 = e26 | all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 | all_0_669_669 = e20 % 125.56/81.89 | % 125.56/81.89 +-Applying beta-rule and splitting (2733), into two cases. % 125.56/81.89 |-Branch one: % 125.56/81.89 | (3995) all_0_674_674 = e20 % 125.56/81.89 | % 125.56/81.89 | Equations (3995) can reduce 3999 to: % 125.56/81.89 | (1975) $false % 125.56/81.89 | % 125.56/81.89 |-The branch is then unsatisfiable % 125.56/81.89 |-Branch two: % 125.56/81.89 | (3999) ~ (all_0_674_674 = e20) % 125.56/81.89 | (5953) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 % 125.56/81.89 | % 125.56/81.89 +-Applying beta-rule and splitting (5949), into two cases. % 125.56/81.89 |-Branch one: % 125.56/81.89 | (3598) all_0_669_669 = e20 % 125.56/81.89 | % 125.56/81.89 | Equations (3598) can reduce 3354 to: % 125.56/81.89 | (1975) $false % 125.56/81.89 | % 125.56/81.89 |-The branch is then unsatisfiable % 125.56/81.89 |-Branch two: % 125.56/81.89 | (3354) ~ (all_0_669_669 = e20) % 125.56/81.89 | (5957) all_0_669_669 = e26 | all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 % 125.56/81.89 | % 125.56/81.89 +-Applying beta-rule and splitting (5957), into two cases. % 125.56/81.89 |-Branch one: % 125.56/81.89 | (5958) all_0_669_669 = e26 % 125.56/81.89 | % 125.56/81.89 | Equations (5958) can reduce 672 to: % 125.90/81.89 | (5959) ~ (all_0_675_675 = e26) % 125.90/81.89 | % 125.90/81.89 | Simplifying 5959 yields: % 125.90/81.89 | (5960) ~ (all_0_675_675 = e26) % 125.90/81.89 | % 125.90/81.89 | From (5958) and (1502) follows: % 125.90/81.89 | (5961) op2(e26, e23) = all_0_632_632 % 125.90/81.89 | % 125.90/81.89 +-Applying beta-rule and splitting (5953), into two cases. % 125.90/81.89 |-Branch one: % 125.90/81.89 | (5962) all_0_674_674 = e26 % 125.90/81.89 | % 125.90/81.89 | Equations (5962) can reduce 527 to: % 125.90/81.89 | (5959) ~ (all_0_675_675 = e26) % 125.90/81.89 | % 125.90/81.89 | Simplifying 5959 yields: % 125.90/81.89 | (5960) ~ (all_0_675_675 = e26) % 125.90/81.89 | % 125.90/81.89 | Equations (5962) can reduce 4038 to: % 125.90/81.89 | (792) ~ (e26 = e22) % 125.90/81.89 | % 125.90/81.89 | From (5962) and (191) follows: % 125.90/81.89 | (5966) op2(e26, e22) = all_0_626_626 % 125.90/81.89 | % 125.90/81.89 | From (5962) and (437) follows: % 125.90/81.89 | (5967) op2(e22, e23) = e26 % 125.90/81.89 | % 125.90/81.89 +-Applying beta-rule and splitting (1272), into two cases. % 125.90/81.89 |-Branch one: % 125.90/81.89 | (5968) all_0_675_675 = e21 % 125.90/81.89 | % 125.90/81.89 | Equations (5968) can reduce 5740 to: % 125.90/81.89 | (1975) $false % 125.90/81.89 | % 125.90/81.89 |-The branch is then unsatisfiable % 125.90/81.89 |-Branch two: % 125.90/81.89 | (5740) ~ (all_0_675_675 = e21) % 125.90/81.89 | (5971) all_0_675_675 = e26 | all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 | all_0_675_675 = e20 % 125.90/81.89 | % 125.90/81.89 +-Applying beta-rule and splitting (5971), into two cases. % 125.90/81.89 |-Branch one: % 125.90/81.89 | (3635) all_0_675_675 = e20 % 125.90/81.89 | % 125.90/81.89 | Equations (3635) can reduce 3775 to: % 125.90/81.89 | (1975) $false % 125.90/81.89 | % 125.90/81.89 |-The branch is then unsatisfiable % 125.90/81.89 |-Branch two: % 125.90/81.89 | (3775) ~ (all_0_675_675 = e20) % 125.90/81.89 | (5975) all_0_675_675 = e26 | all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 % 125.90/81.89 | % 125.90/81.89 +-Applying beta-rule and splitting (5975), into two cases. % 125.90/81.89 |-Branch one: % 125.90/81.89 | (5976) all_0_675_675 = e26 % 125.90/81.89 | % 125.92/81.89 | Equations (5976) can reduce 5960 to: % 125.92/81.89 | (1975) $false % 125.92/81.89 | % 125.92/81.89 |-The branch is then unsatisfiable % 125.92/81.89 |-Branch two: % 125.92/81.89 | (5960) ~ (all_0_675_675 = e26) % 125.92/81.90 | (5979) all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 % 125.92/81.90 | % 125.92/81.90 +-Applying beta-rule and splitting (5945), into two cases. % 125.92/81.90 |-Branch one: % 125.92/81.90 | (5980) all_0_653_653 = e22 % 125.92/81.90 | % 125.92/81.90 | Combining equations (4958,5980) yields a new equation: % 125.92/81.90 | (2998) e26 = e22 % 125.92/81.90 | % 125.92/81.90 | Simplifying 2998 yields: % 125.92/81.90 | (2999) e26 = e22 % 125.92/81.90 | % 125.92/81.90 | Equations (2999) can reduce 792 to: % 125.92/81.90 | (1975) $false % 125.92/81.90 | % 125.92/81.90 |-The branch is then unsatisfiable % 125.92/81.90 |-Branch two: % 125.92/81.90 | (5984) ~ (all_0_653_653 = e22) % 125.92/81.90 | (5985) all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 125.92/81.90 | % 125.92/81.90 +-Applying beta-rule and splitting (5985), into two cases. % 125.92/81.90 |-Branch one: % 125.92/81.90 | (5864) all_0_660_660 = e22 % 125.92/81.90 | % 125.92/81.90 | Combining equations (3629,5864) yields a new equation: % 125.92/81.90 | (3008) e24 = e22 % 125.92/81.90 | % 125.92/81.90 | Simplifying 3008 yields: % 125.92/81.90 | (3009) e24 = e22 % 125.92/81.90 | % 125.92/81.90 | Equations (3009) can reduce 784 to: % 125.92/81.90 | (1975) $false % 125.92/81.90 | % 125.92/81.90 |-The branch is then unsatisfiable % 125.92/81.90 |-Branch two: % 125.92/81.90 | (5868) ~ (all_0_660_660 = e22) % 125.92/81.90 | (5991) all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 125.92/81.90 | % 125.92/81.90 +-Applying beta-rule and splitting (5991), into two cases. % 125.92/81.90 |-Branch one: % 125.92/81.90 | (3888) all_0_667_667 = e22 % 125.92/81.90 | % 125.92/81.90 | From (3888) and (42) follows: % 125.92/81.90 | (5993) op2(e22, e23) = all_0_619_619 % 125.92/81.90 | % 125.92/81.90 | From (3888) and (654) follows: % 125.92/81.90 | (5994) op2(e23, e24) = e22 % 125.92/81.90 | % 125.92/81.90 +-Applying beta-rule and splitting (5979), into two cases. % 125.92/81.90 |-Branch one: % 125.92/81.90 | (5995) all_0_675_675 = e24 % 125.92/81.90 | % 125.92/81.90 | Equations (5995) can reduce 5386 to: % 125.92/81.90 | (1975) $false % 125.92/81.90 | % 125.92/81.90 |-The branch is then unsatisfiable % 125.92/81.90 |-Branch two: % 125.92/81.90 | (5386) ~ (all_0_675_675 = e24) % 125.92/81.90 | (5998) all_0_675_675 = e23 | all_0_675_675 = e22 % 125.92/81.90 | % 125.92/81.90 +-Applying beta-rule and splitting (5998), into two cases. % 125.92/81.90 |-Branch one: % 125.92/81.90 | (4031) all_0_675_675 = e22 % 125.92/81.90 | % 125.92/81.90 | Equations (4031) can reduce 3530 to: % 125.92/81.90 | (1975) $false % 125.92/81.90 | % 125.92/81.90 |-The branch is then unsatisfiable % 125.92/81.90 |-Branch two: % 125.92/81.90 | (3530) ~ (all_0_675_675 = e22) % 125.92/81.90 | (3913) all_0_675_675 = e23 % 125.92/81.90 | % 125.92/81.90 | From (3913) and (701) follows: % 125.92/81.90 | (6003) op2(all_0_595_595, e23) = all_0_594_594 % 125.92/81.90 | % 125.92/81.90 | From (3913) and (908) follows: % 125.92/81.90 | (6004) op2(all_0_596_596, e23) = all_0_387_387 % 125.92/81.90 | % 125.92/81.90 | From (3913) and (12) follows: % 125.92/81.90 | (6005) op2(e23, all_0_596_596) = all_0_329_329 % 125.92/81.90 | % 125.92/81.90 | From (3913)(3913) and (1416) follows: % 125.92/81.90 | (6006) op2(e23, e23) = all_0_595_595 % 125.92/81.90 | % 125.92/81.90 | From (3913) and (5266) follows: % 125.92/81.90 | (6007) op2(e23, e22) = e26 % 125.92/81.90 | % 125.92/81.90 | From (3913) and (713) follows: % 125.92/81.90 | (6008) op2(e22, e23) = all_0_596_596 % 125.92/81.90 | % 125.92/81.90 | From (3913) and (1240) follows: % 125.92/81.90 | (6009) op2(e22, e22) = e23 % 125.92/81.90 | % 125.92/81.90 | Instantiating formula (364) with e26, e23, all_0_632_632, e24 and discharging atoms op2(e26, e23) = all_0_632_632, op2(e26, e23) = e24, yields: % 125.92/81.90 | (6010) all_0_632_632 = e24 % 125.92/81.90 | % 125.92/81.90 | Instantiating formula (364) with e26, e22, all_0_626_626, e22 and discharging atoms op2(e26, e22) = all_0_626_626, op2(e26, e22) = e22, yields: % 125.92/81.90 | (6011) all_0_626_626 = e22 % 125.92/81.90 | % 125.92/81.90 | Instantiating formula (364) with e25, e23, all_0_645_645, e23 and discharging atoms op2(e25, e23) = all_0_645_645, op2(e25, e23) = e23, yields: % 125.92/81.90 | (6012) all_0_645_645 = e23 % 125.92/81.90 | % 125.92/81.90 | Instantiating formula (364) with e25, e20, all_0_628_628, e24 and discharging atoms op2(e25, e20) = all_0_628_628, op2(e25, e20) = e24, yields: % 125.92/81.90 | (6013) all_0_628_628 = e24 % 125.92/81.90 | % 125.92/81.90 | Instantiating formula (364) with e23, e24, e22, all_0_644_644 and discharging atoms op2(e23, e24) = all_0_644_644, op2(e23, e24) = e22, yields: % 125.92/81.90 | (6014) all_0_644_644 = e22 % 125.92/81.90 | % 125.92/81.90 | Instantiating formula (364) with e23, e23, e20, all_0_595_595 and discharging atoms op2(e23, e23) = all_0_595_595, op2(e23, e23) = e20, yields: % 125.92/81.91 | (6015) all_0_595_595 = e20 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e23, e20, e25, all_0_591_591 and discharging atoms op2(e23, e20) = all_0_591_591, op2(e23, e20) = e25, yields: % 125.92/81.91 | (6016) all_0_591_591 = e25 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e22, e24, e20, all_0_624_624 and discharging atoms op2(e22, e24) = all_0_624_624, op2(e22, e24) = e20, yields: % 125.92/81.91 | (6017) all_0_624_624 = e20 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e22, e23, all_0_619_619, all_0_596_596 and discharging atoms op2(e22, e23) = all_0_596_596, op2(e22, e23) = all_0_619_619, yields: % 125.92/81.91 | (6018) all_0_596_596 = all_0_619_619 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e22, e23, e26, all_0_596_596 and discharging atoms op2(e22, e23) = all_0_596_596, op2(e22, e23) = e26, yields: % 125.92/81.91 | (6019) all_0_596_596 = e26 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e22, e22, e23, all_0_605_605 and discharging atoms op2(e22, e22) = all_0_605_605, op2(e22, e22) = e23, yields: % 125.92/81.91 | (6020) all_0_605_605 = e23 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e20, e24, e23, all_0_631_631 and discharging atoms op2(e20, e24) = all_0_631_631, op2(e20, e24) = e23, yields: % 125.92/81.91 | (6021) all_0_631_631 = e23 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e20, e22, all_0_606_606, e21 and discharging atoms op2(e20, e22) = all_0_606_606, op2(e20, e22) = e21, yields: % 125.92/81.91 | (6022) all_0_606_606 = e21 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e20, e22, all_0_620_620, all_0_606_606 and discharging atoms op2(e20, e22) = all_0_606_606, op2(e20, e22) = all_0_620_620, yields: % 125.92/81.91 | (6023) all_0_606_606 = all_0_620_620 % 125.92/81.91 | % 125.92/81.91 | Instantiating formula (364) with e20, e20, all_0_590_590, e22 and discharging atoms op2(e20, e20) = all_0_590_590, op2(e20, e20) = e22, yields: % 125.92/81.91 | (6024) all_0_590_590 = e22 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6018,6019) yields a new equation: % 125.92/81.91 | (6025) all_0_619_619 = e26 % 125.92/81.91 | % 125.92/81.91 | Simplifying 6025 yields: % 125.92/81.91 | (6026) all_0_619_619 = e26 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6022,6023) yields a new equation: % 125.92/81.91 | (6027) all_0_620_620 = e21 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6027,6023) yields a new equation: % 125.92/81.91 | (6022) all_0_606_606 = e21 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6024,1867) yields a new equation: % 125.92/81.91 | (6029) all_0_230_230 = e22 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6016,4801) yields a new equation: % 125.92/81.91 | (6030) all_0_229_229 = e25 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6024,4859) yields a new equation: % 125.92/81.91 | (6031) all_0_221_221 = e22 % 125.92/81.91 | % 125.92/81.91 | Combining equations (6016,1885) yields a new equation: % 125.92/81.91 | (6032) all_0_219_219 = e25 % 125.92/81.91 | % 125.92/81.91 | From (6024) and (1632) follows: % 125.92/81.91 | (6033) h4(e11) = e22 % 125.92/81.91 | % 125.92/81.91 | From (6016) and (284) follows: % 125.92/81.91 | (6034) h4(e10) = e25 % 125.92/81.91 | % 125.92/81.91 | From (6024) and (108) follows: % 125.92/81.91 | (6035) op2(all_0_587_587, e22) = all_0_251_251 % 125.92/81.91 | % 125.92/81.91 | From (6016) and (334) follows: % 125.92/81.91 | (6036) op2(all_0_587_587, e25) = all_0_253_253 % 125.92/81.91 | % 125.92/81.91 | From (6024) and (1275) follows: % 125.92/81.91 | (6037) op2(all_0_588_588, e22) = all_0_265_265 % 125.92/81.91 | % 125.92/81.91 | From (6016) and (88) follows: % 125.92/81.91 | (6038) op2(all_0_588_588, e25) = all_0_267_267 % 125.92/81.91 | % 125.92/81.91 | From (6024) and (1200) follows: % 125.92/81.91 | (6039) op2(all_0_589_589, e22) = all_0_278_278 % 125.92/81.91 | % 125.92/81.91 | From (6016) and (1640) follows: % 125.92/81.91 | (6040) op2(all_0_589_589, e25) = all_0_280_280 % 125.92/81.91 | % 125.92/81.91 | From (6024) and (678) follows: % 125.92/81.91 | (6041) op2(e22, all_0_587_587) = all_0_285_285 % 125.92/81.91 | % 125.92/81.91 | From (6024) and (1767) follows: % 125.92/81.92 | (6042) op2(e22, all_0_588_588) = all_0_287_287 % 125.92/81.92 | % 125.92/81.92 | From (6024) and (730) follows: % 125.92/81.92 | (6043) op2(e22, all_0_589_589) = all_0_289_289 % 125.92/81.92 | % 125.92/81.92 | From (6024)(6024) and (1254) follows: % 125.92/81.92 | (6044) op2(e22, e22) = all_0_291_291 % 125.92/81.92 | % 125.92/81.92 | From (6024)(6016) and (1304) follows: % 125.92/81.92 | (6045) op2(e22, e25) = all_0_293_293 % 125.92/81.92 | % 125.92/81.92 | From (6024) and (1231) follows: % 125.92/81.92 | (6046) op2(e22, e23) = all_0_282_282 % 125.92/81.92 | % 125.92/81.92 | From (6024) and (5929) follows: % 125.92/81.92 | (6047) op2(e22, e20) = all_0_589_589 % 125.92/81.92 | % 125.92/81.92 | From (6016) and (1127) follows: % 125.98/81.92 | (6048) op2(e25, all_0_587_587) = all_0_299_299 % 125.98/81.92 | % 125.98/81.92 | From (6016) and (1145) follows: % 125.98/81.92 | (6049) op2(e25, all_0_588_588) = all_0_301_301 % 125.98/81.92 | % 125.98/81.92 | From (6016) and (815) follows: % 125.98/81.92 | (6050) op2(e25, all_0_589_589) = all_0_303_303 % 125.98/81.92 | % 125.98/81.92 | From (6016)(6024) and (1533) follows: % 125.98/81.92 | (6051) op2(e25, e22) = all_0_305_305 % 125.98/81.92 | % 125.98/81.92 | From (6016)(6016) and (123) follows: % 126.00/81.92 | (6052) op2(e25, e25) = all_0_307_307 % 126.00/81.92 | % 126.00/81.92 | From (6016) and (623) follows: % 126.00/81.92 | (6053) op2(e25, e23) = all_0_295_295 % 126.00/81.92 | % 126.00/81.92 | From (6016) and (5930) follows: % 126.00/81.92 | (6054) op2(e25, e20) = all_0_297_297 % 126.00/81.92 | % 126.00/81.92 | From (6015) and (205) follows: % 126.00/81.92 | (6055) op2(all_0_592_592, e20) = all_0_341_341 % 126.00/81.92 | % 126.00/81.92 | From (6019) and (1108) follows: % 126.00/81.92 | (6056) op2(all_0_592_592, e26) = all_0_343_343 % 126.00/81.92 | % 126.00/81.92 | From (6015) and (723) follows: % 126.00/81.92 | (6057) op2(all_0_593_593, e20) = all_0_355_355 % 126.00/81.92 | % 126.00/81.92 | From (6019) and (1765) follows: % 126.00/81.92 | (6058) op2(all_0_593_593, e26) = all_0_357_357 % 126.00/81.92 | % 126.00/81.92 | From (6015) and (1661) follows: % 126.00/81.93 | (6059) op2(e20, all_0_592_592) = all_0_375_375 % 126.00/81.93 | % 126.00/81.93 | From (6015) and (1228) follows: % 126.00/81.93 | (6060) op2(e20, all_0_593_593) = all_0_377_377 % 126.00/81.93 | % 126.00/81.93 | From (6015) and (969) follows: % 126.00/81.93 | (6061) op2(e20, all_0_594_594) = all_0_379_379 % 126.00/81.93 | % 126.00/81.93 | From (6015)(6019) and (671) follows: % 126.00/81.93 | (6062) op2(e20, e26) = all_0_383_383 % 126.00/81.93 | % 126.00/81.93 | From (6015) and (6003) follows: % 126.00/81.93 | (6063) op2(e20, e23) = all_0_594_594 % 126.00/81.93 | % 126.00/81.93 | From (6015) and (1356) follows: % 126.00/81.93 | (6064) op2(e20, e22) = all_0_372_372 % 126.00/81.93 | % 126.00/81.93 | From (6019) and (435) follows: % 126.00/81.93 | (6065) op2(e26, all_0_594_594) = all_0_393_393 % 126.00/81.93 | % 126.00/81.93 | From (6019)(6015) and (1182) follows: % 126.00/81.93 | (6066) op2(e26, e20) = all_0_395_395 % 126.00/81.93 | % 126.00/81.93 | From (6019)(6019) and (207) follows: % 126.00/81.93 | (6067) op2(e26, e26) = all_0_397_397 % 126.00/81.93 | % 126.00/81.93 | From (6019) and (6004) follows: % 126.00/81.93 | (6068) op2(e26, e23) = all_0_387_387 % 126.00/81.93 | % 126.00/81.93 | From (6019) and (1699) follows: % 126.00/81.93 | (6069) op2(e26, e22) = all_0_385_385 % 126.00/81.93 | % 126.00/81.93 | From (6022) and (661) follows: % 126.00/81.93 | (6070) op2(all_0_602_602, e21) = all_0_523_523 % 126.00/81.93 | % 126.00/81.93 | From (6020) and (712) follows: % 126.00/81.93 | (6071) op2(all_0_604_604, e23) = all_0_548_548 % 126.00/81.93 | % 126.00/81.93 | From (6020) and (483) follows: % 126.00/81.93 | (6072) op2(e23, all_0_604_604) = all_0_559_559 % 126.00/81.93 | % 126.00/81.93 | From (6020)(6022) and (1436) follows: % 126.00/81.93 | (6073) op2(e23, e21) = all_0_563_563 % 126.00/81.93 | % 126.00/81.93 | From (6020) and (5774) follows: % 126.00/81.93 | (6074) op2(e23, e22) = all_0_604_604 % 126.00/81.93 | % 126.00/81.93 | From (6022) and (73) follows: % 126.00/81.94 | (6075) op2(e21, all_0_602_602) = all_0_569_569 % 126.00/81.94 | % 126.00/81.94 | From (6022) and (523) follows: % 126.00/81.94 | (6076) op2(e21, all_0_603_603) = all_0_571_571 % 126.00/81.94 | % 126.00/81.94 | From (6022) and (948) follows: % 126.00/81.94 | (6077) op2(e21, all_0_604_604) = all_0_573_573 % 126.00/81.94 | % 126.00/81.94 | From (6022)(6020) and (1624) follows: % 126.00/81.94 | (6078) op2(e21, e23) = all_0_575_575 % 126.00/81.94 | % 126.00/81.94 | From (6022)(6022) and (1719) follows: % 126.00/81.94 | (6079) op2(e21, e21) = all_0_577_577 % 126.00/81.94 | % 126.00/81.94 | From (6022) and (5775) follows: % 126.00/81.94 | (6080) op2(e21, e22) = all_0_567_567 % 126.00/81.94 | % 126.00/81.94 | From (6022) and (1840) follows: % 126.00/81.94 | (6081) op2(e21, e20) = all_0_565_565 % 126.00/81.94 | % 126.00/81.94 | From (6027) and (995) follows: % 126.00/81.94 | (3148) op2(e21, e22) = e24 % 126.00/81.94 | % 126.00/81.94 | From (6013) and (842) follows: % 126.00/81.94 | (6083) op2(e24, e20) = e23 % 126.00/81.94 | % 126.00/81.94 | From (6010) and (1762) follows: % 126.00/81.94 | (6084) op2(e24, e23) = e22 % 126.00/81.94 | % 126.00/81.94 | From (6010) and (5961) follows: % 126.00/81.94 | (1365) op2(e26, e23) = e24 % 126.00/81.94 | % 126.00/81.94 | From (6011) and (5966) follows: % 126.00/81.94 | (5271) op2(e26, e22) = e22 % 126.00/81.94 | % 126.00/81.94 | From (6012) and (5849) follows: % 126.00/81.94 | (5066) op2(e25, e23) = e23 % 126.00/81.94 | % 126.00/81.94 | From (6013) and (5857) follows: % 126.00/81.94 | (5590) op2(e25, e20) = e24 % 126.00/81.94 | % 126.00/81.94 | From (6024) and (1490) follows: % 126.00/81.94 | (6089) op2(e23, e22) = all_0_588_588 % 126.00/81.94 | % 126.00/81.94 | From (6016) and (1574) follows: % 126.00/81.94 | (6090) op2(e23, e25) = all_0_226_226 % 126.00/81.94 | % 126.00/81.94 | From (6019) and (6005) follows: % 126.00/81.94 | (6091) op2(e23, e26) = all_0_329_329 % 126.00/81.94 | % 126.00/81.94 | From (6014) and (5805) follows: % 126.00/81.95 | (5994) op2(e23, e24) = e22 % 126.00/81.95 | % 126.00/81.95 | From (6015) and (1738) follows: % 126.00/81.95 | (6093) op2(e22, e20) = all_0_593_593 % 126.00/81.95 | % 126.00/81.95 | From (6019) and (1261) follows: % 126.00/81.95 | (6094) op2(e22, e26) = all_0_316_316 % 126.00/81.95 | % 126.00/81.95 | From (6020) and (5780) follows: % 126.00/81.95 | (6095) op2(e22, e23) = all_0_507_507 % 126.00/81.95 | % 126.00/81.95 | From (6022) and (5781) follows: % 126.00/81.95 | (6096) op2(e22, e21) = all_0_509_509 % 126.00/81.95 | % 126.00/81.95 | From (6017) and (5883) follows: % 126.00/81.95 | (5907) op2(e22, e24) = e20 % 126.00/81.95 | % 126.00/81.95 | From (6026) and (5993) follows: % 126.00/81.95 | (5967) op2(e22, e23) = e26 % 126.00/81.95 | % 126.00/81.95 | From (6020) and (5782) follows: % 126.00/81.95 | (6009) op2(e22, e22) = e23 % 126.00/81.95 | % 126.00/81.95 | From (6024) and (5934) follows: % 126.00/81.95 | (6100) op2(e20, e22) = all_0_237_237 % 126.00/81.95 | % 126.00/81.95 | From (6016) and (5935) follows: % 126.00/81.95 | (6101) op2(e20, e25) = all_0_239_239 % 126.00/81.95 | % 126.00/81.95 | From (6020) and (331) follows: % 126.00/81.95 | (6102) op2(e20, e23) = all_0_603_603 % 126.00/81.95 | % 126.00/81.95 | From (6022) and (1535) follows: % 126.00/81.95 | (6103) op2(e20, e21) = all_0_496_496 % 126.00/81.95 | % 126.00/81.95 | From (6021) and (5776) follows: % 126.00/81.95 | (5839) op2(e20, e24) = e23 % 126.00/81.95 | % 126.00/81.95 | From (6027) and (5906) follows: % 126.00/81.95 | (5777) op2(e20, e22) = e21 % 126.00/81.95 | % 126.00/81.95 | Instantiating formula (364) with e26, e26, all_0_397_397, e25 and discharging atoms op2(e26, e26) = all_0_397_397, op2(e26, e26) = e25, yields: % 126.00/81.95 | (6106) all_0_397_397 = e25 % 126.00/81.95 | % 126.00/81.95 | Instantiating formula (364) with e26, e23, all_0_387_387, e24 and discharging atoms op2(e26, e23) = all_0_387_387, op2(e26, e23) = e24, yields: % 126.00/81.95 | (6107) all_0_387_387 = e24 % 126.00/81.95 | % 126.00/81.95 | Instantiating formula (364) with e26, e22, all_0_385_385, e22 and discharging atoms op2(e26, e22) = all_0_385_385, op2(e26, e22) = e22, yields: % 126.00/81.96 | (6108) all_0_385_385 = e22 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e26, e20, all_0_395_395, e26 and discharging atoms op2(e26, e20) = all_0_395_395, op2(e26, e20) = e26, yields: % 126.00/81.96 | (6109) all_0_395_395 = e26 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e25, e25, all_0_307_307, e21 and discharging atoms op2(e25, e25) = all_0_307_307, op2(e25, e25) = e21, yields: % 126.00/81.96 | (6110) all_0_307_307 = e21 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e25, e23, all_0_295_295, e23 and discharging atoms op2(e25, e23) = all_0_295_295, op2(e25, e23) = e23, yields: % 126.00/81.96 | (6111) all_0_295_295 = e23 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e25, e22, all_0_305_305, e25 and discharging atoms op2(e25, e22) = all_0_305_305, op2(e25, e22) = e25, yields: % 126.00/81.96 | (6112) all_0_305_305 = e25 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e25, e20, all_0_297_297, e24 and discharging atoms op2(e25, e20) = all_0_297_297, op2(e25, e20) = e24, yields: % 126.00/81.96 | (6113) all_0_297_297 = e24 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e23, e26, all_0_329_329, e24 and discharging atoms op2(e23, e26) = all_0_329_329, op2(e23, e26) = e24, yields: % 126.00/81.96 | (6114) all_0_329_329 = e24 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e23, e25, all_0_226_226, e23 and discharging atoms op2(e23, e25) = all_0_226_226, op2(e23, e25) = e23, yields: % 126.00/81.96 | (6115) all_0_226_226 = e23 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e23, e22, all_0_588_588, e26 and discharging atoms op2(e23, e22) = all_0_588_588, op2(e23, e22) = e26, yields: % 126.00/81.96 | (6116) all_0_588_588 = e26 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e23, e22, all_0_604_604, all_0_588_588 and discharging atoms op2(e23, e22) = all_0_588_588, op2(e23, e22) = all_0_604_604, yields: % 126.00/81.96 | (6117) all_0_588_588 = all_0_604_604 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e23, e21, all_0_563_563, e21 and discharging atoms op2(e23, e21) = all_0_563_563, op2(e23, e21) = e21, yields: % 126.00/81.96 | (6118) all_0_563_563 = e21 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e26, all_0_316_316, e22 and discharging atoms op2(e22, e26) = all_0_316_316, op2(e22, e26) = e22, yields: % 126.00/81.96 | (6119) all_0_316_316 = e22 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e25, all_0_293_293, e25 and discharging atoms op2(e22, e25) = all_0_293_293, op2(e22, e25) = e25, yields: % 126.00/81.96 | (6120) all_0_293_293 = e25 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e23, all_0_282_282, e26 and discharging atoms op2(e22, e23) = all_0_282_282, op2(e22, e23) = e26, yields: % 126.00/81.96 | (6121) all_0_282_282 = e26 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e23, all_0_507_507, all_0_282_282 and discharging atoms op2(e22, e23) = all_0_282_282, op2(e22, e23) = all_0_507_507, yields: % 126.00/81.96 | (6122) all_0_282_282 = all_0_507_507 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e22, all_0_291_291, e23 and discharging atoms op2(e22, e22) = all_0_291_291, op2(e22, e22) = e23, yields: % 126.00/81.96 | (6123) all_0_291_291 = e23 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e21, all_0_509_509, e24 and discharging atoms op2(e22, e21) = all_0_509_509, op2(e22, e21) = e24, yields: % 126.00/81.96 | (6124) all_0_509_509 = e24 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e20, all_0_589_589, e21 and discharging atoms op2(e22, e20) = all_0_589_589, op2(e22, e20) = e21, yields: % 126.00/81.96 | (6125) all_0_589_589 = e21 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e22, e20, all_0_593_593, all_0_589_589 and discharging atoms op2(e22, e20) = all_0_589_589, op2(e22, e20) = all_0_593_593, yields: % 126.00/81.96 | (6126) all_0_589_589 = all_0_593_593 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e21, e23, all_0_575_575, e21 and discharging atoms op2(e21, e23) = all_0_575_575, op2(e21, e23) = e21, yields: % 126.00/81.96 | (6127) all_0_575_575 = e21 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e21, e22, all_0_567_567, e24 and discharging atoms op2(e21, e22) = all_0_567_567, op2(e21, e22) = e24, yields: % 126.00/81.96 | (6128) all_0_567_567 = e24 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e21, e21, all_0_577_577, e26 and discharging atoms op2(e21, e21) = all_0_577_577, op2(e21, e21) = e26, yields: % 126.00/81.96 | (6129) all_0_577_577 = e26 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e21, e20, all_0_565_565, e20 and discharging atoms op2(e21, e20) = all_0_565_565, op2(e21, e20) = e20, yields: % 126.00/81.96 | (6130) all_0_565_565 = e20 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e26, all_0_383_383, e26 and discharging atoms op2(e20, e26) = all_0_383_383, op2(e20, e26) = e26, yields: % 126.00/81.96 | (6131) all_0_383_383 = e26 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e25, all_0_239_239, e24 and discharging atoms op2(e20, e25) = all_0_239_239, op2(e20, e25) = e24, yields: % 126.00/81.96 | (6132) all_0_239_239 = e24 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e23, all_0_594_594, e25 and discharging atoms op2(e20, e23) = all_0_594_594, op2(e20, e23) = e25, yields: % 126.00/81.96 | (6133) all_0_594_594 = e25 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e23, all_0_603_603, all_0_594_594 and discharging atoms op2(e20, e23) = all_0_594_594, op2(e20, e23) = all_0_603_603, yields: % 126.00/81.96 | (6134) all_0_594_594 = all_0_603_603 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e22, all_0_237_237, e21 and discharging atoms op2(e20, e22) = all_0_237_237, op2(e20, e22) = e21, yields: % 126.00/81.96 | (6135) all_0_237_237 = e21 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e22, all_0_372_372, all_0_237_237 and discharging atoms op2(e20, e22) = all_0_237_237, op2(e20, e22) = all_0_372_372, yields: % 126.00/81.96 | (6136) all_0_237_237 = all_0_372_372 % 126.00/81.96 | % 126.00/81.96 | Instantiating formula (364) with e20, e21, all_0_496_496, e20 and discharging atoms op2(e20, e21) = all_0_496_496, op2(e20, e21) = e20, yields: % 126.00/81.96 | (6137) all_0_496_496 = e20 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6135,6136) yields a new equation: % 126.00/81.96 | (6138) all_0_372_372 = e21 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6121,6122) yields a new equation: % 126.00/81.96 | (6139) all_0_507_507 = e26 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6116,6117) yields a new equation: % 126.00/81.96 | (6140) all_0_604_604 = e26 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6125,6126) yields a new equation: % 126.00/81.96 | (6141) all_0_593_593 = e21 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6134,6133) yields a new equation: % 126.00/81.96 | (6142) all_0_603_603 = e25 % 126.00/81.96 | % 126.00/81.96 | Simplifying 6142 yields: % 126.00/81.96 | (6143) all_0_603_603 = e25 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6141,6126) yields a new equation: % 126.00/81.96 | (6125) all_0_589_589 = e21 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6140,6117) yields a new equation: % 126.00/81.96 | (6116) all_0_588_588 = e26 % 126.00/81.96 | % 126.00/81.96 | Combining equations (6125,1860) yields a new equation: % 126.00/81.96 | (6146) all_0_284_284 = e21 % 126.00/81.96 | % 126.00/81.97 | Combining equations (6139,6122) yields a new equation: % 126.00/81.97 | (6121) all_0_282_282 = e26 % 126.00/81.97 | % 126.00/81.97 | Combining equations (6138,6136) yields a new equation: % 126.00/81.97 | (6135) all_0_237_237 = e21 % 126.00/81.97 | % 126.00/81.97 | Combining equations (6116,1884) yields a new equation: % 126.00/81.97 | (6149) all_0_225_225 = e26 % 126.00/81.97 | % 126.00/81.97 | Combining equations (6125,4858) yields a new equation: % 126.00/81.97 | (6150) all_0_224_224 = e21 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (684) follows: % 126.00/81.97 | (6151) h4(e13) = e26 % 126.00/81.97 | % 126.00/81.97 | From (6125) and (899) follows: % 126.00/81.97 | (6152) h4(e12) = e21 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (1460) follows: % 126.00/81.97 | (6153) op2(all_0_587_587, e26) = all_0_247_247 % 126.00/81.97 | % 126.00/81.97 | From (6125) and (1508) follows: % 126.00/81.97 | (6154) op2(all_0_587_587, e21) = all_0_249_249 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (837) follows: % 126.00/81.97 | (6155) op2(e26, all_0_587_587) = all_0_259_259 % 126.00/81.97 | % 126.00/81.97 | From (6116)(6116) and (1264) follows: % 126.00/81.97 | (6156) op2(e26, e26) = all_0_261_261 % 126.00/81.97 | % 126.00/81.97 | From (6116)(6125) and (197) follows: % 126.00/81.97 | (6157) op2(e26, e21) = all_0_263_263 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (6038) follows: % 126.00/81.97 | (6158) op2(e26, e25) = all_0_267_267 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (1737) follows: % 126.00/81.97 | (6159) op2(e26, e23) = all_0_255_255 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (6037) follows: % 126.00/81.97 | (6160) op2(e26, e22) = all_0_265_265 % 126.00/81.97 | % 126.00/81.97 | From (6116) and (5927) follows: % 126.00/81.97 | (6161) op2(e26, e20) = all_0_257_257 % 126.00/81.97 | % 126.00/81.97 | From (6125) and (1044) follows: % 126.00/81.97 | (6162) op2(e21, all_0_587_587) = all_0_272_272 % 126.00/81.97 | % 126.00/81.97 | From (6125)(6116) and (512) follows: % 126.00/81.97 | (6163) op2(e21, e26) = all_0_274_274 % 126.00/81.97 | % 126.00/81.97 | From (6125)(6125) and (466) follows: % 126.00/81.97 | (6164) op2(e21, e21) = all_0_276_276 % 126.00/81.97 | % 126.00/81.97 | From (6125) and (6040) follows: % 126.00/81.98 | (6165) op2(e21, e25) = all_0_280_280 % 126.00/81.98 | % 126.00/81.98 | From (6125) and (1270) follows: % 126.00/81.98 | (6166) op2(e21, e23) = all_0_269_269 % 126.00/81.98 | % 126.00/81.98 | From (6125) and (6039) follows: % 126.00/81.98 | (6167) op2(e21, e22) = all_0_278_278 % 126.00/81.98 | % 126.00/81.98 | From (6125) and (5928) follows: % 126.00/81.98 | (6168) op2(e21, e20) = all_0_271_271 % 126.00/81.98 | % 126.00/81.98 | From (6141) and (391) follows: % 126.00/81.98 | (6169) op2(all_0_592_592, e21) = all_0_337_337 % 126.00/81.98 | % 126.00/81.98 | From (6133) and (1606) follows: % 126.00/81.98 | (6170) op2(all_0_592_592, e25) = all_0_339_339 % 126.00/81.98 | % 126.00/81.98 | From (6141) and (651) follows: % 126.00/81.98 | (6171) op2(e21, all_0_592_592) = all_0_349_349 % 126.00/81.98 | % 126.00/81.98 | From (6141)(6141) and (806) follows: % 126.00/81.98 | (6172) op2(e21, e21) = all_0_351_351 % 126.00/81.98 | % 126.00/81.98 | From (6141)(6133) and (1397) follows: % 126.00/81.98 | (6173) op2(e21, e25) = all_0_353_353 % 126.00/81.98 | % 126.00/81.98 | From (6141) and (6058) follows: % 126.00/81.98 | (6174) op2(e21, e26) = all_0_357_357 % 126.00/81.98 | % 126.00/81.98 | From (6141) and (6057) follows: % 126.00/81.98 | (6175) op2(e21, e20) = all_0_355_355 % 126.00/81.98 | % 126.00/81.98 | From (6143) and (981) follows: % 126.00/81.98 | (6176) op2(all_0_602_602, e25) = all_0_517_517 % 126.00/81.98 | % 126.00/81.98 | From (6140)(6143) and (1359) follows: % 126.00/81.98 | (6177) op2(e26, e25) = all_0_544_544 % 126.00/81.98 | % 126.00/81.98 | From (6140)(6140) and (187) follows: % 126.00/81.98 | (6178) op2(e26, e26) = all_0_546_546 % 126.00/81.98 | % 126.00/81.98 | From (6140) and (6071) follows: % 126.00/81.98 | (6179) op2(e26, e23) = all_0_548_548 % 126.00/81.98 | % 126.00/81.98 | From (6140) and (5773) follows: % 126.00/81.99 | (6180) op2(e26, e22) = all_0_541_541 % 126.00/81.99 | % 126.00/81.99 | From (6140) and (259) follows: % 126.00/81.99 | (6181) op2(e26, e20) = all_0_539_539 % 126.00/81.99 | % 126.00/81.99 | From (6133) and (6065) follows: % 126.00/81.99 | (6182) op2(e26, e25) = all_0_393_393 % 126.00/81.99 | % 126.00/81.99 | From (6106) and (6067) follows: % 126.00/81.99 | (1582) op2(e26, e26) = e25 % 126.00/81.99 | % 126.00/81.99 | From (6107) and (6068) follows: % 126.00/81.99 | (1365) op2(e26, e23) = e24 % 126.00/81.99 | % 126.00/81.99 | From (6108) and (6069) follows: % 126.00/81.99 | (5271) op2(e26, e22) = e22 % 126.00/81.99 | % 126.00/81.99 | From (6109) and (6066) follows: % 126.00/81.99 | (5303) op2(e26, e20) = e26 % 126.00/81.99 | % 126.00/81.99 | From (6116) and (6049) follows: % 126.00/81.99 | (6187) op2(e25, e26) = all_0_301_301 % 126.00/81.99 | % 126.00/81.99 | From (6125) and (6050) follows: % 126.00/81.99 | (6188) op2(e25, e21) = all_0_303_303 % 126.00/81.99 | % 126.00/81.99 | From (6116) and (1551) follows: % 126.00/81.99 | (6189) op2(e23, e26) = all_0_587_587 % 126.00/81.99 | % 126.00/81.99 | From (6125) and (691) follows: % 126.00/81.99 | (6190) op2(e23, e21) = all_0_223_223 % 126.00/81.99 | % 126.00/81.99 | From (6140) and (6072) follows: % 126.00/81.99 | (6191) op2(e23, e26) = all_0_559_559 % 126.00/81.99 | % 126.00/81.99 | From (6114) and (6091) follows: % 126.00/81.99 | (2062) op2(e23, e26) = e24 % 126.00/81.99 | % 126.00/81.99 | From (6118) and (6073) follows: % 126.00/81.99 | (2389) op2(e23, e21) = e21 % 126.00/81.99 | % 126.00/81.99 | From (6116) and (6042) follows: % 126.00/82.00 | (6194) op2(e22, e26) = all_0_287_287 % 126.00/82.00 | % 126.00/82.00 | From (6125) and (6043) follows: % 126.00/82.00 | (6195) op2(e22, e21) = all_0_289_289 % 126.00/82.00 | % 126.00/82.00 | From (6141) and (174) follows: % 126.00/82.00 | (6196) op2(e22, e21) = all_0_592_592 % 126.00/82.00 | % 126.00/82.00 | From (6140) and (5779) follows: % 126.00/82.00 | (6197) op2(e22, e26) = all_0_505_505 % 126.00/82.00 | % 126.00/82.00 | From (6119) and (6094) follows: % 126.00/82.00 | (5262) op2(e22, e26) = e22 % 126.00/82.00 | % 126.00/82.00 | From (6124) and (6096) follows: % 126.00/82.00 | (5371) op2(e22, e21) = e24 % 126.00/82.00 | % 126.00/82.00 | From (6143) and (6076) follows: % 126.00/82.00 | (6200) op2(e21, e25) = all_0_571_571 % 126.00/82.00 | % 126.00/82.00 | From (6140) and (6077) follows: % 126.00/82.00 | (6201) op2(e21, e26) = all_0_573_573 % 126.00/82.00 | % 126.00/82.00 | From (6127) and (6078) follows: % 126.00/82.00 | (4900) op2(e21, e23) = e21 % 126.00/82.00 | % 126.00/82.00 | From (6128) and (6080) follows: % 126.00/82.00 | (3148) op2(e21, e22) = e24 % 126.00/82.00 | % 126.00/82.00 | From (6129) and (6079) follows: % 126.00/82.00 | (4975) op2(e21, e21) = e26 % 126.00/82.00 | % 126.00/82.00 | From (6130) and (6081) follows: % 126.00/82.00 | (5558) op2(e21, e20) = e20 % 126.00/82.00 | % 126.00/82.00 | From (6116) and (5932) follows: % 126.00/82.00 | (6206) op2(e20, e26) = all_0_233_233 % 126.00/82.00 | % 126.00/82.00 | From (6125) and (5933) follows: % 126.00/82.00 | (6207) op2(e20, e21) = all_0_235_235 % 126.00/82.01 | % 126.00/82.01 | From (6141) and (6060) follows: % 126.00/82.01 | (6208) op2(e20, e21) = all_0_377_377 % 126.00/82.01 | % 126.00/82.01 | From (6133) and (6061) follows: % 126.00/82.01 | (6209) op2(e20, e25) = all_0_379_379 % 126.00/82.01 | % 126.00/82.01 | From (6143) and (1499) follows: % 126.00/82.01 | (6210) op2(e20, e25) = all_0_602_602 % 126.00/82.01 | % 126.00/82.01 | From (6131) and (6062) follows: % 126.00/82.01 | (2092) op2(e20, e26) = e26 % 126.00/82.01 | % 126.00/82.01 | From (6132) and (6101) follows: % 126.00/82.01 | (4498) op2(e20, e25) = e24 % 126.00/82.01 | % 126.00/82.01 | From (6137) and (6103) follows: % 126.00/82.01 | (5484) op2(e20, e21) = e20 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e26, all_0_261_261, e25 and discharging atoms op2(e26, e26) = all_0_261_261, op2(e26, e26) = e25, yields: % 126.00/82.01 | (6214) all_0_261_261 = e25 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e26, all_0_546_546, all_0_261_261 and discharging atoms op2(e26, e26) = all_0_261_261, op2(e26, e26) = all_0_546_546, yields: % 126.00/82.01 | (6215) all_0_261_261 = all_0_546_546 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e25, all_0_393_393, e20 and discharging atoms op2(e26, e25) = all_0_393_393, op2(e26, e25) = e20, yields: % 126.00/82.01 | (6216) all_0_393_393 = e20 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e25, all_0_393_393, all_0_267_267 and discharging atoms op2(e26, e25) = all_0_267_267, op2(e26, e25) = all_0_393_393, yields: % 126.00/82.01 | (6217) all_0_267_267 = all_0_393_393 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e25, all_0_544_544, all_0_267_267 and discharging atoms op2(e26, e25) = all_0_267_267, op2(e26, e25) = all_0_544_544, yields: % 126.00/82.01 | (6218) all_0_267_267 = all_0_544_544 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e23, all_0_255_255, e24 and discharging atoms op2(e26, e23) = all_0_255_255, op2(e26, e23) = e24, yields: % 126.00/82.01 | (6219) all_0_255_255 = e24 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e23, all_0_548_548, all_0_255_255 and discharging atoms op2(e26, e23) = all_0_255_255, op2(e26, e23) = all_0_548_548, yields: % 126.00/82.01 | (6220) all_0_255_255 = all_0_548_548 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e22, all_0_265_265, e22 and discharging atoms op2(e26, e22) = all_0_265_265, op2(e26, e22) = e22, yields: % 126.00/82.01 | (6221) all_0_265_265 = e22 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e22, all_0_541_541, all_0_265_265 and discharging atoms op2(e26, e22) = all_0_265_265, op2(e26, e22) = all_0_541_541, yields: % 126.00/82.01 | (6222) all_0_265_265 = all_0_541_541 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e21, all_0_263_263, e23 and discharging atoms op2(e26, e21) = all_0_263_263, op2(e26, e21) = e23, yields: % 126.00/82.01 | (6223) all_0_263_263 = e23 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e20, all_0_257_257, e26 and discharging atoms op2(e26, e20) = all_0_257_257, op2(e26, e20) = e26, yields: % 126.00/82.01 | (6224) all_0_257_257 = e26 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e26, e20, all_0_539_539, all_0_257_257 and discharging atoms op2(e26, e20) = all_0_257_257, op2(e26, e20) = all_0_539_539, yields: % 126.00/82.01 | (6225) all_0_257_257 = all_0_539_539 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e25, e26, all_0_301_301, e20 and discharging atoms op2(e25, e26) = all_0_301_301, op2(e25, e26) = e20, yields: % 126.00/82.01 | (6226) all_0_301_301 = e20 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e25, e21, all_0_303_303, e22 and discharging atoms op2(e25, e21) = all_0_303_303, op2(e25, e21) = e22, yields: % 126.00/82.01 | (6227) all_0_303_303 = e22 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e23, e26, all_0_559_559, e24 and discharging atoms op2(e23, e26) = all_0_559_559, op2(e23, e26) = e24, yields: % 126.00/82.01 | (6228) all_0_559_559 = e24 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e23, e26, all_0_587_587, all_0_559_559 and discharging atoms op2(e23, e26) = all_0_559_559, op2(e23, e26) = all_0_587_587, yields: % 126.00/82.01 | (6229) all_0_559_559 = all_0_587_587 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e23, e21, all_0_223_223, e21 and discharging atoms op2(e23, e21) = all_0_223_223, op2(e23, e21) = e21, yields: % 126.00/82.01 | (6230) all_0_223_223 = e21 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e22, e26, all_0_287_287, e22 and discharging atoms op2(e22, e26) = all_0_287_287, op2(e22, e26) = e22, yields: % 126.00/82.01 | (6231) all_0_287_287 = e22 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e22, e26, all_0_505_505, all_0_287_287 and discharging atoms op2(e22, e26) = all_0_287_287, op2(e22, e26) = all_0_505_505, yields: % 126.00/82.01 | (6232) all_0_287_287 = all_0_505_505 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e22, e21, all_0_289_289, e24 and discharging atoms op2(e22, e21) = all_0_289_289, op2(e22, e21) = e24, yields: % 126.00/82.01 | (6233) all_0_289_289 = e24 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e22, e21, all_0_592_592, all_0_289_289 and discharging atoms op2(e22, e21) = all_0_289_289, op2(e22, e21) = all_0_592_592, yields: % 126.00/82.01 | (6234) all_0_289_289 = all_0_592_592 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e21, e26, all_0_357_357, e23 and discharging atoms op2(e21, e26) = all_0_357_357, op2(e21, e26) = e23, yields: % 126.00/82.01 | (6235) all_0_357_357 = e23 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e21, e26, all_0_357_357, all_0_274_274 and discharging atoms op2(e21, e26) = all_0_274_274, op2(e21, e26) = all_0_357_357, yields: % 126.00/82.01 | (6236) all_0_274_274 = all_0_357_357 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e21, e26, all_0_573_573, all_0_274_274 and discharging atoms op2(e21, e26) = all_0_274_274, op2(e21, e26) = all_0_573_573, yields: % 126.00/82.01 | (6237) all_0_274_274 = all_0_573_573 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e21, e25, all_0_353_353, e22 and discharging atoms op2(e21, e25) = all_0_353_353, op2(e21, e25) = e22, yields: % 126.00/82.01 | (6238) all_0_353_353 = e22 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e21, e25, all_0_353_353, all_0_280_280 and discharging atoms op2(e21, e25) = all_0_280_280, op2(e21, e25) = all_0_353_353, yields: % 126.00/82.01 | (6239) all_0_280_280 = all_0_353_353 % 126.00/82.01 | % 126.00/82.01 | Instantiating formula (364) with e21, e25, all_0_571_571, all_0_280_280 and discharging atoms op2(e21, e25) = all_0_280_280, op2(e21, e25) = all_0_571_571, yields: % 126.00/82.02 | (6240) all_0_280_280 = all_0_571_571 % 126.00/82.02 | % 126.00/82.02 | Instantiating formula (364) with e21, e23, all_0_269_269, e21 and discharging atoms op2(e21, e23) = all_0_269_269, op2(e21, e23) = e21, yields: % 126.00/82.02 | (6241) all_0_269_269 = e21 % 126.00/82.02 | % 126.00/82.02 | Instantiating formula (364) with e21, e22, all_0_278_278, e24 and discharging atoms op2(e21, e22) = all_0_278_278, op2(e21, e22) = e24, yields: % 126.27/82.02 | (6242) all_0_278_278 = e24 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e21, e21, all_0_276_276, e26 and discharging atoms op2(e21, e21) = all_0_276_276, op2(e21, e21) = e26, yields: % 126.27/82.02 | (6243) all_0_276_276 = e26 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e21, e21, all_0_351_351, all_0_276_276 and discharging atoms op2(e21, e21) = all_0_276_276, op2(e21, e21) = all_0_351_351, yields: % 126.27/82.02 | (6244) all_0_276_276 = all_0_351_351 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e21, e20, all_0_271_271, e20 and discharging atoms op2(e21, e20) = all_0_271_271, op2(e21, e20) = e20, yields: % 126.27/82.02 | (6245) all_0_271_271 = e20 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e21, e20, all_0_355_355, all_0_271_271 and discharging atoms op2(e21, e20) = all_0_271_271, op2(e21, e20) = all_0_355_355, yields: % 126.27/82.02 | (6246) all_0_271_271 = all_0_355_355 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e20, e26, all_0_233_233, e26 and discharging atoms op2(e20, e26) = all_0_233_233, op2(e20, e26) = e26, yields: % 126.27/82.02 | (6247) all_0_233_233 = e26 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e20, e25, all_0_379_379, e24 and discharging atoms op2(e20, e25) = all_0_379_379, op2(e20, e25) = e24, yields: % 126.27/82.02 | (6248) all_0_379_379 = e24 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e20, e25, all_0_602_602, all_0_379_379 and discharging atoms op2(e20, e25) = all_0_379_379, op2(e20, e25) = all_0_602_602, yields: % 126.27/82.02 | (6249) all_0_379_379 = all_0_602_602 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e20, e21, all_0_235_235, e20 and discharging atoms op2(e20, e21) = all_0_235_235, op2(e20, e21) = e20, yields: % 126.27/82.02 | (6250) all_0_235_235 = e20 % 126.27/82.02 | % 126.27/82.02 | Instantiating formula (364) with e20, e21, all_0_377_377, all_0_235_235 and discharging atoms op2(e20, e21) = all_0_235_235, op2(e20, e21) = all_0_377_377, yields: % 126.27/82.02 | (6251) all_0_235_235 = all_0_377_377 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6250,6251) yields a new equation: % 126.27/82.02 | (6252) all_0_377_377 = e20 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6219,6220) yields a new equation: % 126.27/82.02 | (6253) all_0_548_548 = e24 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6224,6225) yields a new equation: % 126.27/82.02 | (6254) all_0_539_539 = e26 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6214,6215) yields a new equation: % 126.27/82.02 | (6255) all_0_546_546 = e25 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6221,6222) yields a new equation: % 126.27/82.02 | (6256) all_0_541_541 = e22 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6217,6218) yields a new equation: % 126.27/82.02 | (6257) all_0_393_393 = all_0_544_544 % 126.27/82.02 | % 126.27/82.02 | Simplifying 6257 yields: % 126.27/82.02 | (6258) all_0_393_393 = all_0_544_544 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6245,6246) yields a new equation: % 126.27/82.02 | (6259) all_0_355_355 = e20 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6236,6237) yields a new equation: % 126.27/82.02 | (6260) all_0_357_357 = all_0_573_573 % 126.27/82.02 | % 126.27/82.02 | Simplifying 6260 yields: % 126.27/82.02 | (6261) all_0_357_357 = all_0_573_573 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6243,6244) yields a new equation: % 126.27/82.02 | (6262) all_0_351_351 = e26 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6239,6240) yields a new equation: % 126.27/82.02 | (6263) all_0_353_353 = all_0_571_571 % 126.27/82.02 | % 126.27/82.02 | Simplifying 6263 yields: % 126.27/82.02 | (6264) all_0_353_353 = all_0_571_571 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6231,6232) yields a new equation: % 126.27/82.02 | (6265) all_0_505_505 = e22 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6234,6233) yields a new equation: % 126.27/82.02 | (6266) all_0_592_592 = e24 % 126.27/82.02 | % 126.27/82.02 | Simplifying 6266 yields: % 126.27/82.02 | (6267) all_0_592_592 = e24 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6238,6264) yields a new equation: % 126.27/82.02 | (6268) all_0_571_571 = e22 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6235,6261) yields a new equation: % 126.27/82.02 | (6269) all_0_573_573 = e23 % 126.27/82.02 | % 126.27/82.02 | Combining equations (6248,6249) yields a new equation: % 126.27/82.03 | (6270) all_0_602_602 = e24 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6216,6258) yields a new equation: % 126.27/82.03 | (6271) all_0_544_544 = e20 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6229,6228) yields a new equation: % 126.27/82.03 | (6272) all_0_587_587 = e24 % 126.27/82.03 | % 126.27/82.03 | Simplifying 6272 yields: % 126.27/82.03 | (6273) all_0_587_587 = e24 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6265,6232) yields a new equation: % 126.27/82.03 | (6231) all_0_287_287 = e22 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6268,6240) yields a new equation: % 126.27/82.03 | (6275) all_0_280_280 = e22 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6262,6244) yields a new equation: % 126.27/82.03 | (6243) all_0_276_276 = e26 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6269,6237) yields a new equation: % 126.27/82.03 | (6277) all_0_274_274 = e23 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6259,6246) yields a new equation: % 126.27/82.03 | (6245) all_0_271_271 = e20 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6271,6218) yields a new equation: % 126.27/82.03 | (6279) all_0_267_267 = e20 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6256,6222) yields a new equation: % 126.27/82.03 | (6221) all_0_265_265 = e22 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6255,6215) yields a new equation: % 126.27/82.03 | (6214) all_0_261_261 = e25 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6254,6225) yields a new equation: % 126.27/82.03 | (6224) all_0_257_257 = e26 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6253,6220) yields a new equation: % 126.27/82.03 | (6219) all_0_255_255 = e24 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6252,6251) yields a new equation: % 126.27/82.03 | (6250) all_0_235_235 = e20 % 126.27/82.03 | % 126.27/82.03 | Combining equations (6273,1883) yields a new equation: % 126.27/82.03 | (6285) all_0_222_222 = e24 % 126.27/82.03 | % 126.27/82.03 | From (6273) and (321) follows: % 126.27/82.03 | (6286) h4(e14) = e24 % 126.27/82.03 | % 126.27/82.03 | From (6273)(6273) and (1098) follows: % 126.27/82.03 | (6287) op2(e24, e24) = all_0_245_245 % 126.27/82.03 | % 126.27/82.03 | From (6273) and (6153) follows: % 126.27/82.03 | (6288) op2(e24, e26) = all_0_247_247 % 126.27/82.03 | % 126.27/82.03 | From (6273) and (6036) follows: % 126.27/82.03 | (6289) op2(e24, e25) = all_0_253_253 % 126.27/82.03 | % 126.27/82.03 | From (6273) and (1856) follows: % 126.27/82.03 | (6290) op2(e24, e23) = all_0_241_241 % 126.27/82.03 | % 126.27/82.03 | From (6273) and (6035) follows: % 126.27/82.03 | (6291) op2(e24, e22) = all_0_251_251 % 126.27/82.03 | % 126.27/82.03 | From (6273) and (6154) follows: % 126.27/82.04 | (6292) op2(e24, e21) = all_0_249_249 % 126.27/82.04 | % 126.27/82.04 | From (6273) and (5926) follows: % 126.27/82.04 | (6293) op2(e24, e20) = all_0_243_243 % 126.27/82.04 | % 126.27/82.04 | From (6267) and (6056) follows: % 126.27/82.04 | (6294) op2(e24, e26) = all_0_343_343 % 126.27/82.04 | % 126.27/82.04 | From (6267) and (6170) follows: % 126.27/82.04 | (6295) op2(e24, e25) = all_0_339_339 % 126.27/82.04 | % 126.27/82.04 | From (6267) and (1553) follows: % 126.27/82.04 | (6296) op2(e24, e22) = all_0_331_331 % 126.27/82.04 | % 126.27/82.04 | From (6267) and (6169) follows: % 126.27/82.04 | (6297) op2(e24, e21) = all_0_337_337 % 126.27/82.04 | % 126.27/82.04 | From (6267) and (6055) follows: % 126.27/82.04 | (6298) op2(e24, e20) = all_0_341_341 % 126.27/82.04 | % 126.27/82.04 | From (6270) and (6176) follows: % 126.27/82.04 | (6299) op2(e24, e25) = all_0_517_517 % 126.27/82.04 | % 126.27/82.04 | From (6270) and (5772) follows: % 126.27/82.04 | (6300) op2(e24, e22) = all_0_513_513 % 126.27/82.04 | % 126.27/82.04 | From (6270) and (6070) follows: % 126.27/82.04 | (6301) op2(e24, e21) = all_0_523_523 % 126.27/82.04 | % 126.27/82.04 | From (6270) and (914) follows: % 126.27/82.04 | (6302) op2(e24, e20) = all_0_511_511 % 126.27/82.04 | % 126.27/82.04 | From (6273) and (6155) follows: % 126.27/82.04 | (6303) op2(e26, e24) = all_0_259_259 % 126.27/82.04 | % 126.27/82.04 | From (6273) and (6048) follows: % 126.27/82.04 | (6304) op2(e25, e24) = all_0_299_299 % 126.27/82.04 | % 126.27/82.04 | From (6273) and (1308) follows: % 126.27/82.04 | (6305) op2(e23, e24) = all_0_220_220 % 126.27/82.04 | % 126.27/82.04 | From (6273) and (6041) follows: % 126.27/82.05 | (6306) op2(e22, e24) = all_0_285_285 % 126.27/82.05 | % 126.27/82.05 | From (6267) and (708) follows: % 126.27/82.05 | (6307) op2(e22, e24) = all_0_310_310 % 126.27/82.05 | % 126.27/82.05 | From (6270) and (5778) follows: % 126.27/82.05 | (6308) op2(e22, e24) = all_0_501_501 % 126.27/82.05 | % 126.27/82.05 | From (6273) and (6162) follows: % 126.27/82.05 | (6309) op2(e21, e24) = all_0_272_272 % 126.27/82.05 | % 126.27/82.05 | From (6267) and (6171) follows: % 126.27/82.05 | (6310) op2(e21, e24) = all_0_349_349 % 126.27/82.05 | % 126.27/82.05 | From (6270) and (6075) follows: % 126.27/82.05 | (6311) op2(e21, e24) = all_0_569_569 % 126.27/82.05 | % 126.27/82.05 | From (6273) and (5931) follows: % 126.27/82.05 | (6312) op2(e20, e24) = all_0_231_231 % 126.27/82.05 | % 126.27/82.05 | From (6267) and (6059) follows: % 126.27/82.05 | (6313) op2(e20, e24) = all_0_375_375 % 126.27/82.05 | % 126.27/82.05 | From (6270) and (1781) follows: % 126.27/82.05 | (6314) op2(e20, e24) = all_0_490_490 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e26, e24, all_0_259_259, e21 and discharging atoms op2(e26, e24) = all_0_259_259, op2(e26, e24) = e21, yields: % 126.27/82.05 | (6315) all_0_259_259 = e21 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e25, e24, all_0_299_299, e26 and discharging atoms op2(e25, e24) = all_0_299_299, op2(e25, e24) = e26, yields: % 126.27/82.05 | (6316) all_0_299_299 = e26 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e26, all_0_247_247, e21 and discharging atoms op2(e24, e26) = all_0_247_247, op2(e24, e26) = e21, yields: % 126.27/82.05 | (6317) all_0_247_247 = e21 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e26, all_0_343_343, all_0_247_247 and discharging atoms op2(e24, e26) = all_0_247_247, op2(e24, e26) = all_0_343_343, yields: % 126.27/82.05 | (6318) all_0_247_247 = all_0_343_343 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e25, all_0_339_339, e26 and discharging atoms op2(e24, e25) = all_0_339_339, op2(e24, e25) = e26, yields: % 126.27/82.05 | (6319) all_0_339_339 = e26 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e25, all_0_339_339, all_0_253_253 and discharging atoms op2(e24, e25) = all_0_253_253, op2(e24, e25) = all_0_339_339, yields: % 126.27/82.05 | (6320) all_0_253_253 = all_0_339_339 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e25, all_0_517_517, all_0_253_253 and discharging atoms op2(e24, e25) = all_0_253_253, op2(e24, e25) = all_0_517_517, yields: % 126.27/82.05 | (6321) all_0_253_253 = all_0_517_517 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e24, all_0_245_245, e24 and discharging atoms op2(e24, e24) = all_0_245_245, op2(e24, e24) = e24, yields: % 126.27/82.05 | (6322) all_0_245_245 = e24 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e23, all_0_241_241, e22 and discharging atoms op2(e24, e23) = all_0_241_241, op2(e24, e23) = e22, yields: % 126.27/82.05 | (6323) all_0_241_241 = e22 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e22, all_0_331_331, e20 and discharging atoms op2(e24, e22) = all_0_331_331, op2(e24, e22) = e20, yields: % 126.27/82.05 | (6324) all_0_331_331 = e20 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e22, all_0_331_331, all_0_251_251 and discharging atoms op2(e24, e22) = all_0_251_251, op2(e24, e22) = all_0_331_331, yields: % 126.27/82.05 | (6325) all_0_251_251 = all_0_331_331 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e22, all_0_513_513, all_0_251_251 and discharging atoms op2(e24, e22) = all_0_251_251, op2(e24, e22) = all_0_513_513, yields: % 126.27/82.05 | (6326) all_0_251_251 = all_0_513_513 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e21, all_0_337_337, e25 and discharging atoms op2(e24, e21) = all_0_337_337, op2(e24, e21) = e25, yields: % 126.27/82.05 | (6327) all_0_337_337 = e25 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e21, all_0_337_337, all_0_249_249 and discharging atoms op2(e24, e21) = all_0_249_249, op2(e24, e21) = all_0_337_337, yields: % 126.27/82.05 | (6328) all_0_249_249 = all_0_337_337 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e21, all_0_523_523, all_0_249_249 and discharging atoms op2(e24, e21) = all_0_249_249, op2(e24, e21) = all_0_523_523, yields: % 126.27/82.05 | (6329) all_0_249_249 = all_0_523_523 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e20, all_0_341_341, e23 and discharging atoms op2(e24, e20) = all_0_341_341, op2(e24, e20) = e23, yields: % 126.27/82.05 | (6330) all_0_341_341 = e23 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e20, all_0_341_341, all_0_243_243 and discharging atoms op2(e24, e20) = all_0_243_243, op2(e24, e20) = all_0_341_341, yields: % 126.27/82.05 | (6331) all_0_243_243 = all_0_341_341 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e24, e20, all_0_511_511, all_0_243_243 and discharging atoms op2(e24, e20) = all_0_243_243, op2(e24, e20) = all_0_511_511, yields: % 126.27/82.05 | (6332) all_0_243_243 = all_0_511_511 % 126.27/82.05 | % 126.27/82.05 | Instantiating formula (364) with e23, e24, all_0_220_220, e22 and discharging atoms op2(e23, e24) = all_0_220_220, op2(e23, e24) = e22, yields: % 126.27/82.06 | (6333) all_0_220_220 = e22 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e22, e24, all_0_310_310, e20 and discharging atoms op2(e22, e24) = all_0_310_310, op2(e22, e24) = e20, yields: % 126.27/82.06 | (6334) all_0_310_310 = e20 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e22, e24, all_0_310_310, all_0_285_285 and discharging atoms op2(e22, e24) = all_0_285_285, op2(e22, e24) = all_0_310_310, yields: % 126.27/82.06 | (6335) all_0_285_285 = all_0_310_310 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e22, e24, all_0_501_501, all_0_285_285 and discharging atoms op2(e22, e24) = all_0_285_285, op2(e22, e24) = all_0_501_501, yields: % 126.27/82.06 | (6336) all_0_285_285 = all_0_501_501 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e21, e24, all_0_349_349, e25 and discharging atoms op2(e21, e24) = all_0_349_349, op2(e21, e24) = e25, yields: % 126.27/82.06 | (6337) all_0_349_349 = e25 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e21, e24, all_0_349_349, all_0_272_272 and discharging atoms op2(e21, e24) = all_0_272_272, op2(e21, e24) = all_0_349_349, yields: % 126.27/82.06 | (6338) all_0_272_272 = all_0_349_349 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e21, e24, all_0_569_569, all_0_272_272 and discharging atoms op2(e21, e24) = all_0_272_272, op2(e21, e24) = all_0_569_569, yields: % 126.27/82.06 | (6339) all_0_272_272 = all_0_569_569 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e20, e24, all_0_375_375, e23 and discharging atoms op2(e20, e24) = all_0_375_375, op2(e20, e24) = e23, yields: % 126.27/82.06 | (6340) all_0_375_375 = e23 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e20, e24, all_0_375_375, all_0_231_231 and discharging atoms op2(e20, e24) = all_0_231_231, op2(e20, e24) = all_0_375_375, yields: % 126.27/82.06 | (6341) all_0_231_231 = all_0_375_375 % 126.27/82.06 | % 126.27/82.06 | Instantiating formula (364) with e20, e24, all_0_490_490, all_0_231_231 and discharging atoms op2(e20, e24) = all_0_231_231, op2(e20, e24) = all_0_490_490, yields: % 126.27/82.06 | (6342) all_0_231_231 = all_0_490_490 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6341,6342) yields a new equation: % 126.27/82.06 | (6343) all_0_375_375 = all_0_490_490 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6343 yields: % 126.27/82.06 | (6344) all_0_375_375 = all_0_490_490 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6331,6332) yields a new equation: % 126.27/82.06 | (6345) all_0_341_341 = all_0_511_511 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6345 yields: % 126.27/82.06 | (6346) all_0_341_341 = all_0_511_511 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6317,6318) yields a new equation: % 126.27/82.06 | (6347) all_0_343_343 = e21 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6328,6329) yields a new equation: % 126.27/82.06 | (6348) all_0_337_337 = all_0_523_523 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6348 yields: % 126.27/82.06 | (6349) all_0_337_337 = all_0_523_523 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6325,6326) yields a new equation: % 126.27/82.06 | (6350) all_0_331_331 = all_0_513_513 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6350 yields: % 126.27/82.06 | (6351) all_0_331_331 = all_0_513_513 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6320,6321) yields a new equation: % 126.27/82.06 | (6352) all_0_339_339 = all_0_517_517 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6352 yields: % 126.27/82.06 | (6353) all_0_339_339 = all_0_517_517 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6338,6339) yields a new equation: % 126.27/82.06 | (6354) all_0_349_349 = all_0_569_569 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6354 yields: % 126.27/82.06 | (6355) all_0_349_349 = all_0_569_569 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6335,6336) yields a new equation: % 126.27/82.06 | (6356) all_0_310_310 = all_0_501_501 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6356 yields: % 126.27/82.06 | (6357) all_0_310_310 = all_0_501_501 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6357,6334) yields a new equation: % 126.27/82.06 | (6358) all_0_501_501 = e20 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6358 yields: % 126.27/82.06 | (6359) all_0_501_501 = e20 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6324,6351) yields a new equation: % 126.27/82.06 | (6360) all_0_513_513 = e20 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6327,6349) yields a new equation: % 126.27/82.06 | (6361) all_0_523_523 = e25 % 126.27/82.06 | % 126.27/82.06 | Combining equations (6353,6319) yields a new equation: % 126.27/82.06 | (6362) all_0_517_517 = e26 % 126.27/82.06 | % 126.27/82.06 | Simplifying 6362 yields: % 126.27/82.06 | (6363) all_0_517_517 = e26 % 126.27/82.06 | % 126.27/82.07 | Combining equations (6330,6346) yields a new equation: % 126.27/82.07 | (6364) all_0_511_511 = e23 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6337,6355) yields a new equation: % 126.27/82.07 | (6365) all_0_569_569 = e25 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6340,6344) yields a new equation: % 126.27/82.07 | (6366) all_0_490_490 = e23 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6359,6336) yields a new equation: % 126.27/82.07 | (6367) all_0_285_285 = e20 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6365,6339) yields a new equation: % 126.27/82.07 | (6368) all_0_272_272 = e25 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6363,6321) yields a new equation: % 126.27/82.07 | (6369) all_0_253_253 = e26 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6360,6326) yields a new equation: % 126.27/82.07 | (6370) all_0_251_251 = e20 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6361,6329) yields a new equation: % 126.27/82.07 | (6371) all_0_249_249 = e25 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6347,6318) yields a new equation: % 126.27/82.07 | (6317) all_0_247_247 = e21 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6364,6332) yields a new equation: % 126.27/82.07 | (6373) all_0_243_243 = e23 % 126.27/82.07 | % 126.27/82.07 | Combining equations (6366,6342) yields a new equation: % 126.27/82.07 | (6374) all_0_231_231 = e23 % 126.27/82.07 | % 126.27/82.07 +-Applying beta-rule and splitting (69), into two cases. % 126.27/82.07 |-Branch one: % 126.27/82.07 | (6375) all_0_762_762 = e16 % 126.27/82.07 | % 126.27/82.07 | Equations (6375) can reduce 4803 to: % 126.27/82.07 | (1975) $false % 126.27/82.07 | % 126.27/82.07 |-The branch is then unsatisfiable % 126.27/82.07 |-Branch two: % 126.27/82.07 | (4803) ~ (all_0_762_762 = e16) % 126.27/82.07 | (6378) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 | all_0_762_762 = e10 % 126.27/82.07 | % 126.27/82.07 +-Applying beta-rule and splitting (1349), into two cases. % 126.27/82.07 |-Branch one: % 126.27/82.07 | (6379) all_0_774_774 = e10 % 126.27/82.07 | % 126.27/82.07 | Equations (6379) can reduce 1674 to: % 126.27/82.07 | (6380) ~ (all_0_748_748 = e10) % 126.27/82.07 | % 126.27/82.07 | Equations (6379) can reduce 1538 to: % 126.27/82.07 | (6381) ~ (all_0_755_755 = e10) % 126.27/82.07 | % 126.27/82.07 | Equations (6379) can reduce 1542 to: % 126.27/82.07 | (6382) ~ (all_0_761_761 = e10) % 126.27/82.07 | % 126.27/82.07 | Equations (6379) can reduce 584 to: % 126.27/82.07 | (6383) ~ (all_0_767_767 = e10) % 126.27/82.07 | % 126.27/82.07 | Equations (6379) can reduce 779 to: % 126.27/82.07 | (1350) ~ (all_0_769_769 = e10) % 126.27/82.07 | % 126.27/82.07 | Equations (6379) can reduce 4811 to: % 126.27/82.07 | (6385) ~ (e16 = e10) % 126.27/82.07 | % 126.27/82.07 | Simplifying 6385 yields: % 126.27/82.07 | (891) ~ (e16 = e10) % 126.27/82.07 | % 126.27/82.07 +-Applying beta-rule and splitting (734), into two cases. % 126.27/82.07 |-Branch one: % 126.27/82.07 | (6387) all_0_741_741 = e15 % 126.27/82.07 | % 126.27/82.07 | From (6387) and (1133) follows: % 126.27/82.07 | (6388) op1(e15, e15) = all_0_727_727 % 126.27/82.07 | % 126.27/82.07 | Instantiating formula (1768) with e15, e15, all_0_727_727, e11 and discharging atoms op1(e15, e15) = all_0_727_727, op1(e15, e15) = e11, yields: % 126.27/82.07 | (6389) all_0_727_727 = e11 % 126.27/82.07 | % 126.27/82.07 | From (6389) and (1212) follows: % 126.27/82.07 | (6390) op1(e11, e15) = e10 % 126.27/82.07 | % 126.27/82.07 | Instantiating formula (1768) with e11, e15, e10, e12 and discharging atoms op1(e11, e15) = e12, op1(e11, e15) = e10, yields: % 126.27/82.07 | (4881) e12 = e10 % 126.27/82.07 | % 126.27/82.07 | Equations (4881) can reduce 372 to: % 126.27/82.07 | (1975) $false % 126.27/82.07 | % 126.27/82.07 |-The branch is then unsatisfiable % 126.27/82.07 |-Branch two: % 126.27/82.07 | (6393) ~ (all_0_741_741 = e15) % 126.27/82.07 | (6394) all_0_748_748 = e15 | all_0_755_755 = e15 | all_0_767_767 = e15 | all_0_774_774 = e15 % 126.27/82.07 | % 126.27/82.07 +-Applying beta-rule and splitting (1045), into two cases. % 126.27/82.07 |-Branch one: % 126.27/82.07 | (6395) all_0_737_737 = e10 % 126.27/82.07 | % 126.27/82.07 | Equations (6395) can reduce 4781 to: % 126.27/82.07 | (1975) $false % 126.27/82.07 | % 126.27/82.07 |-The branch is then unsatisfiable % 126.27/82.07 |-Branch two: % 126.27/82.07 | (4781) ~ (all_0_737_737 = e10) % 126.27/82.07 | (6398) all_0_744_744 = e10 | all_0_751_751 = e10 | all_0_757_757 = e10 | all_0_763_763 = e10 | all_0_770_770 = e10 % 126.27/82.07 | % 126.27/82.07 +-Applying beta-rule and splitting (570), into two cases. % 126.27/82.07 |-Branch one: % 126.27/82.07 | (6399) all_0_740_740 = e16 % 126.27/82.07 | % 126.27/82.07 | From (6399) and (4876) follows: % 126.27/82.08 | (6400) op1(e16, e11) = e14 % 126.27/82.08 | % 126.27/82.08 | Instantiating formula (1768) with e16, e11, e14, e13 and discharging atoms op1(e16, e11) = e14, op1(e16, e11) = e13, yields: % 126.27/82.08 | (6401) e14 = e13 % 126.27/82.08 | % 126.27/82.08 | Equations (6401) can reduce 218 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (6403) ~ (all_0_740_740 = e16) % 126.27/82.08 | (6404) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (759), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6399) all_0_740_740 = e16 % 126.27/82.08 | % 126.27/82.08 | Equations (6399) can reduce 6403 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (6403) ~ (all_0_740_740 = e16) % 126.27/82.08 | (6408) all_0_747_747 = e16 | all_0_754_754 = e16 | all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (1260), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6409) all_0_767_767 = e16 % 126.27/82.08 | % 126.27/82.08 | Equations (6409) can reduce 4772 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (4772) ~ (all_0_767_767 = e16) % 126.27/82.08 | (6412) all_0_767_767 = e15 | all_0_767_767 = e14 | all_0_767_767 = e13 | all_0_767_767 = e11 | all_0_767_767 = e10 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (1378), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6413) all_0_741_741 = e16 % 126.27/82.08 | % 126.27/82.08 | Equations (6413) can reduce 4766 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (4766) ~ (all_0_741_741 = e16) % 126.27/82.08 | (6416) all_0_741_741 = e15 | all_0_741_741 = e14 | all_0_741_741 = e13 | all_0_741_741 = e12 | all_0_741_741 = e10 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (225), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6417) all_0_764_764 = e16 % 126.27/82.08 | % 126.27/82.08 | From (6417) and (878) follows: % 126.27/82.08 | (6418) op1(e16, e11) = all_0_711_711 % 126.27/82.08 | % 126.27/82.08 | Instantiating formula (1768) with e16, e11, all_0_711_711, e13 and discharging atoms op1(e16, e11) = all_0_711_711, op1(e16, e11) = e13, yields: % 126.27/82.08 | (6419) all_0_711_711 = e13 % 126.27/82.08 | % 126.27/82.08 | From (6419) and (676) follows: % 126.27/82.08 | (6420) op1(e13, e11) = e13 % 126.27/82.08 | % 126.27/82.08 | Instantiating formula (1768) with e13, e11, e13, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e13, yields: % 126.27/82.08 | (6421) all_0_754_754 = e13 % 126.27/82.08 | % 126.27/82.08 | Equations (6421) can reduce 46 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (6423) ~ (all_0_764_764 = e16) % 126.27/82.08 | (6424) all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 | all_0_764_764 = e10 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (1092), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6375) all_0_762_762 = e16 % 126.27/82.08 | % 126.27/82.08 | Equations (6375) can reduce 4803 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (4803) ~ (all_0_762_762 = e16) % 126.27/82.08 | (6428) all_0_763_763 = e16 | all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (1364), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6429) all_0_736_736 = e16 % 126.27/82.08 | % 126.27/82.08 | Combining equations (4779,6429) yields a new equation: % 126.27/82.08 | (6430) e16 = e10 % 126.27/82.08 | % 126.27/82.08 | Equations (6430) can reduce 891 to: % 126.27/82.08 | (1975) $false % 126.27/82.08 | % 126.27/82.08 |-The branch is then unsatisfiable % 126.27/82.08 |-Branch two: % 126.27/82.08 | (6432) ~ (all_0_736_736 = e16) % 126.27/82.08 | (6433) all_0_737_737 = e16 | all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (288), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6434) all_0_738_738 = e16 % 126.27/82.08 | % 126.27/82.08 | From (6434) and (625) follows: % 126.27/82.08 | (6435) op1(e16, e15) = all_0_707_707 % 126.27/82.08 | % 126.27/82.08 | Instantiating formula (1768) with e16, e15, all_0_707_707, e10 and discharging atoms op1(e16, e15) = all_0_707_707, op1(e16, e15) = e10, yields: % 126.27/82.08 | (6436) all_0_707_707 = e10 % 126.27/82.08 | % 126.27/82.08 | From (6436) and (631) follows: % 126.27/82.08 | (6437) op1(e10, e15) = e13 % 126.27/82.08 | % 126.27/82.08 | Instantiating formula (1768) with e10, e15, e13, all_0_769_769 and discharging atoms op1(e10, e15) = all_0_769_769, op1(e10, e15) = e13, yields: % 126.27/82.08 | (6438) all_0_769_769 = e13 % 126.27/82.08 | % 126.27/82.08 | Equations (6438) can reduce 925 to: % 126.27/82.08 | (6439) ~ (all_0_750_750 = e13) % 126.27/82.08 | % 126.27/82.08 | From (6438) and (4813) follows: % 126.27/82.08 | (6440) op1(e13, e15) = e16 % 126.27/82.08 | % 126.27/82.08 +-Applying beta-rule and splitting (4736), into two cases. % 126.27/82.08 |-Branch one: % 126.27/82.08 | (6441) all_0_750_750 = e14 % 126.27/82.08 | % 126.27/82.08 | Equations (6441) can reduce 4725 to: % 126.27/82.08 | (6442) ~ (e16 = e14) % 126.27/82.08 | % 126.27/82.08 | Simplifying 6442 yields: % 126.27/82.08 | (179) ~ (e16 = e14) % 126.27/82.08 | % 126.27/82.08 | From (6441) and (392) follows: % 126.27/82.08 | (6444) op1(e13, e15) = e14 % 126.27/82.08 | % 126.27/82.08 | Instantiating formula (1768) with e13, e15, e14, e16 and discharging atoms op1(e13, e15) = e16, op1(e13, e15) = e14, yields: % 126.27/82.08 | (4739) e16 = e14 % 126.27/82.08 | % 126.27/82.09 | Equations (4739) can reduce 179 to: % 126.27/82.09 | (1975) $false % 126.27/82.09 | % 126.27/82.09 |-The branch is then unsatisfiable % 126.27/82.09 |-Branch two: % 126.27/82.09 | (6447) ~ (all_0_750_750 = e14) % 126.27/82.09 | (6448) all_0_750_750 = e13 % 126.27/82.09 | % 126.27/82.09 | Equations (6448) can reduce 6439 to: % 126.27/82.09 | (1975) $false % 126.27/82.09 | % 126.27/82.09 |-The branch is then unsatisfiable % 126.27/82.09 |-Branch two: % 126.27/82.09 | (6450) ~ (all_0_738_738 = e16) % 126.27/82.09 | (6451) all_0_745_745 = e16 | all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 126.27/82.09 | % 126.27/82.09 +-Applying beta-rule and splitting (1360), into two cases. % 126.27/82.09 |-Branch one: % 126.27/82.09 | (6434) all_0_738_738 = e16 % 126.27/82.09 | % 126.27/82.09 | Equations (6434) can reduce 6450 to: % 126.27/82.09 | (1975) $false % 126.27/82.09 | % 126.27/82.09 |-The branch is then unsatisfiable % 126.27/82.09 |-Branch two: % 126.27/82.09 | (6450) ~ (all_0_738_738 = e16) % 126.27/82.09 | (6455) all_0_738_738 = e15 | all_0_738_738 = e13 | all_0_738_738 = e12 | all_0_738_738 = e10 % 126.27/82.09 | % 126.27/82.09 +-Applying beta-rule and splitting (1629), into two cases. % 126.27/82.09 |-Branch one: % 126.27/82.09 | (6456) all_0_762_762 = e10 % 126.27/82.09 | % 126.27/82.09 | Equations (6456) can reduce 4793 to: % 126.27/82.09 | (1975) $false % 126.27/82.09 | % 126.27/82.09 |-The branch is then unsatisfiable % 126.27/82.09 |-Branch two: % 126.27/82.09 | (4793) ~ (all_0_762_762 = e10) % 126.27/82.09 | (6459) all_0_763_763 = e10 | all_0_764_764 = e10 | all_0_765_765 = e10 | all_0_766_766 = e10 | all_0_767_767 = e10 % 126.27/82.09 | % 126.27/82.09 +-Applying beta-rule and splitting (621), into two cases. % 126.27/82.09 |-Branch one: % 126.27/82.09 | (6460) all_0_766_766 = e16 % 126.27/82.09 | % 126.27/82.09 | Equations (6460) can reduce 482 to: % 126.27/82.09 | (6461) ~ (all_0_754_754 = e16) % 126.27/82.09 | % 126.27/82.09 | Equations (6460) can reduce 1114 to: % 126.27/82.09 | (6462) ~ (all_0_760_760 = e16) % 126.27/82.09 | % 126.27/82.09 | Equations (6460) can reduce 1712 to: % 126.27/82.09 | (6423) ~ (all_0_764_764 = e16) % 126.27/82.09 | % 126.27/82.09 | Equations (6460) can reduce 1750 to: % 126.27/82.09 | (1569) ~ (e16 = e12) % 126.27/82.09 | % 126.27/82.09 | From (6460) and (978) follows: % 126.27/82.09 | (6465) op1(e16, e11) = all_0_724_724 % 126.27/82.09 | % 126.27/82.09 | Instantiating formula (1768) with e16, e11, all_0_724_724, e13 and discharging atoms op1(e16, e11) = all_0_724_724, op1(e16, e11) = e13, yields: % 126.27/82.09 | (6466) all_0_724_724 = e13 % 126.27/82.09 | % 126.27/82.09 | From (6466) and (1400) follows: % 126.27/82.09 | (6467) op1(e13, e11) = e11 % 126.27/82.09 | % 126.27/82.09 | Instantiating formula (1768) with e13, e11, e11, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e11, yields: % 126.27/82.09 | (6468) all_0_754_754 = e11 % 126.27/82.09 | % 126.27/82.09 | Equations (6468) can reduce 1227 to: % 126.27/82.09 | (6469) ~ (all_0_749_749 = e11) % 126.27/82.09 | % 126.27/82.09 | Equations (6468) can reduce 1119 to: % 126.27/82.09 | (6470) ~ (all_0_753_753 = e11) % 126.27/82.09 | % 126.27/82.09 | Equations (6468) can reduce 1156 to: % 126.27/82.09 | (6471) ~ (all_0_760_760 = e11) % 126.27/82.09 | % 126.27/82.09 | Simplifying 6471 yields: % 126.45/82.09 | (6472) ~ (all_0_760_760 = e11) % 126.45/82.09 | % 126.45/82.09 | Equations (6468) can reduce 6461 to: % 126.45/82.09 | (6473) ~ (e16 = e11) % 126.45/82.09 | % 126.45/82.09 | Simplifying 6473 yields: % 126.45/82.09 | (1279) ~ (e16 = e11) % 126.45/82.09 | % 126.45/82.09 | Equations (6468) can reduce 46 to: % 126.45/82.09 | (6475) ~ (e13 = e11) % 126.45/82.09 | % 126.45/82.09 | Simplifying 6475 yields: % 126.45/82.09 | (1041) ~ (e13 = e11) % 126.45/82.09 | % 126.45/82.09 +-Applying beta-rule and splitting (781), into two cases. % 126.45/82.09 |-Branch one: % 126.45/82.09 | (6477) all_0_760_760 = e16 % 126.45/82.09 | % 126.45/82.09 | Equations (6477) can reduce 6462 to: % 126.45/82.09 | (1975) $false % 126.45/82.09 | % 126.45/82.09 |-The branch is then unsatisfiable % 126.45/82.09 |-Branch two: % 126.45/82.09 | (6462) ~ (all_0_760_760 = e16) % 126.45/82.09 | (6480) all_0_760_760 = e14 | all_0_760_760 = e12 | all_0_760_760 = e11 | all_0_760_760 = e10 % 126.45/82.09 | % 126.45/82.09 +-Applying beta-rule and splitting (927), into two cases. % 126.45/82.09 |-Branch one: % 126.45/82.09 | (6481) all_0_742_742 = e11 % 126.45/82.09 | % 126.45/82.09 | Equations (6481) can reduce 1812 to: % 126.45/82.09 | (6482) ~ (all_0_745_745 = e11) % 126.45/82.09 | % 126.45/82.09 | Simplifying 6482 yields: % 126.45/82.09 | (6483) ~ (all_0_745_745 = e11) % 126.45/82.09 | % 126.45/82.09 | Equations (6481) can reduce 1437 to: % 126.45/82.09 | (6484) ~ (all_0_746_746 = e11) % 126.45/82.09 | % 126.45/82.09 | Simplifying 6484 yields: % 126.45/82.10 | (6485) ~ (all_0_746_746 = e11) % 126.45/82.10 | % 126.45/82.10 | Equations (6481) can reduce 4789 to: % 126.45/82.10 | (1026) ~ (e11 = e10) % 126.45/82.10 | % 126.45/82.10 | From (6481) and (1413) follows: % 126.45/82.10 | (6487) op1(e11, e16) = e13 % 126.45/82.10 | % 126.45/82.10 | From (6481) and (738) follows: % 126.45/82.10 | (6488) op1(e11, e14) = all_0_692_692 % 126.45/82.10 | % 126.45/82.10 | Instantiating formula (1768) with e11, e16, e13, all_0_762_762 and discharging atoms op1(e11, e16) = all_0_762_762, op1(e11, e16) = e13, yields: % 126.45/82.10 | (6489) all_0_762_762 = e13 % 126.45/82.10 | % 126.45/82.10 | Instantiating formula (1768) with e11, e14, all_0_692_692, e15 and discharging atoms op1(e11, e14) = all_0_692_692, op1(e11, e14) = e15, yields: % 126.45/82.10 | (6490) all_0_692_692 = e15 % 126.45/82.10 | % 126.45/82.10 | Equations (6489) can reduce 1064 to: % 126.45/82.10 | (6491) ~ (all_0_749_749 = e13) % 126.45/82.10 | % 126.45/82.10 | Equations (6489) can reduce 496 to: % 126.45/82.10 | (6492) ~ (all_0_767_767 = e13) % 126.45/82.10 | % 126.45/82.10 | Simplifying 6492 yields: % 126.45/82.10 | (6493) ~ (all_0_767_767 = e13) % 126.45/82.10 | % 126.45/82.10 | From (6490) and (1337) follows: % 126.45/82.10 | (6494) op1(e15, e14) = e16 % 126.45/82.10 | % 126.45/82.10 | From (6489) and (4866) follows: % 126.45/82.10 | (6495) op1(e13, e16) = e14 % 126.45/82.10 | % 126.45/82.10 | Instantiating formula (1768) with e15, e14, e16, all_0_737_737 and discharging atoms op1(e15, e14) = all_0_737_737, op1(e15, e14) = e16, yields: % 126.45/82.10 | (6496) all_0_737_737 = e16 % 126.45/82.10 | % 126.45/82.10 | Instantiating formula (1768) with e13, e16, e14, all_0_749_749 and discharging atoms op1(e13, e16) = all_0_749_749, op1(e13, e16) = e14, yields: % 126.45/82.10 | (6497) all_0_749_749 = e14 % 126.45/82.10 | % 126.45/82.10 | Equations (6496) can reduce 1106 to: % 126.45/82.10 | (6498) ~ (all_0_751_751 = e16) % 126.45/82.10 | % 126.45/82.10 | Simplifying 6498 yields: % 126.45/82.10 | (6499) ~ (all_0_751_751 = e16) % 126.45/82.10 | % 126.45/82.10 | Equations (6496) can reduce 807 to: % 126.45/82.10 | (6500) ~ (all_0_757_757 = e16) % 126.45/82.10 | % 126.45/82.10 | Simplifying 6500 yields: % 126.45/82.10 | (6501) ~ (all_0_757_757 = e16) % 126.45/82.10 | % 126.45/82.10 | Equations (6496) can reduce 1036 to: % 126.45/82.10 | (1279) ~ (e16 = e11) % 126.45/82.10 | % 126.45/82.10 | Equations (6496) can reduce 4781 to: % 126.45/82.10 | (891) ~ (e16 = e10) % 126.45/82.10 | % 126.45/82.10 | Equations (6497) can reduce 328 to: % 126.45/82.10 | (6504) ~ (all_0_750_750 = e14) % 126.45/82.10 | % 126.45/82.10 | Simplifying 6504 yields: % 126.45/82.10 | (6447) ~ (all_0_750_750 = e14) % 126.45/82.10 | % 126.45/82.10 | Equations (6497) can reduce 6491 to: % 126.45/82.10 | (218) ~ (e14 = e13) % 126.45/82.10 | % 126.45/82.10 | From (6497) and (137) follows: % 126.45/82.10 | (6507) op1(e14, e13) = all_0_693_693 % 126.45/82.10 | % 126.45/82.10 +-Applying beta-rule and splitting (4884), into two cases. % 126.45/82.10 |-Branch one: % 126.45/82.10 | (6508) all_0_742_742 = e12 % 126.45/82.10 | % 126.45/82.10 | Combining equations (6481,6508) yields a new equation: % 126.45/82.10 | (6509) e12 = e11 % 126.45/82.10 | % 126.45/82.10 | Equations (6509) can reduce 1078 to: % 126.45/82.10 | (1975) $false % 126.45/82.10 | % 126.45/82.10 |-The branch is then unsatisfiable % 126.45/82.10 |-Branch two: % 126.45/82.10 | (6511) ~ (all_0_742_742 = e12) % 126.45/82.10 | (6512) all_0_749_749 = e12 | all_0_756_756 = e12 | all_0_768_768 = e12 % 126.45/82.10 | % 126.45/82.10 +-Applying beta-rule and splitting (6512), into two cases. % 126.45/82.10 |-Branch one: % 126.45/82.10 | (6513) all_0_749_749 = e12 % 126.45/82.10 | % 126.45/82.10 | Combining equations (6497,6513) yields a new equation: % 126.45/82.10 | (6514) e14 = e12 % 126.45/82.10 | % 126.45/82.10 | Simplifying 6514 yields: % 126.45/82.10 | (6515) e14 = e12 % 126.45/82.10 | % 126.45/82.10 | Equations (6515) can reduce 1720 to: % 126.45/82.10 | (1975) $false % 126.45/82.10 | % 126.45/82.10 |-The branch is then unsatisfiable % 126.45/82.10 |-Branch two: % 126.45/82.10 | (6517) ~ (all_0_749_749 = e12) % 126.45/82.10 | (6518) all_0_756_756 = e12 | all_0_768_768 = e12 % 126.45/82.10 | % 126.45/82.10 +-Applying beta-rule and splitting (6518), into two cases. % 126.45/82.10 |-Branch one: % 126.45/82.10 | (6519) all_0_756_756 = e12 % 126.45/82.10 | % 126.45/82.10 | Equations (6519) can reduce 4802 to: % 126.45/82.10 | (6520) ~ (e16 = e12) % 126.45/82.10 | % 126.45/82.11 | Simplifying 6520 yields: % 126.45/82.11 | (1569) ~ (e16 = e12) % 126.45/82.11 | % 126.45/82.11 | Equations (6519) can reduce 1369 to: % 126.45/82.11 | (6522) ~ (e15 = e12) % 126.45/82.11 | % 126.45/82.11 | Simplifying 6522 yields: % 126.45/82.11 | (1219) ~ (e15 = e12) % 126.45/82.11 | % 126.45/82.11 | Equations (6519) can reduce 4791 to: % 126.45/82.11 | (372) ~ (e12 = e10) % 126.45/82.11 | % 126.45/82.11 | From (6519) and (1567) follows: % 126.45/82.11 | (6525) op1(e12, e12) = all_0_694_694 % 126.45/82.11 | % 126.45/82.11 +-Applying beta-rule and splitting (4742), into two cases. % 126.45/82.11 |-Branch one: % 126.45/82.11 | (6441) all_0_750_750 = e14 % 126.45/82.11 | % 126.45/82.11 | Equations (6441) can reduce 6447 to: % 126.45/82.11 | (1975) $false % 126.45/82.11 | % 126.45/82.11 |-The branch is then unsatisfiable % 126.45/82.11 |-Branch two: % 126.45/82.11 | (6447) ~ (all_0_750_750 = e14) % 126.45/82.11 | (6529) all_0_769_769 = e14 % 126.45/82.11 | % 126.45/82.11 | Equations (6529) can reduce 354 to: % 126.45/82.11 | (6530) ~ (e15 = e14) % 126.45/82.11 | % 126.45/82.11 | Simplifying 6530 yields: % 126.45/82.11 | (1339) ~ (e15 = e14) % 126.45/82.11 | % 126.45/82.11 | Equations (6529) can reduce 1350 to: % 126.45/82.11 | (35) ~ (e14 = e10) % 126.45/82.11 | % 126.45/82.11 +-Applying beta-rule and splitting (4748), into two cases. % 126.45/82.11 |-Branch one: % 126.45/82.11 | (6448) all_0_750_750 = e13 % 126.45/82.11 | % 126.45/82.11 | Equations (6448) can reduce 1556 to: % 126.45/82.11 | (6534) ~ (all_0_755_755 = e13) % 126.45/82.11 | % 126.45/82.11 | Simplifying 6534 yields: % 126.45/82.11 | (6535) ~ (all_0_755_755 = e13) % 126.45/82.11 | % 126.45/82.11 | From (6448) and (461) follows: % 126.45/82.11 | (6536) op1(e13, e13) = all_0_698_698 % 126.45/82.11 | % 126.45/82.11 | Instantiating formula (1768) with e14, e13, all_0_693_693, all_0_745_745 and discharging atoms op1(e14, e13) = all_0_693_693, op1(e14, e13) = all_0_745_745, yields: % 126.45/82.11 | (6537) all_0_693_693 = all_0_745_745 % 126.45/82.11 | % 126.45/82.11 | Instantiating formula (1768) with e13, e13, all_0_698_698, all_0_752_752 and discharging atoms op1(e13, e13) = all_0_698_698, op1(e13, e13) = all_0_752_752, yields: % 126.45/82.11 | (6538) all_0_698_698 = all_0_752_752 % 126.45/82.11 | % 126.45/82.11 | Instantiating formula (1768) with e12, e12, all_0_694_694, all_0_759_759 and discharging atoms op1(e12, e12) = all_0_694_694, op1(e12, e12) = all_0_759_759, yields: % 126.45/82.11 | (6539) all_0_694_694 = all_0_759_759 % 126.45/82.11 | % 126.45/82.11 | From (6539) and (1268) follows: % 126.45/82.11 | (6540) op1(all_0_759_759, e12) = e16 % 126.45/82.11 | % 126.45/82.11 | From (6538) and (351) follows: % 126.45/82.11 | (6541) op1(all_0_752_752, e13) = e15 % 126.45/82.11 | % 126.45/82.11 | From (6537) and (6507) follows: % 126.45/82.11 | (23) op1(e14, e13) = all_0_745_745 % 126.45/82.11 | % 126.45/82.11 | From (6539) and (6525) follows: % 126.45/82.11 | (1241) op1(e12, e12) = all_0_759_759 % 126.45/82.11 | % 126.45/82.11 | Instantiating formula (1768) with all_0_752_752, e13, e15, all_0_709_709 and discharging atoms op1(all_0_752_752, e13) = all_0_709_709, op1(all_0_752_752, e13) = e15, yields: % 126.45/82.11 | (6544) all_0_709_709 = e15 % 126.45/82.11 | % 126.45/82.11 | Instantiating formula (1768) with all_0_759_759, e12, e16, all_0_717_717 and discharging atoms op1(all_0_759_759, e12) = all_0_717_717, op1(all_0_759_759, e12) = e16, yields: % 126.45/82.11 | (6545) all_0_717_717 = e16 % 126.45/82.11 | % 126.45/82.11 | From (6544) and (322) follows: % 126.45/82.11 | (6546) op1(e15, e13) = e13 % 126.45/82.11 | % 126.45/82.11 | From (6545) and (227) follows: % 126.45/82.11 | (6547) op1(e16, e12) = e12 % 126.45/82.11 | % 126.45/82.11 | From (6544) and (603) follows: % 126.45/82.11 | (6541) op1(all_0_752_752, e13) = e15 % 126.45/82.11 | % 126.45/82.11 | Instantiating formula (1768) with e15, e13, e13, all_0_738_738 and discharging atoms op1(e15, e13) = all_0_738_738, op1(e15, e13) = e13, yields: % 126.45/82.11 | (6549) all_0_738_738 = e13 % 126.45/82.11 | % 126.45/82.11 | Equations (6549) can reduce 1439 to: % 126.45/82.11 | (6550) ~ (all_0_741_741 = e13) % 126.45/82.11 | % 126.45/82.11 | Simplifying 6550 yields: % 126.45/82.11 | (6551) ~ (all_0_741_741 = e13) % 126.45/82.11 | % 126.45/82.11 | Equations (6549) can reduce 1725 to: % 126.45/82.11 | (6552) ~ (all_0_758_758 = e13) % 126.45/82.11 | % 126.45/82.11 | Simplifying 6552 yields: % 126.45/82.11 | (6553) ~ (all_0_758_758 = e13) % 126.45/82.11 | % 126.45/82.11 | Equations (6549) can reduce 173 to: % 126.45/82.11 | (6554) ~ (all_0_764_764 = e13) % 126.45/82.11 | % 126.45/82.11 | Simplifying 6554 yields: % 126.45/82.11 | (6555) ~ (all_0_764_764 = e13) % 126.45/82.11 | % 126.45/82.11 | Equations (6549) can reduce 565 to: % 126.45/82.11 | (6556) ~ (all_0_771_771 = e13) % 126.45/82.11 | % 126.45/82.12 | Simplifying 6556 yields: % 126.45/82.12 | (6557) ~ (all_0_771_771 = e13) % 126.45/82.12 | % 126.45/82.12 | Equations (6549) can reduce 171 to: % 126.45/82.12 | (6558) ~ (e14 = e13) % 126.45/82.12 | % 126.45/82.12 | Simplifying 6558 yields: % 126.45/82.12 | (218) ~ (e14 = e13) % 126.45/82.12 | % 126.45/82.12 | Equations (6549) can reduce 4783 to: % 126.45/82.12 | (473) ~ (e13 = e10) % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (264), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (6561) all_0_762_762 = e14 % 126.45/82.12 | % 126.45/82.12 | Combining equations (6489,6561) yields a new equation: % 126.45/82.12 | (6401) e14 = e13 % 126.45/82.12 | % 126.45/82.12 | Equations (6401) can reduce 218 to: % 126.45/82.12 | (1975) $false % 126.45/82.12 | % 126.45/82.12 |-The branch is then unsatisfiable % 126.45/82.12 |-Branch two: % 126.45/82.12 | (6564) ~ (all_0_762_762 = e14) % 126.45/82.12 | (6565) all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 126.45/82.12 | % 126.45/82.12 | Equations (6489) can reduce 6564 to: % 126.45/82.12 | (6558) ~ (e14 = e13) % 126.45/82.12 | % 126.45/82.12 | Simplifying 6558 yields: % 126.45/82.12 | (218) ~ (e14 = e13) % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (30), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (6568) all_0_756_756 = e16 % 126.45/82.12 | % 126.45/82.12 | Combining equations (6519,6568) yields a new equation: % 126.45/82.12 | (6569) e16 = e12 % 126.45/82.12 | % 126.45/82.12 | Equations (6569) can reduce 1569 to: % 126.45/82.12 | (1975) $false % 126.45/82.12 | % 126.45/82.12 |-The branch is then unsatisfiable % 126.45/82.12 |-Branch two: % 126.45/82.12 | (4802) ~ (all_0_756_756 = e16) % 126.45/82.12 | (6572) all_0_757_757 = e16 | all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (979), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (6573) all_0_758_758 = e16 % 126.45/82.12 | % 126.45/82.12 | Equations (6573) can reduce 1112 to: % 126.45/82.12 | (4719) ~ (all_0_745_745 = e16) % 126.45/82.12 | % 126.45/82.12 | Equations (6573) can reduce 409 to: % 126.45/82.12 | (6575) ~ (all_0_752_752 = e16) % 126.45/82.12 | % 126.45/82.12 | Equations (6573) can reduce 241 to: % 126.45/82.12 | (6576) ~ (all_0_764_764 = e16) % 126.45/82.12 | % 126.45/82.12 | Simplifying 6576 yields: % 126.45/82.12 | (6423) ~ (all_0_764_764 = e16) % 126.45/82.12 | % 126.45/82.12 | Equations (6573) can reduce 1834 to: % 126.45/82.12 | (179) ~ (e16 = e14) % 126.45/82.12 | % 126.45/82.12 | Equations (6573) can reduce 6553 to: % 126.45/82.12 | (1493) ~ (e16 = e13) % 126.45/82.12 | % 126.45/82.12 | From (6573) and (1177) follows: % 126.45/82.12 | (6580) op1(e16, e12) = all_0_710_710 % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (1385), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (6581) all_0_749_749 = e16 % 126.45/82.12 | % 126.45/82.12 | Combining equations (6581,6497) yields a new equation: % 126.45/82.12 | (4738) e16 = e14 % 126.45/82.12 | % 126.45/82.12 | Simplifying 4738 yields: % 126.45/82.12 | (4739) e16 = e14 % 126.45/82.12 | % 126.45/82.12 | Equations (4739) can reduce 179 to: % 126.45/82.12 | (1975) $false % 126.45/82.12 | % 126.45/82.12 |-The branch is then unsatisfiable % 126.45/82.12 |-Branch two: % 126.45/82.12 | (6585) ~ (all_0_749_749 = e16) % 126.45/82.12 | (6586) all_0_750_750 = e16 | all_0_751_751 = e16 | all_0_752_752 = e16 | all_0_753_753 = e16 | all_0_754_754 = e16 | all_0_755_755 = e16 % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (6586), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (4733) all_0_750_750 = e16 % 126.45/82.12 | % 126.45/82.12 | Combining equations (6448,4733) yields a new equation: % 126.45/82.12 | (4745) e16 = e13 % 126.45/82.12 | % 126.45/82.12 | Equations (4745) can reduce 1493 to: % 126.45/82.12 | (1975) $false % 126.45/82.12 | % 126.45/82.12 |-The branch is then unsatisfiable % 126.45/82.12 |-Branch two: % 126.45/82.12 | (4725) ~ (all_0_750_750 = e16) % 126.45/82.12 | (6591) all_0_751_751 = e16 | all_0_752_752 = e16 | all_0_753_753 = e16 | all_0_754_754 = e16 | all_0_755_755 = e16 % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (6591), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (6592) all_0_751_751 = e16 % 126.45/82.12 | % 126.45/82.12 | Equations (6592) can reduce 6499 to: % 126.45/82.12 | (1975) $false % 126.45/82.12 | % 126.45/82.12 |-The branch is then unsatisfiable % 126.45/82.12 |-Branch two: % 126.45/82.12 | (6499) ~ (all_0_751_751 = e16) % 126.45/82.12 | (6595) all_0_752_752 = e16 | all_0_753_753 = e16 | all_0_754_754 = e16 | all_0_755_755 = e16 % 126.45/82.12 | % 126.45/82.12 +-Applying beta-rule and splitting (6595), into two cases. % 126.45/82.12 |-Branch one: % 126.45/82.12 | (6596) all_0_752_752 = e16 % 126.45/82.12 | % 126.45/82.13 | Equations (6596) can reduce 6575 to: % 126.45/82.13 | (1975) $false % 126.45/82.13 | % 126.45/82.13 |-The branch is then unsatisfiable % 126.45/82.13 |-Branch two: % 126.45/82.13 | (6575) ~ (all_0_752_752 = e16) % 126.45/82.13 | (6599) all_0_753_753 = e16 | all_0_754_754 = e16 | all_0_755_755 = e16 % 126.45/82.13 | % 126.45/82.13 +-Applying beta-rule and splitting (6599), into two cases. % 126.45/82.13 |-Branch one: % 126.45/82.13 | (6600) all_0_753_753 = e16 % 126.45/82.13 | % 126.45/82.13 | Equations (6600) can reduce 383 to: % 126.45/82.13 | (6575) ~ (all_0_752_752 = e16) % 126.45/82.13 | % 126.45/82.13 | Equations (6600) can reduce 114 to: % 126.45/82.13 | (6602) ~ (all_0_759_759 = e16) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6602 yields: % 126.45/82.13 | (6603) ~ (all_0_759_759 = e16) % 126.45/82.13 | % 126.45/82.13 | Equations (6600) can reduce 6470 to: % 126.45/82.13 | (1279) ~ (e16 = e11) % 126.45/82.13 | % 126.45/82.13 | From (6600) and (1743) follows: % 126.45/82.13 | (6605) op1(e16, e13) = all_0_716_716 % 126.45/82.13 | % 126.45/82.13 | Instantiating formula (1768) with e16, e13, all_0_716_716, e14 and discharging atoms op1(e16, e13) = all_0_716_716, op1(e16, e13) = e14, yields: % 126.45/82.13 | (6606) all_0_716_716 = e14 % 126.45/82.13 | % 126.45/82.13 | Instantiating formula (1768) with e16, e12, all_0_710_710, e12 and discharging atoms op1(e16, e12) = all_0_710_710, op1(e16, e12) = e12, yields: % 126.45/82.13 | (6607) all_0_710_710 = e12 % 126.45/82.13 | % 126.45/82.13 | From (6607) and (534) follows: % 126.45/82.13 | (6608) op1(e12, e12) = e13 % 126.45/82.13 | % 126.45/82.13 | From (6606) and (1427) follows: % 126.45/82.13 | (6609) op1(e14, e13) = e12 % 126.45/82.13 | % 126.45/82.13 | Instantiating formula (1768) with e14, e13, e12, all_0_745_745 and discharging atoms op1(e14, e13) = all_0_745_745, op1(e14, e13) = e12, yields: % 126.45/82.13 | (6610) all_0_745_745 = e12 % 126.45/82.13 | % 126.45/82.13 | Instantiating formula (1768) with e12, e12, e13, all_0_759_759 and discharging atoms op1(e12, e12) = all_0_759_759, op1(e12, e12) = e13, yields: % 126.45/82.13 | (6611) all_0_759_759 = e13 % 126.45/82.13 | % 126.45/82.13 | Equations (6610) can reduce 1631 to: % 126.45/82.13 | (6612) ~ (all_0_752_752 = e12) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6612 yields: % 126.45/82.13 | (6613) ~ (all_0_752_752 = e12) % 126.45/82.13 | % 126.45/82.13 | Equations (6610) can reduce 151 to: % 126.45/82.13 | (6614) ~ (all_0_764_764 = e12) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6614 yields: % 126.45/82.13 | (96) ~ (all_0_764_764 = e12) % 126.45/82.13 | % 126.45/82.13 | Equations (6610) can reduce 4719 to: % 126.45/82.13 | (6520) ~ (e16 = e12) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6520 yields: % 126.45/82.13 | (1569) ~ (e16 = e12) % 126.45/82.13 | % 126.45/82.13 | Equations (6610) can reduce 68 to: % 126.45/82.13 | (4849) ~ (e14 = e12) % 126.45/82.13 | % 126.45/82.13 | Simplifying 4849 yields: % 126.45/82.13 | (1720) ~ (e14 = e12) % 126.45/82.13 | % 126.45/82.13 | Equations (6610) can reduce 6483 to: % 126.45/82.13 | (1078) ~ (e12 = e11) % 126.45/82.13 | % 126.45/82.13 | Equations (6611) can reduce 1740 to: % 126.45/82.13 | (6621) ~ (all_0_761_761 = e13) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6621 yields: % 126.45/82.13 | (6622) ~ (all_0_761_761 = e13) % 126.45/82.13 | % 126.45/82.13 | Equations (6611) can reduce 1485 to: % 126.45/82.13 | (6623) ~ (all_0_772_772 = e13) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6623 yields: % 126.45/82.13 | (6624) ~ (all_0_772_772 = e13) % 126.45/82.13 | % 126.45/82.13 | Equations (6611) can reduce 6603 to: % 126.45/82.13 | (6625) ~ (e16 = e13) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6625 yields: % 126.45/82.13 | (1493) ~ (e16 = e13) % 126.45/82.13 | % 126.45/82.13 | Equations (6611) can reduce 367 to: % 126.45/82.13 | (6627) ~ (e15 = e13) % 126.45/82.13 | % 126.45/82.13 | Simplifying 6627 yields: % 126.45/82.13 | (1483) ~ (e15 = e13) % 126.45/82.13 | % 126.45/82.13 +-Applying beta-rule and splitting (611), into two cases. % 126.45/82.13 |-Branch one: % 126.45/82.13 | (6629) all_0_756_756 = e11 % 126.45/82.13 | % 126.45/82.13 | Combining equations (6519,6629) yields a new equation: % 126.45/82.13 | (6630) e12 = e11 % 126.45/82.13 | % 126.45/82.13 | Simplifying 6630 yields: % 126.45/82.14 | (6509) e12 = e11 % 126.45/82.14 | % 126.45/82.14 | Equations (6509) can reduce 1078 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (6633) ~ (all_0_756_756 = e11) % 126.45/82.14 | (6634) all_0_757_757 = e11 | all_0_758_758 = e11 | all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 126.45/82.14 | % 126.45/82.14 | Equations (6519) can reduce 6633 to: % 126.45/82.14 | (1078) ~ (e12 = e11) % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (541), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6636) all_0_768_768 = e13 % 126.45/82.14 | % 126.45/82.14 | Combining equations (6636,4799) yields a new equation: % 126.45/82.14 | (4745) e16 = e13 % 126.45/82.14 | % 126.45/82.14 | Equations (4745) can reduce 1493 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (6639) ~ (all_0_768_768 = e13) % 126.45/82.14 | (6640) all_0_769_769 = e13 | all_0_770_770 = e13 | all_0_771_771 = e13 | all_0_772_772 = e13 | all_0_774_774 = e13 % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6634), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6641) all_0_757_757 = e11 % 126.45/82.14 | % 126.45/82.14 | Equations (6641) can reduce 4836 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (4836) ~ (all_0_757_757 = e11) % 126.45/82.14 | (6644) all_0_758_758 = e11 | all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (1424), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6645) all_0_741_741 = e13 % 126.45/82.14 | % 126.45/82.14 | Equations (6645) can reduce 6551 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (6551) ~ (all_0_741_741 = e13) % 126.45/82.14 | (6648) all_0_748_748 = e13 | all_0_755_755 = e13 | all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6648), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6649) all_0_748_748 = e13 % 126.45/82.14 | % 126.45/82.14 | Equations (6649) can reduce 6380 to: % 126.45/82.14 | (473) ~ (e13 = e10) % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6644), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6651) all_0_758_758 = e11 % 126.45/82.14 | % 126.45/82.14 | Combining equations (6573,6651) yields a new equation: % 126.45/82.14 | (6652) e16 = e11 % 126.45/82.14 | % 126.45/82.14 | Simplifying 6652 yields: % 126.45/82.14 | (4708) e16 = e11 % 126.45/82.14 | % 126.45/82.14 | Equations (4708) can reduce 1279 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (6655) ~ (all_0_758_758 = e11) % 126.45/82.14 | (6656) all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6394), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6657) all_0_748_748 = e15 % 126.45/82.14 | % 126.45/82.14 | Combining equations (6657,6649) yields a new equation: % 126.45/82.14 | (6658) e15 = e13 % 126.45/82.14 | % 126.45/82.14 | Simplifying 6658 yields: % 126.45/82.14 | (4678) e15 = e13 % 126.45/82.14 | % 126.45/82.14 | Equations (4678) can reduce 1483 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (6661) ~ (all_0_748_748 = e15) % 126.45/82.14 | (6662) all_0_755_755 = e15 | all_0_767_767 = e15 | all_0_774_774 = e15 % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6640), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6438) all_0_769_769 = e13 % 126.45/82.14 | % 126.45/82.14 | Combining equations (6529,6438) yields a new equation: % 126.45/82.14 | (6664) e14 = e13 % 126.45/82.14 | % 126.45/82.14 | Simplifying 6664 yields: % 126.45/82.14 | (6401) e14 = e13 % 126.45/82.14 | % 126.45/82.14 | Equations (6401) can reduce 218 to: % 126.45/82.14 | (1975) $false % 126.45/82.14 | % 126.45/82.14 |-The branch is then unsatisfiable % 126.45/82.14 |-Branch two: % 126.45/82.14 | (6667) ~ (all_0_769_769 = e13) % 126.45/82.14 | (6668) all_0_770_770 = e13 | all_0_771_771 = e13 | all_0_772_772 = e13 | all_0_774_774 = e13 % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6668), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6669) all_0_770_770 = e13 % 126.45/82.14 | % 126.45/82.14 | Equations (6669) can reduce 4838 to: % 126.45/82.14 | (1041) ~ (e13 = e11) % 126.45/82.14 | % 126.45/82.14 +-Applying beta-rule and splitting (6656), into two cases. % 126.45/82.14 |-Branch one: % 126.45/82.14 | (6671) all_0_759_759 = e11 % 126.45/82.14 | % 126.45/82.14 | Combining equations (6611,6671) yields a new equation: % 126.45/82.14 | (6672) e13 = e11 % 126.45/82.14 | % 126.45/82.14 | Simplifying 6672 yields: % 126.45/82.15 | (6673) e13 = e11 % 126.45/82.15 | % 126.45/82.15 | Equations (6673) can reduce 1041 to: % 126.45/82.15 | (1975) $false % 126.45/82.15 | % 126.45/82.15 |-The branch is then unsatisfiable % 126.45/82.15 |-Branch two: % 126.45/82.15 | (6675) ~ (all_0_759_759 = e11) % 126.45/82.15 | (6676) all_0_760_760 = e11 | all_0_761_761 = e11 % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (6662), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6677) all_0_755_755 = e15 % 126.45/82.15 | % 126.45/82.15 | Equations (6677) can reduce 49 to: % 126.45/82.15 | (6678) ~ (all_0_752_752 = e15) % 126.45/82.15 | % 126.45/82.15 | Equations (6677) can reduce 6381 to: % 126.45/82.15 | (729) ~ (e15 = e10) % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (1798), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6513) all_0_749_749 = e12 % 126.45/82.15 | % 126.45/82.15 | Combining equations (6513,6497) yields a new equation: % 126.45/82.15 | (6515) e14 = e12 % 126.45/82.15 | % 126.45/82.15 | Equations (6515) can reduce 1720 to: % 126.45/82.15 | (1975) $false % 126.45/82.15 | % 126.45/82.15 |-The branch is then unsatisfiable % 126.45/82.15 |-Branch two: % 126.45/82.15 | (6517) ~ (all_0_749_749 = e12) % 126.45/82.15 | (6684) all_0_751_751 = e12 | all_0_752_752 = e12 | all_0_753_753 = e12 | all_0_754_754 = e12 | all_0_755_755 = e12 % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (280), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6685) all_0_768_768 = e12 % 126.45/82.15 | % 126.45/82.15 | Combining equations (6685,4799) yields a new equation: % 126.45/82.15 | (6569) e16 = e12 % 126.45/82.15 | % 126.45/82.15 | Equations (6569) can reduce 1569 to: % 126.45/82.15 | (1975) $false % 126.45/82.15 | % 126.45/82.15 |-The branch is then unsatisfiable % 126.45/82.15 |-Branch two: % 126.45/82.15 | (6688) ~ (all_0_768_768 = e12) % 126.45/82.15 | (6689) all_0_770_770 = e12 | all_0_771_771 = e12 | all_0_772_772 = e12 | all_0_773_773 = e12 | all_0_774_774 = e12 % 126.45/82.15 | % 126.45/82.15 | Equations (4799) can reduce 6688 to: % 126.45/82.15 | (1569) ~ (e16 = e12) % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (1811), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (4819) all_0_733_733 = e12 % 126.45/82.15 | % 126.45/82.15 | Combining equations (4819,4828) yields a new equation: % 126.45/82.15 | (6630) e12 = e11 % 126.45/82.15 | % 126.45/82.15 | Simplifying 6630 yields: % 126.45/82.15 | (6509) e12 = e11 % 126.45/82.15 | % 126.45/82.15 | Equations (6509) can reduce 1078 to: % 126.45/82.15 | (1975) $false % 126.45/82.15 | % 126.45/82.15 |-The branch is then unsatisfiable % 126.45/82.15 |-Branch two: % 126.45/82.15 | (4823) ~ (all_0_733_733 = e12) % 126.45/82.15 | (6696) all_0_737_737 = e12 | all_0_744_744 = e12 | all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12 % 126.45/82.15 | % 126.45/82.15 | Equations (4828) can reduce 4823 to: % 126.45/82.15 | (6697) ~ (e12 = e11) % 126.45/82.15 | % 126.45/82.15 | Simplifying 6697 yields: % 126.45/82.15 | (1078) ~ (e12 = e11) % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (6684), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6699) all_0_751_751 = e12 % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (1828), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6700) all_0_749_749 = e10 % 126.45/82.15 | % 126.45/82.15 | Combining equations (6700,6497) yields a new equation: % 126.45/82.15 | (6701) e14 = e10 % 126.45/82.15 | % 126.45/82.15 | Equations (6701) can reduce 35 to: % 126.45/82.15 | (1975) $false % 126.45/82.15 | % 126.45/82.15 |-The branch is then unsatisfiable % 126.45/82.15 |-Branch two: % 126.45/82.15 | (6703) ~ (all_0_749_749 = e10) % 126.45/82.15 | (6704) all_0_751_751 = e10 | all_0_752_752 = e10 | all_0_753_753 = e10 | all_0_754_754 = e10 | all_0_755_755 = e10 % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (6704), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6705) all_0_751_751 = e10 % 126.45/82.15 | % 126.45/82.15 | Combining equations (6699,6705) yields a new equation: % 126.45/82.15 | (4880) e12 = e10 % 126.45/82.15 | % 126.45/82.15 | Simplifying 4880 yields: % 126.45/82.15 | (4881) e12 = e10 % 126.45/82.15 | % 126.45/82.15 | Equations (4881) can reduce 372 to: % 126.45/82.15 | (1975) $false % 126.45/82.15 | % 126.45/82.15 |-The branch is then unsatisfiable % 126.45/82.15 |-Branch two: % 126.45/82.15 | (6709) ~ (all_0_751_751 = e10) % 126.45/82.15 | (6710) all_0_752_752 = e10 | all_0_753_753 = e10 | all_0_754_754 = e10 | all_0_755_755 = e10 % 126.45/82.15 | % 126.45/82.15 +-Applying beta-rule and splitting (6710), into two cases. % 126.45/82.15 |-Branch one: % 126.45/82.15 | (6711) all_0_752_752 = e10 % 126.45/82.15 | % 126.45/82.15 | Equations (6711) can reduce 1839 to: % 126.45/82.15 | (6712) ~ (all_0_764_764 = e10) % 126.45/82.15 | % 126.45/82.15 | Simplifying 6712 yields: % 126.45/82.15 | (6713) ~ (all_0_764_764 = e10) % 126.45/82.15 | % 126.45/82.16 | Equations (6711) can reduce 6575 to: % 126.45/82.16 | (6385) ~ (e16 = e10) % 126.45/82.16 | % 126.45/82.16 | Simplifying 6385 yields: % 126.45/82.16 | (891) ~ (e16 = e10) % 126.45/82.16 | % 126.45/82.16 | Equations (6711) can reduce 6678 to: % 126.45/82.16 | (4794) ~ (e15 = e10) % 126.45/82.16 | % 126.45/82.16 | Simplifying 4794 yields: % 126.45/82.16 | (729) ~ (e15 = e10) % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (6459), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6718) all_0_763_763 = e10 % 126.45/82.16 | % 126.45/82.16 | Combining equations (4857,6718) yields a new equation: % 126.45/82.16 | (6719) e15 = e10 % 126.45/82.16 | % 126.45/82.16 | Simplifying 6719 yields: % 126.45/82.16 | (6720) e15 = e10 % 126.45/82.16 | % 126.45/82.16 | Equations (6720) can reduce 729 to: % 126.45/82.16 | (1975) $false % 126.45/82.16 | % 126.45/82.16 |-The branch is then unsatisfiable % 126.45/82.16 |-Branch two: % 126.45/82.16 | (6722) ~ (all_0_763_763 = e10) % 126.45/82.16 | (6723) all_0_764_764 = e10 | all_0_765_765 = e10 | all_0_766_766 = e10 | all_0_767_767 = e10 % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (6424), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6724) all_0_764_764 = e10 % 126.45/82.16 | % 126.45/82.16 | Equations (6724) can reduce 6713 to: % 126.45/82.16 | (1975) $false % 126.45/82.16 | % 126.45/82.16 |-The branch is then unsatisfiable % 126.45/82.16 |-Branch two: % 126.45/82.16 | (6713) ~ (all_0_764_764 = e10) % 126.45/82.16 | (6727) all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (6727), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6728) all_0_764_764 = e13 % 126.45/82.16 | % 126.45/82.16 | Equations (6728) can reduce 6555 to: % 126.45/82.16 | (1975) $false % 126.45/82.16 | % 126.45/82.16 |-The branch is then unsatisfiable % 126.45/82.16 |-Branch two: % 126.45/82.16 | (6555) ~ (all_0_764_764 = e13) % 126.45/82.16 | (6731) all_0_764_764 = e15 | all_0_764_764 = e11 % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (6723), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6724) all_0_764_764 = e10 % 126.45/82.16 | % 126.45/82.16 | Equations (6724) can reduce 6713 to: % 126.45/82.16 | (1975) $false % 126.45/82.16 | % 126.45/82.16 |-The branch is then unsatisfiable % 126.45/82.16 |-Branch two: % 126.45/82.16 | (6713) ~ (all_0_764_764 = e10) % 126.45/82.16 | (6735) all_0_765_765 = e10 | all_0_766_766 = e10 | all_0_767_767 = e10 % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (6731), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6736) all_0_764_764 = e11 % 126.45/82.16 | % 126.45/82.16 | Equations (6736) can reduce 491 to: % 126.45/82.16 | (6737) ~ (all_0_765_765 = e11) % 126.45/82.16 | % 126.45/82.16 | Simplifying 6737 yields: % 126.45/82.16 | (6738) ~ (all_0_765_765 = e11) % 126.45/82.16 | % 126.45/82.16 | Equations (6736) can reduce 6423 to: % 126.45/82.16 | (6473) ~ (e16 = e11) % 126.45/82.16 | % 126.45/82.16 | Simplifying 6473 yields: % 126.45/82.16 | (1279) ~ (e16 = e11) % 126.45/82.16 | % 126.45/82.16 | Equations (6736) can reduce 6555 to: % 126.45/82.16 | (6475) ~ (e13 = e11) % 126.45/82.16 | % 126.45/82.16 | Simplifying 6475 yields: % 126.45/82.16 | (1041) ~ (e13 = e11) % 126.45/82.16 | % 126.45/82.16 | Equations (6736) can reduce 96 to: % 126.45/82.16 | (6697) ~ (e12 = e11) % 126.45/82.16 | % 126.45/82.16 | Simplifying 6697 yields: % 126.45/82.16 | (1078) ~ (e12 = e11) % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (1315), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6745) all_0_734_734 = e11 % 126.45/82.16 | % 126.45/82.16 | Combining equations (6745,4844) yields a new equation: % 126.45/82.16 | (6509) e12 = e11 % 126.45/82.16 | % 126.45/82.16 | Equations (6509) can reduce 1078 to: % 126.45/82.16 | (1975) $false % 126.45/82.16 | % 126.45/82.16 |-The branch is then unsatisfiable % 126.45/82.16 |-Branch two: % 126.45/82.16 | (4830) ~ (all_0_734_734 = e11) % 126.45/82.16 | (6749) all_0_746_746 = e11 | all_0_753_753 = e11 | all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 126.45/82.16 | % 126.45/82.16 +-Applying beta-rule and splitting (6749), into two cases. % 126.45/82.16 |-Branch one: % 126.45/82.16 | (6750) all_0_746_746 = e11 % 126.45/82.16 | % 126.45/82.16 | Equations (6750) can reduce 6485 to: % 126.45/82.16 | (1975) $false % 126.45/82.16 | % 126.45/82.16 |-The branch is then unsatisfiable % 126.45/82.16 |-Branch two: % 126.45/82.16 | (6485) ~ (all_0_746_746 = e11) % 126.45/82.16 | (6753) all_0_753_753 = e11 | all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 126.45/82.16 | % 126.45/82.17 +-Applying beta-rule and splitting (6753), into two cases. % 126.45/82.17 |-Branch one: % 126.45/82.17 | (6754) all_0_753_753 = e11 % 126.45/82.17 | % 126.45/82.17 | Combining equations (6600,6754) yields a new equation: % 126.45/82.17 | (6652) e16 = e11 % 126.45/82.17 | % 126.45/82.17 | Simplifying 6652 yields: % 126.45/82.17 | (4708) e16 = e11 % 126.45/82.17 | % 126.45/82.17 | Equations (4708) can reduce 1279 to: % 126.45/82.17 | (1975) $false % 126.45/82.17 | % 126.45/82.17 |-The branch is then unsatisfiable % 126.45/82.17 |-Branch two: % 126.45/82.17 | (6470) ~ (all_0_753_753 = e11) % 126.45/82.17 | (6759) all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 126.45/82.17 | % 126.45/82.17 +-Applying beta-rule and splitting (6759), into two cases. % 126.45/82.17 |-Branch one: % 126.45/82.17 | (6671) all_0_759_759 = e11 % 126.45/82.17 | % 126.45/82.17 | Combining equations (6611,6671) yields a new equation: % 126.45/82.17 | (6672) e13 = e11 % 126.45/82.17 | % 126.45/82.17 | Simplifying 6672 yields: % 126.45/82.17 | (6673) e13 = e11 % 126.45/82.17 | % 126.45/82.17 | Equations (6673) can reduce 1041 to: % 126.45/82.17 | (1975) $false % 126.45/82.17 | % 126.45/82.17 |-The branch is then unsatisfiable % 126.45/82.17 |-Branch two: % 126.45/82.17 | (6675) ~ (all_0_759_759 = e11) % 126.45/82.17 | (6765) all_0_765_765 = e11 | all_0_772_772 = e11 % 126.45/82.17 | % 126.45/82.17 +-Applying beta-rule and splitting (6765), into two cases. % 126.45/82.17 |-Branch one: % 126.45/82.17 | (6766) all_0_765_765 = e11 % 126.45/82.17 | % 126.45/82.17 | Equations (6766) can reduce 6738 to: % 126.45/82.17 | (1975) $false % 126.45/82.17 | % 126.45/82.17 |-The branch is then unsatisfiable % 126.45/82.17 |-Branch two: % 126.45/82.17 | (6738) ~ (all_0_765_765 = e11) % 126.45/82.17 | (6769) all_0_772_772 = e11 % 126.45/82.17 | % 126.45/82.17 | From (6769) and (622) follows: % 126.45/82.17 | (6770) op1(e10, e12) = e11 % 126.45/82.17 | % 126.45/82.17 +-Applying beta-rule and splitting (6735), into two cases. % 126.45/82.17 |-Branch one: % 126.45/82.17 | (6771) all_0_765_765 = e10 % 126.45/82.17 | % 126.45/82.17 | From (6771) and (451) follows: % 126.45/82.17 | (6772) op1(e11, e12) = e10 % 126.45/82.17 | % 126.45/82.17 +-Applying beta-rule and splitting (6676), into two cases. % 126.45/82.17 |-Branch one: % 126.45/82.17 | (6773) all_0_760_760 = e11 % 126.45/82.17 | % 126.45/82.17 | Equations (6773) can reduce 6472 to: % 126.45/82.17 | (1975) $false % 126.45/82.17 | % 126.45/82.17 |-The branch is then unsatisfiable % 126.45/82.17 |-Branch two: % 126.45/82.17 | (6472) ~ (all_0_760_760 = e11) % 126.45/82.17 | (6776) all_0_761_761 = e11 % 126.45/82.17 | % 126.45/82.17 | Equations (6776) can reduce 6382 to: % 126.45/82.17 | (1026) ~ (e11 = e10) % 126.45/82.17 | % 126.45/82.17 | From (6776) and (1801) follows: % 126.45/82.17 | (6778) op1(e11, e12) = all_0_730_730 % 126.45/82.17 | % 126.45/82.17 | Instantiating formula (1768) with e11, e12, e10, all_0_730_730 and discharging atoms op1(e11, e12) = all_0_730_730, op1(e11, e12) = e10, yields: % 126.45/82.17 | (6779) all_0_730_730 = e10 % 126.45/82.17 | % 126.45/82.17 | From (6779) and (1819) follows: % 126.45/82.17 | (6780) op1(e10, e12) = e10 % 126.45/82.17 | % 126.45/82.17 | Instantiating formula (1768) with e10, e12, e10, e11 and discharging atoms op1(e10, e12) = e11, op1(e10, e12) = e10, yields: % 126.45/82.17 | (6781) e11 = e10 % 126.45/82.17 | % 126.45/82.17 | Equations (6781) can reduce 1026 to: % 126.45/82.17 | (1975) $false % 126.45/82.17 | % 126.45/82.17 |-The branch is then unsatisfiable % 126.45/82.17 |-Branch two: % 126.61/82.17 | (6783) ~ (all_0_765_765 = e10) % 126.61/82.17 | (6784) all_0_766_766 = e10 | all_0_767_767 = e10 % 126.61/82.17 | % 126.61/82.17 +-Applying beta-rule and splitting (6784), into two cases. % 126.61/82.17 |-Branch one: % 126.61/82.17 | (6785) all_0_766_766 = e10 % 126.61/82.17 | % 126.61/82.17 | Combining equations (6460,6785) yields a new equation: % 126.61/82.17 | (6786) e16 = e10 % 126.61/82.17 | % 126.61/82.17 | Simplifying 6786 yields: % 126.61/82.17 | (6430) e16 = e10 % 126.61/82.17 | % 126.61/82.17 | Equations (6430) can reduce 891 to: % 126.61/82.17 | (1975) $false % 126.61/82.17 | % 126.61/82.17 |-The branch is then unsatisfiable % 126.61/82.17 |-Branch two: % 126.61/82.17 | (6789) ~ (all_0_766_766 = e10) % 126.61/82.17 | (6790) all_0_767_767 = e10 % 126.61/82.17 | % 126.61/82.18 | Equations (6790) can reduce 6383 to: % 126.61/82.18 | (1975) $false % 126.61/82.18 | % 126.61/82.18 |-The branch is then unsatisfiable % 126.61/82.18 |-Branch two: % 126.61/82.18 | (6792) ~ (all_0_764_764 = e11) % 126.61/82.18 | (6793) all_0_764_764 = e15 % 126.61/82.18 | % 126.61/82.18 | Equations (6793) can reduce 4863 to: % 126.61/82.18 | (1975) $false % 126.61/82.18 | % 126.61/82.18 |-The branch is then unsatisfiable % 126.62/82.18 |-Branch two: % 126.62/82.18 | (6795) ~ (all_0_752_752 = e10) % 126.62/82.18 | (6796) all_0_753_753 = e10 | all_0_754_754 = e10 | all_0_755_755 = e10 % 126.62/82.18 | % 126.62/82.18 +-Applying beta-rule and splitting (6796), into two cases. % 126.62/82.18 |-Branch one: % 126.62/82.18 | (6797) all_0_753_753 = e10 % 126.62/82.18 | % 126.62/82.18 | Combining equations (6600,6797) yields a new equation: % 126.62/82.18 | (6786) e16 = e10 % 126.62/82.18 | % 126.62/82.18 | Simplifying 6786 yields: % 126.62/82.18 | (6430) e16 = e10 % 126.62/82.18 | % 126.62/82.18 | Equations (6430) can reduce 891 to: % 126.62/82.18 | (1975) $false % 126.62/82.18 | % 126.62/82.18 |-The branch is then unsatisfiable % 126.62/82.18 |-Branch two: % 126.62/82.18 | (6801) ~ (all_0_753_753 = e10) % 126.62/82.18 | (6802) all_0_754_754 = e10 | all_0_755_755 = e10 % 126.62/82.18 | % 126.62/82.18 +-Applying beta-rule and splitting (6802), into two cases. % 126.62/82.18 |-Branch one: % 126.62/82.18 | (6803) all_0_754_754 = e10 % 126.62/82.18 | % 126.62/82.18 | Combining equations (6468,6803) yields a new equation: % 126.62/82.18 | (6804) e11 = e10 % 126.62/82.18 | % 126.62/82.18 | Simplifying 6804 yields: % 126.62/82.18 | (6781) e11 = e10 % 126.62/82.18 | % 126.62/82.18 | Equations (6781) can reduce 1026 to: % 126.62/82.18 | (1975) $false % 126.62/82.18 | % 126.62/82.18 |-The branch is then unsatisfiable % 126.62/82.18 |-Branch two: % 126.62/82.18 | (6807) ~ (all_0_754_754 = e10) % 126.62/82.18 | (6808) all_0_755_755 = e10 % 126.62/82.18 | % 126.62/82.18 | Combining equations (6677,6808) yields a new equation: % 126.62/82.18 | (6719) e15 = e10 % 126.62/82.18 | % 126.62/82.18 | Simplifying 6719 yields: % 126.62/82.18 | (6720) e15 = e10 % 126.62/82.18 | % 126.62/82.18 | Equations (6720) can reduce 729 to: % 126.62/82.18 | (1975) $false % 126.62/82.18 | % 126.62/82.18 |-The branch is then unsatisfiable % 126.62/82.18 |-Branch two: % 126.62/82.18 | (6812) ~ (all_0_751_751 = e12) % 126.62/82.19 | (6813) all_0_752_752 = e12 | all_0_753_753 = e12 | all_0_754_754 = e12 | all_0_755_755 = e12 % 126.62/82.19 | % 126.62/82.19 +-Applying beta-rule and splitting (6696), into two cases. % 126.62/82.19 |-Branch one: % 126.62/82.19 | (6814) all_0_737_737 = e12 % 126.62/82.19 | % 126.62/82.19 | Combining equations (6814,6496) yields a new equation: % 126.62/82.19 | (6569) e16 = e12 % 126.62/82.19 | % 126.62/82.19 | Equations (6569) can reduce 1569 to: % 126.62/82.19 | (1975) $false % 126.62/82.19 | % 126.62/82.19 |-The branch is then unsatisfiable % 126.62/82.19 |-Branch two: % 126.62/82.19 | (6817) ~ (all_0_737_737 = e12) % 126.62/82.19 | (6818) all_0_744_744 = e12 | all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12 % 126.62/82.19 | % 126.62/82.19 | Equations (6496) can reduce 6817 to: % 126.62/82.19 | (1569) ~ (e16 = e12) % 126.62/82.19 | % 126.62/82.19 +-Applying beta-rule and splitting (6813), into two cases. % 126.62/82.19 |-Branch one: % 126.62/82.19 | (6820) all_0_752_752 = e12 % 126.62/82.19 | % 126.62/82.19 | Equations (6820) can reduce 6613 to: % 126.62/82.19 | (1975) $false % 126.62/82.19 | % 126.62/82.19 |-The branch is then unsatisfiable % 126.62/82.19 |-Branch two: % 126.62/82.19 | (6613) ~ (all_0_752_752 = e12) % 126.62/82.19 | (6823) all_0_753_753 = e12 | all_0_754_754 = e12 | all_0_755_755 = e12 % 126.62/82.19 | % 126.62/82.19 +-Applying beta-rule and splitting (6823), into two cases. % 126.62/82.19 |-Branch one: % 126.62/82.19 | (6824) all_0_753_753 = e12 % 126.62/82.19 | % 126.62/82.19 | Combining equations (6600,6824) yields a new equation: % 126.62/82.19 | (6825) e16 = e12 % 126.62/82.19 | % 126.62/82.19 | Simplifying 6825 yields: % 126.62/82.19 | (6569) e16 = e12 % 126.62/82.19 | % 126.62/82.19 | Equations (6569) can reduce 1569 to: % 126.62/82.19 | (1975) $false % 126.62/82.19 | % 126.62/82.19 |-The branch is then unsatisfiable % 126.62/82.19 |-Branch two: % 126.62/82.19 | (6828) ~ (all_0_753_753 = e12) % 126.62/82.19 | (6829) all_0_754_754 = e12 | all_0_755_755 = e12 % 126.62/82.19 | % 126.62/82.19 +-Applying beta-rule and splitting (6829), into two cases. % 126.62/82.19 |-Branch one: % 126.62/82.19 | (6830) all_0_754_754 = e12 % 126.62/82.19 | % 126.62/82.19 | Combining equations (6468,6830) yields a new equation: % 126.62/82.19 | (6509) e12 = e11 % 126.62/82.19 | % 126.62/82.19 | Equations (6509) can reduce 1078 to: % 126.62/82.19 | (1975) $false % 126.62/82.19 | % 126.62/82.19 |-The branch is then unsatisfiable % 126.62/82.19 |-Branch two: % 126.62/82.19 | (6833) ~ (all_0_754_754 = e12) % 126.62/82.19 | (6834) all_0_755_755 = e12 % 126.62/82.19 | % 126.62/82.19 | Combining equations (6677,6834) yields a new equation: % 126.62/82.19 | (6835) e15 = e12 % 126.62/82.19 | % 126.62/82.19 | Simplifying 6835 yields: % 126.62/82.19 | (6836) e15 = e12 % 126.62/82.19 | % 126.62/82.19 | Equations (6836) can reduce 1219 to: % 126.62/82.19 | (1975) $false % 126.62/82.19 | % 126.62/82.19 |-The branch is then unsatisfiable % 126.62/82.19 |-Branch two: % 126.62/82.19 | (6838) ~ (all_0_755_755 = e15) % 126.62/82.19 | (6839) all_0_767_767 = e15 | all_0_774_774 = e15 % 126.62/82.19 | % 126.62/82.19 +-Applying beta-rule and splitting (6839), into two cases. % 126.62/82.19 |-Branch one: % 126.62/82.19 | (6840) all_0_767_767 = e15 % 126.62/82.19 | % 126.62/82.19 | Equations (6840) can reduce 4865 to: % 126.62/82.19 | (1975) $false % 126.62/82.19 | % 126.62/82.19 |-The branch is then unsatisfiable % 126.62/82.19 |-Branch two: % 126.62/82.19 | (4865) ~ (all_0_767_767 = e15) % 126.62/82.19 | (6843) all_0_774_774 = e15 % 126.62/82.19 | % 126.62/82.20 | Combining equations (6843,6379) yields a new equation: % 126.62/82.20 | (6719) e15 = e10 % 126.62/82.20 | % 126.62/82.20 | Simplifying 6719 yields: % 126.62/82.20 | (6720) e15 = e10 % 126.62/82.20 | % 126.62/82.20 | Equations (6720) can reduce 729 to: % 126.62/82.20 | (1975) $false % 126.62/82.20 | % 126.62/82.20 |-The branch is then unsatisfiable % 126.62/82.20 |-Branch two: % 126.62/82.20 | (6847) ~ (all_0_770_770 = e13) % 126.62/82.20 | (6848) all_0_771_771 = e13 | all_0_772_772 = e13 | all_0_774_774 = e13 % 126.62/82.20 | % 126.62/82.20 +-Applying beta-rule and splitting (6848), into two cases. % 126.62/82.20 |-Branch one: % 126.62/82.20 | (6849) all_0_771_771 = e13 % 126.62/82.20 | % 126.62/82.20 | Equations (6849) can reduce 6557 to: % 126.62/82.20 | (1975) $false % 126.62/82.20 | % 126.62/82.20 |-The branch is then unsatisfiable % 126.62/82.20 |-Branch two: % 126.62/82.20 | (6557) ~ (all_0_771_771 = e13) % 126.62/82.20 | (6852) all_0_772_772 = e13 | all_0_774_774 = e13 % 126.62/82.20 | % 126.62/82.20 +-Applying beta-rule and splitting (6852), into two cases. % 126.62/82.20 |-Branch one: % 126.62/82.20 | (6853) all_0_772_772 = e13 % 126.62/82.20 | % 126.62/82.20 | Equations (6853) can reduce 6624 to: % 126.62/82.20 | (1975) $false % 126.62/82.20 | % 126.62/82.20 |-The branch is then unsatisfiable % 126.62/82.20 |-Branch two: % 126.62/82.20 | (6624) ~ (all_0_772_772 = e13) % 126.62/82.20 | (6856) all_0_774_774 = e13 % 126.62/82.20 | % 126.62/82.20 | Combining equations (6856,6379) yields a new equation: % 126.62/82.20 | (6857) e13 = e10 % 126.62/82.20 | % 126.62/82.20 | Simplifying 6857 yields: % 126.62/82.20 | (6858) e13 = e10 % 126.62/82.20 | % 126.62/82.20 | Equations (6858) can reduce 473 to: % 126.62/82.20 | (1975) $false % 126.62/82.20 | % 126.62/82.20 |-The branch is then unsatisfiable % 126.62/82.20 |-Branch two: % 126.62/82.20 | (6860) ~ (all_0_748_748 = e13) % 126.62/82.20 | (6861) all_0_755_755 = e13 | all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 126.62/82.20 | % 126.62/82.20 +-Applying beta-rule and splitting (6861), into two cases. % 126.62/82.20 |-Branch one: % 126.68/82.20 | (6862) all_0_755_755 = e13 % 126.68/82.20 | % 126.68/82.20 | Equations (6862) can reduce 6535 to: % 126.68/82.20 | (1975) $false % 126.68/82.20 | % 126.68/82.20 |-The branch is then unsatisfiable % 126.68/82.20 |-Branch two: % 126.68/82.20 | (6535) ~ (all_0_755_755 = e13) % 126.68/82.20 | (6865) all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 126.68/82.20 | % 126.68/82.20 +-Applying beta-rule and splitting (6865), into two cases. % 126.68/82.20 |-Branch one: % 126.68/82.20 | (6866) all_0_761_761 = e13 % 126.68/82.20 | % 126.68/82.20 | Equations (6866) can reduce 6622 to: % 126.68/82.20 | (1975) $false % 126.68/82.20 | % 126.68/82.20 |-The branch is then unsatisfiable % 126.68/82.20 |-Branch two: % 126.68/82.20 | (6622) ~ (all_0_761_761 = e13) % 126.68/82.20 | (6869) all_0_767_767 = e13 | all_0_774_774 = e13 % 126.68/82.20 | % 126.68/82.20 +-Applying beta-rule and splitting (6869), into two cases. % 126.68/82.20 |-Branch one: % 126.68/82.20 | (6870) all_0_767_767 = e13 % 126.68/82.20 | % 126.68/82.20 | Equations (6870) can reduce 6493 to: % 126.68/82.20 | (1975) $false % 126.68/82.20 | % 126.68/82.20 |-The branch is then unsatisfiable % 126.68/82.20 |-Branch two: % 126.68/82.20 | (6493) ~ (all_0_767_767 = e13) % 126.68/82.20 | (6856) all_0_774_774 = e13 % 126.68/82.20 | % 126.68/82.21 | Combining equations (6379,6856) yields a new equation: % 126.68/82.21 | (6858) e13 = e10 % 126.68/82.21 | % 126.68/82.21 | Equations (6858) can reduce 473 to: % 126.68/82.21 | (1975) $false % 126.68/82.21 | % 126.68/82.21 |-The branch is then unsatisfiable % 126.68/82.21 |-Branch two: % 126.68/82.21 | (6876) ~ (all_0_753_753 = e16) % 126.68/82.21 | (6877) all_0_754_754 = e16 | all_0_755_755 = e16 % 126.68/82.21 | % 126.68/82.21 +-Applying beta-rule and splitting (6877), into two cases. % 126.68/82.21 |-Branch one: % 126.68/82.21 | (6878) all_0_754_754 = e16 % 126.68/82.21 | % 126.68/82.21 | Combining equations (6468,6878) yields a new equation: % 126.68/82.21 | (4708) e16 = e11 % 126.68/82.21 | % 126.68/82.21 | Equations (4708) can reduce 1279 to: % 126.68/82.21 | (1975) $false % 126.68/82.21 | % 126.68/82.21 |-The branch is then unsatisfiable % 126.68/82.21 |-Branch two: % 126.68/82.21 | (6461) ~ (all_0_754_754 = e16) % 126.68/82.21 | (6882) all_0_755_755 = e16 % 126.68/82.21 | % 126.68/82.21 | Equations (6882) can reduce 4768 to: % 126.68/82.21 | (1975) $false % 126.68/82.21 | % 126.68/82.21 |-The branch is then unsatisfiable % 126.68/82.21 |-Branch two: % 126.68/82.21 | (6884) ~ (all_0_758_758 = e16) % 126.68/82.21 | (6885) all_0_758_758 = e13 | all_0_758_758 = e12 | all_0_758_758 = e11 | all_0_758_758 = e10 % 126.68/82.21 | % 126.68/82.21 +-Applying beta-rule and splitting (6572), into two cases. % 126.68/82.21 |-Branch one: % 126.68/82.21 | (6886) all_0_757_757 = e16 % 126.68/82.21 | % 126.68/82.21 | Equations (6886) can reduce 6501 to: % 126.68/82.21 | (1975) $false % 126.68/82.21 | % 126.68/82.21 |-The branch is then unsatisfiable % 126.68/82.21 |-Branch two: % 126.68/82.21 | (6501) ~ (all_0_757_757 = e16) % 126.68/82.21 | (6889) all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 126.68/82.21 | % 126.68/82.21 +-Applying beta-rule and splitting (6889), into two cases. % 126.68/82.21 |-Branch one: % 126.68/82.21 | (6573) all_0_758_758 = e16 % 126.68/82.21 | % 126.68/82.21 | Equations (6573) can reduce 6884 to: % 126.68/82.21 | (1975) $false % 126.68/82.21 | % 126.68/82.21 |-The branch is then unsatisfiable % 126.68/82.21 |-Branch two: % 126.68/82.21 | (6884) ~ (all_0_758_758 = e16) % 126.68/82.21 | (6893) all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 126.68/82.21 | % 126.68/82.21 +-Applying beta-rule and splitting (6451), into two cases. % 126.68/82.21 |-Branch one: % 126.68/82.21 | (6894) all_0_745_745 = e16 % 126.68/82.21 | % 126.68/82.21 | Equations (6894) can reduce 4719 to: % 126.68/82.21 | (1975) $false % 126.68/82.21 | % 126.68/82.21 |-The branch is then unsatisfiable % 126.68/82.21 |-Branch two: % 126.68/82.21 | (4719) ~ (all_0_745_745 = e16) % 126.68/82.21 | (6897) all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 126.68/82.21 | % 126.68/82.21 +-Applying beta-rule and splitting (6893), into two cases. % 126.68/82.21 |-Branch one: % 126.68/82.21 | (6898) all_0_759_759 = e16 % 126.68/82.21 | % 126.68/82.21 | Equations (6898) can reduce 532 to: % 126.68/82.21 | (6884) ~ (all_0_758_758 = e16) % 126.68/82.21 | % 126.68/82.21 +-Applying beta-rule and splitting (6897), into two cases. % 126.68/82.21 |-Branch one: % 126.68/82.21 | (6596) all_0_752_752 = e16 % 126.68/82.21 | % 126.68/82.21 | From (6596) and (6541) follows: % 126.68/82.22 | (6901) op1(e16, e13) = e15 % 126.68/82.22 | % 126.68/82.22 | Instantiating formula (1768) with e16, e13, e15, e14 and discharging atoms op1(e16, e13) = e15, op1(e16, e13) = e14, yields: % 126.68/82.22 | (6902) e15 = e14 % 126.68/82.22 | % 126.68/82.22 | Equations (6902) can reduce 1339 to: % 126.68/82.22 | (1975) $false % 126.68/82.22 | % 126.68/82.22 |-The branch is then unsatisfiable % 126.68/82.22 |-Branch two: % 126.68/82.22 | (6575) ~ (all_0_752_752 = e16) % 126.68/82.22 | (6905) all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 126.68/82.22 | % 126.68/82.22 +-Applying beta-rule and splitting (6905), into two cases. % 126.68/82.22 |-Branch one: % 126.68/82.22 | (6573) all_0_758_758 = e16 % 126.68/82.22 | % 126.68/82.22 | Equations (6573) can reduce 6884 to: % 126.68/82.22 | (1975) $false % 126.68/82.22 | % 126.68/82.22 |-The branch is then unsatisfiable % 126.68/82.22 |-Branch two: % 126.68/82.22 | (6884) ~ (all_0_758_758 = e16) % 126.68/82.22 | (6909) all_0_764_764 = e16 | all_0_771_771 = e16 % 126.68/82.22 | % 126.68/82.22 +-Applying beta-rule and splitting (6909), into two cases. % 126.68/82.22 |-Branch one: % 126.68/82.22 | (6417) all_0_764_764 = e16 % 126.68/82.22 | % 126.68/82.22 | Equations (6417) can reduce 6423 to: % 126.68/82.22 | (1975) $false % 126.68/82.22 | % 126.68/82.22 |-The branch is then unsatisfiable % 126.68/82.22 |-Branch two: % 126.68/82.22 | (6423) ~ (all_0_764_764 = e16) % 126.68/82.22 | (6913) all_0_771_771 = e16 % 126.68/82.22 | % 126.68/82.22 | Equations (6913) can reduce 4805 to: % 126.68/82.22 | (1975) $false % 126.68/82.22 | % 126.68/82.22 |-The branch is then unsatisfiable % 126.68/82.22 |-Branch two: % 126.68/82.22 | (6603) ~ (all_0_759_759 = e16) % 126.68/82.22 | (6916) all_0_760_760 = e16 | all_0_761_761 = e16 % 126.68/82.22 | % 126.68/82.22 +-Applying beta-rule and splitting (6916), into two cases. % 126.68/82.22 |-Branch one: % 126.68/82.22 | (6477) all_0_760_760 = e16 % 126.68/82.22 | % 126.68/82.22 | Equations (6477) can reduce 6462 to: % 126.68/82.22 | (1975) $false % 126.68/82.22 | % 126.68/82.22 |-The branch is then unsatisfiable % 126.68/82.22 |-Branch two: % 126.68/82.22 | (6462) ~ (all_0_760_760 = e16) % 126.72/82.22 | (6920) all_0_761_761 = e16 % 126.72/82.22 | % 126.72/82.22 | Equations (6920) can reduce 4770 to: % 126.72/82.22 | (1975) $false % 126.72/82.22 | % 126.72/82.22 |-The branch is then unsatisfiable % 126.72/82.22 |-Branch two: % 126.72/82.22 | (6439) ~ (all_0_750_750 = e13) % 126.72/82.22 | (6438) all_0_769_769 = e13 % 126.72/82.22 | % 126.72/82.22 | Combining equations (6438,6529) yields a new equation: % 126.72/82.22 | (6401) e14 = e13 % 126.72/82.22 | % 126.72/82.22 | Equations (6401) can reduce 218 to: % 126.72/82.22 | (1975) $false % 126.72/82.22 | % 126.72/82.22 |-The branch is then unsatisfiable % 126.72/82.22 |-Branch two: % 126.72/82.22 | (6926) ~ (all_0_756_756 = e12) % 126.72/82.22 | (6685) all_0_768_768 = e12 % 126.72/82.22 | % 126.72/82.22 | Combining equations (4799,6685) yields a new equation: % 126.72/82.23 | (6825) e16 = e12 % 126.72/82.23 | % 126.72/82.23 | Simplifying 6825 yields: % 126.72/82.23 | (6569) e16 = e12 % 126.72/82.23 | % 126.72/82.23 | Equations (6569) can reduce 1569 to: % 126.72/82.23 | (1975) $false % 126.72/82.23 | % 126.72/82.23 |-The branch is then unsatisfiable % 126.72/82.23 |-Branch two: % 126.72/82.23 | (6931) ~ (all_0_742_742 = e11) % 126.72/82.23 | (6932) all_0_749_749 = e11 | all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 126.72/82.23 | % 126.72/82.23 +-Applying beta-rule and splitting (1521), into two cases. % 126.72/82.23 |-Branch one: % 126.72/82.23 | (6933) all_0_768_768 = e11 % 126.72/82.23 | % 126.72/82.23 | Combining equations (4799,6933) yields a new equation: % 126.72/82.23 | (6652) e16 = e11 % 126.72/82.23 | % 126.72/82.23 | Simplifying 6652 yields: % 126.72/82.23 | (4708) e16 = e11 % 126.72/82.23 | % 126.72/82.23 | Equations (4708) can reduce 1279 to: % 126.72/82.23 | (1975) $false % 126.72/82.23 | % 126.72/82.23 |-The branch is then unsatisfiable % 126.72/82.23 |-Branch two: % 126.72/82.23 | (6937) ~ (all_0_768_768 = e11) % 126.72/82.23 | (6938) all_0_770_770 = e11 | all_0_771_771 = e11 | all_0_772_772 = e11 | all_0_773_773 = e11 | all_0_774_774 = e11 % 126.72/82.23 | % 126.72/82.23 | Equations (4799) can reduce 6937 to: % 126.72/82.23 | (1279) ~ (e16 = e11) % 126.72/82.23 | % 126.72/82.23 +-Applying beta-rule and splitting (264), into two cases. % 126.72/82.23 |-Branch one: % 126.72/82.23 | (6561) all_0_762_762 = e14 % 126.72/82.23 | % 126.72/82.23 | Equations (6561) can reduce 493 to: % 126.72/82.23 | (1720) ~ (e14 = e12) % 126.72/82.23 | % 126.72/82.23 | From (6561) and (1224) follows: % 126.72/82.23 | (6942) op1(e11, e16) = e14 % 126.72/82.23 | % 126.72/82.23 +-Applying beta-rule and splitting (6932), into two cases. % 126.72/82.23 |-Branch one: % 126.72/82.23 | (6943) all_0_749_749 = e11 % 126.72/82.23 | % 126.72/82.23 | Equations (6943) can reduce 6469 to: % 126.72/82.23 | (1975) $false % 126.72/82.23 | % 126.72/82.23 |-The branch is then unsatisfiable % 126.72/82.23 |-Branch two: % 126.72/82.23 | (6469) ~ (all_0_749_749 = e11) % 126.72/82.23 | (6946) all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 126.72/82.23 | % 126.72/82.23 +-Applying beta-rule and splitting (6946), into two cases. % 126.72/82.23 |-Branch one: % 126.72/82.23 | (6629) all_0_756_756 = e11 % 126.72/82.23 | % 126.72/82.23 | From (6629) and (4867) follows: % 126.72/82.23 | (6948) op1(e11, e16) = e12 % 126.72/82.23 | % 126.72/82.23 | Instantiating formula (1768) with e11, e16, e12, e14 and discharging atoms op1(e11, e16) = e14, op1(e11, e16) = e12, yields: % 126.72/82.24 | (6515) e14 = e12 % 126.72/82.24 | % 126.72/82.24 | Equations (6515) can reduce 1720 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6633) ~ (all_0_756_756 = e11) % 126.72/82.24 | (6952) all_0_762_762 = e11 | all_0_768_768 = e11 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (6952), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6953) all_0_762_762 = e11 % 126.72/82.24 | % 126.72/82.24 | Combining equations (6561,6953) yields a new equation: % 126.72/82.24 | (6954) e14 = e11 % 126.72/82.24 | % 126.72/82.24 | Simplifying 6954 yields: % 126.72/82.24 | (6955) e14 = e11 % 126.72/82.24 | % 126.72/82.24 | Equations (6955) can reduce 1845 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6957) ~ (all_0_762_762 = e11) % 126.72/82.24 | (6933) all_0_768_768 = e11 % 126.72/82.24 | % 126.72/82.24 | Combining equations (6933,4799) yields a new equation: % 126.72/82.24 | (4708) e16 = e11 % 126.72/82.24 | % 126.72/82.24 | Equations (4708) can reduce 1279 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6564) ~ (all_0_762_762 = e14) % 126.72/82.24 | (6565) all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (71), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6489) all_0_762_762 = e13 % 126.72/82.24 | % 126.72/82.24 | Equations (6489) can reduce 493 to: % 126.72/82.24 | (1637) ~ (e13 = e12) % 126.72/82.24 | % 126.72/82.24 | From (6489) and (1224) follows: % 126.72/82.24 | (6487) op1(e11, e16) = e13 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (6932), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6943) all_0_749_749 = e11 % 126.72/82.24 | % 126.72/82.24 | Equations (6943) can reduce 6469 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6469) ~ (all_0_749_749 = e11) % 126.72/82.24 | (6946) all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (6946), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6629) all_0_756_756 = e11 % 126.72/82.24 | % 126.72/82.24 | From (6629) and (4867) follows: % 126.72/82.24 | (6948) op1(e11, e16) = e12 % 126.72/82.24 | % 126.72/82.24 | Instantiating formula (1768) with e11, e16, e12, e13 and discharging atoms op1(e11, e16) = e13, op1(e11, e16) = e12, yields: % 126.72/82.24 | (6972) e13 = e12 % 126.72/82.24 | % 126.72/82.24 | Equations (6972) can reduce 1637 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6633) ~ (all_0_756_756 = e11) % 126.72/82.24 | (6952) all_0_762_762 = e11 | all_0_768_768 = e11 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (6952), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6953) all_0_762_762 = e11 % 126.72/82.24 | % 126.72/82.24 | Combining equations (6489,6953) yields a new equation: % 126.72/82.24 | (6672) e13 = e11 % 126.72/82.24 | % 126.72/82.24 | Simplifying 6672 yields: % 126.72/82.24 | (6673) e13 = e11 % 126.72/82.24 | % 126.72/82.24 | Equations (6673) can reduce 1041 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6957) ~ (all_0_762_762 = e11) % 126.72/82.24 | (6933) all_0_768_768 = e11 % 126.72/82.24 | % 126.72/82.24 | Combining equations (6933,4799) yields a new equation: % 126.72/82.24 | (4708) e16 = e11 % 126.72/82.24 | % 126.72/82.24 | Equations (4708) can reduce 1279 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6984) ~ (all_0_762_762 = e13) % 126.72/82.24 | (6985) all_0_763_763 = e13 | all_0_764_764 = e13 | all_0_765_765 = e13 | all_0_767_767 = e13 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (6378), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6456) all_0_762_762 = e10 % 126.72/82.24 | % 126.72/82.24 | Equations (6456) can reduce 4793 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (4793) ~ (all_0_762_762 = e10) % 126.72/82.24 | (6989) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 % 126.72/82.24 | % 126.72/82.24 +-Applying beta-rule and splitting (6989), into two cases. % 126.72/82.24 |-Branch one: % 126.72/82.24 | (6561) all_0_762_762 = e14 % 126.72/82.24 | % 126.72/82.24 | Equations (6561) can reduce 6564 to: % 126.72/82.24 | (1975) $false % 126.72/82.24 | % 126.72/82.24 |-The branch is then unsatisfiable % 126.72/82.24 |-Branch two: % 126.72/82.24 | (6564) ~ (all_0_762_762 = e14) % 126.72/82.25 | (6993) all_0_762_762 = e13 | all_0_762_762 = e11 % 126.72/82.25 | % 126.72/82.25 +-Applying beta-rule and splitting (6993), into two cases. % 126.72/82.25 |-Branch one: % 126.72/82.25 | (6489) all_0_762_762 = e13 % 126.72/82.25 | % 126.72/82.25 | Equations (6489) can reduce 6984 to: % 126.72/82.25 | (1975) $false % 126.72/82.25 | % 126.72/82.25 |-The branch is then unsatisfiable % 126.72/82.25 |-Branch two: % 126.72/82.25 | (6984) ~ (all_0_762_762 = e13) % 126.72/82.25 | (6953) all_0_762_762 = e11 % 126.72/82.25 | % 126.72/82.25 | Equations (6953) can reduce 6564 to: % 126.72/82.25 | (4839) ~ (e14 = e11) % 126.72/82.25 | % 126.72/82.25 | Simplifying 4839 yields: % 126.72/82.25 | (1845) ~ (e14 = e11) % 126.72/82.25 | % 126.72/82.25 | From (6953) and (4866) follows: % 126.72/82.25 | (6942) op1(e11, e16) = e14 % 126.72/82.25 | % 126.72/82.25 | From (6953) and (1224) follows: % 126.72/82.25 | (7001) op1(e11, e16) = e11 % 126.72/82.25 | % 126.72/82.25 | Instantiating formula (1768) with e11, e16, e11, e14 and discharging atoms op1(e11, e16) = e14, op1(e11, e16) = e11, yields: % 126.72/82.25 | (6955) e14 = e11 % 126.72/82.25 | % 126.72/82.25 | Equations (6955) can reduce 1845 to: % 126.72/82.25 | (1975) $false % 126.72/82.25 | % 126.72/82.25 |-The branch is then unsatisfiable % 126.72/82.25 |-Branch two: % 126.72/82.25 | (7004) ~ (all_0_766_766 = e16) % 126.72/82.25 | (7005) all_0_766_766 = e15 | all_0_766_766 = e14 | all_0_766_766 = e11 | all_0_766_766 = e10 % 126.72/82.25 | % 126.72/82.25 +-Applying beta-rule and splitting (6428), into two cases. % 126.72/82.25 |-Branch one: % 126.72/82.25 | (7006) all_0_763_763 = e16 % 126.72/82.25 | % 126.72/82.25 | Combining equations (4857,7006) yields a new equation: % 126.72/82.25 | (4696) e16 = e15 % 126.72/82.25 | % 126.72/82.25 | Equations (4696) can reduce 1134 to: % 126.72/82.25 | (1975) $false % 126.72/82.25 | % 126.72/82.25 |-The branch is then unsatisfiable % 126.72/82.25 |-Branch two: % 126.72/82.25 | (7009) ~ (all_0_763_763 = e16) % 126.72/82.25 | (7010) all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 126.72/82.25 | % 126.72/82.25 +-Applying beta-rule and splitting (7010), into two cases. % 126.72/82.25 |-Branch one: % 126.72/82.25 | (6417) all_0_764_764 = e16 % 126.72/82.25 | % 126.72/82.25 | Equations (6417) can reduce 6423 to: % 126.72/82.25 | (1975) $false % 126.72/82.25 | % 126.72/82.25 |-The branch is then unsatisfiable % 126.72/82.25 |-Branch two: % 126.72/82.25 | (6423) ~ (all_0_764_764 = e16) % 126.72/82.25 | (7014) all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 126.72/82.25 | % 126.72/82.25 +-Applying beta-rule and splitting (7014), into two cases. % 126.72/82.25 |-Branch one: % 126.72/82.25 | (7015) all_0_765_765 = e16 % 126.72/82.25 | % 126.72/82.25 | Equations (7015) can reduce 127 to: % 126.72/82.25 | (7016) ~ (all_0_739_739 = e16) % 126.72/82.25 | % 126.72/82.25 | Equations (7015) can reduce 911 to: % 126.72/82.25 | (7017) ~ (all_0_766_766 = e16) % 126.72/82.25 | % 126.72/82.25 | Simplifying 7017 yields: % 126.72/82.25 | (7004) ~ (all_0_766_766 = e16) % 126.72/82.25 | % 126.72/82.25 | Equations (7015) can reduce 1481 to: % 126.72/82.25 | (1569) ~ (e16 = e12) % 126.72/82.25 | % 126.72/82.25 | From (7015) and (999) follows: % 126.72/82.25 | (7020) op1(e16, e11) = all_0_718_718 % 126.72/82.25 | % 126.72/82.25 +-Applying beta-rule and splitting (6433), into two cases. % 126.72/82.25 |-Branch one: % 126.72/82.25 | (6496) all_0_737_737 = e16 % 126.72/82.25 | % 126.72/82.25 | From (6496) and (933) follows: % 126.72/82.25 | (7022) op1(e16, e15) = all_0_701_701 % 126.72/82.25 | % 126.72/82.25 | Instantiating formula (1768) with e16, e15, all_0_701_701, e10 and discharging atoms op1(e16, e15) = all_0_701_701, op1(e16, e15) = e10, yields: % 126.72/82.25 | (7023) all_0_701_701 = e10 % 126.72/82.25 | % 126.72/82.25 | Instantiating formula (1768) with e16, e11, all_0_718_718, e13 and discharging atoms op1(e16, e11) = all_0_718_718, op1(e16, e11) = e13, yields: % 126.72/82.25 | (7024) all_0_718_718 = e13 % 126.72/82.25 | % 126.72/82.25 | From (7023) and (619) follows: % 126.72/82.25 | (7025) op1(e10, e15) = e14 % 126.72/82.25 | % 126.72/82.25 | From (7024) and (997) follows: % 126.72/82.25 | (7026) op1(e13, e11) = e12 % 126.72/82.25 | % 126.72/82.25 | From (7024) and (7020) follows: % 126.72/82.25 | (1835) op1(e16, e11) = e13 % 126.72/82.25 | % 126.72/82.25 | Instantiating formula (1768) with e13, e11, e12, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e12, yields: % 126.72/82.25 | (6830) all_0_754_754 = e12 % 126.72/82.26 | % 126.72/82.26 | Instantiating formula (1768) with e10, e15, e14, all_0_769_769 and discharging atoms op1(e10, e15) = all_0_769_769, op1(e10, e15) = e14, yields: % 126.72/82.26 | (6529) all_0_769_769 = e14 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (4748), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (6448) all_0_750_750 = e13 % 126.72/82.26 | % 126.72/82.26 | Equations (6448) can reduce 1267 to: % 126.72/82.26 | (6627) ~ (e15 = e13) % 126.72/82.26 | % 126.72/82.26 | Simplifying 6627 yields: % 126.72/82.26 | (1483) ~ (e15 = e13) % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (6408), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (7033) all_0_747_747 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (7033) can reduce 4723 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (4723) ~ (all_0_747_747 = e16) % 126.72/82.26 | (7036) all_0_754_754 = e16 | all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (7036), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (6878) all_0_754_754 = e16 % 126.72/82.26 | % 126.72/82.26 | Combining equations (6830,6878) yields a new equation: % 126.72/82.26 | (6569) e16 = e12 % 126.72/82.26 | % 126.72/82.26 | Equations (6569) can reduce 1569 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (6461) ~ (all_0_754_754 = e16) % 126.72/82.26 | (7041) all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (7041), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (6477) all_0_760_760 = e16 % 126.72/82.26 | % 126.72/82.26 | From (6477) and (1623) follows: % 126.72/82.26 | (7043) op1(e16, e11) = e15 % 126.72/82.26 | % 126.72/82.26 | Instantiating formula (1768) with e16, e11, e15, e13 and discharging atoms op1(e16, e11) = e15, op1(e16, e11) = e13, yields: % 126.72/82.26 | (4678) e15 = e13 % 126.72/82.26 | % 126.72/82.26 | Equations (4678) can reduce 1483 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (6462) ~ (all_0_760_760 = e16) % 126.72/82.26 | (7047) all_0_766_766 = e16 | all_0_773_773 = e16 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (7047), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (6460) all_0_766_766 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (6460) can reduce 7004 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (7004) ~ (all_0_766_766 = e16) % 126.72/82.26 | (7051) all_0_773_773 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (7051) can reduce 4809 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (6439) ~ (all_0_750_750 = e13) % 126.72/82.26 | (6438) all_0_769_769 = e13 % 126.72/82.26 | % 126.72/82.26 | Combining equations (6529,6438) yields a new equation: % 126.72/82.26 | (6664) e14 = e13 % 126.72/82.26 | % 126.72/82.26 | Simplifying 6664 yields: % 126.72/82.26 | (6401) e14 = e13 % 126.72/82.26 | % 126.72/82.26 | Equations (6401) can reduce 218 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (7058) ~ (all_0_737_737 = e16) % 126.72/82.26 | (7059) all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (7059), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (6434) all_0_738_738 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (6434) can reduce 6450 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (6450) ~ (all_0_738_738 = e16) % 126.72/82.26 | (7063) all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (7063), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (7064) all_0_739_739 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (7064) can reduce 7016 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (7016) ~ (all_0_739_739 = e16) % 126.72/82.26 | (7067) all_0_740_740 = e16 | all_0_741_741 = e16 % 126.72/82.26 | % 126.72/82.26 +-Applying beta-rule and splitting (7067), into two cases. % 126.72/82.26 |-Branch one: % 126.72/82.26 | (6399) all_0_740_740 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (6399) can reduce 6403 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.26 |-Branch two: % 126.72/82.26 | (6403) ~ (all_0_740_740 = e16) % 126.72/82.26 | (6413) all_0_741_741 = e16 % 126.72/82.26 | % 126.72/82.26 | Equations (6413) can reduce 4766 to: % 126.72/82.26 | (1975) $false % 126.72/82.26 | % 126.72/82.26 |-The branch is then unsatisfiable % 126.72/82.27 |-Branch two: % 126.72/82.27 | (7073) ~ (all_0_765_765 = e16) % 126.72/82.27 | (7074) all_0_766_766 = e16 | all_0_767_767 = e16 % 126.72/82.27 | % 126.72/82.27 +-Applying beta-rule and splitting (7074), into two cases. % 126.72/82.27 |-Branch one: % 126.72/82.27 | (6460) all_0_766_766 = e16 % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 7004 to: % 126.72/82.27 | (1975) $false % 126.72/82.27 | % 126.72/82.27 |-The branch is then unsatisfiable % 126.72/82.27 |-Branch two: % 126.72/82.27 | (7004) ~ (all_0_766_766 = e16) % 126.72/82.27 | (6409) all_0_767_767 = e16 % 126.72/82.27 | % 126.72/82.27 | Equations (6409) can reduce 4772 to: % 126.72/82.27 | (1975) $false % 126.72/82.27 | % 126.72/82.27 |-The branch is then unsatisfiable % 126.72/82.27 |-Branch two: % 126.72/82.27 | (7080) ~ (all_0_774_774 = e10) % 126.72/82.27 | (7081) all_0_744_744 = e14 | all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 % 126.72/82.27 | % 126.72/82.27 +-Applying beta-rule and splitting (621), into two cases. % 126.72/82.27 |-Branch one: % 126.72/82.27 | (6460) all_0_766_766 = e16 % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 906 to: % 126.72/82.27 | (6403) ~ (all_0_740_740 = e16) % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 482 to: % 126.72/82.27 | (6461) ~ (all_0_754_754 = e16) % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 1114 to: % 126.72/82.27 | (6462) ~ (all_0_760_760 = e16) % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 578 to: % 126.72/82.27 | (4803) ~ (all_0_762_762 = e16) % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 1712 to: % 126.72/82.27 | (6423) ~ (all_0_764_764 = e16) % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 911 to: % 126.72/82.27 | (7073) ~ (all_0_765_765 = e16) % 126.72/82.27 | % 126.72/82.27 | Equations (6460) can reduce 1141 to: % 126.72/82.27 | (4808) ~ (all_0_773_773 = e16) % 126.72/82.27 | % 126.72/82.27 | Simplifying 4808 yields: % 126.72/82.27 | (4809) ~ (all_0_773_773 = e16) % 126.72/82.27 | % 126.72/82.27 | From (6460) and (978) follows: % 126.72/82.27 | (6465) op1(e16, e11) = all_0_724_724 % 126.72/82.27 | % 126.72/82.27 | From (6460) and (1729) follows: % 126.72/82.27 | (7092) h4(e16) = all_0_292_292 % 126.72/82.27 | % 126.72/82.27 | Instantiating formula (1768) with e16, e11, all_0_724_724, e13 and discharging atoms op1(e16, e11) = all_0_724_724, op1(e16, e11) = e13, yields: % 126.72/82.27 | (6466) all_0_724_724 = e13 % 126.72/82.27 | % 126.72/82.27 | Instantiating formula (857) with e16, all_0_292_292, e23 and discharging atoms h4(e16) = all_0_292_292, h4(e16) = e23, yields: % 126.72/82.27 | (7094) all_0_292_292 = e23 % 126.72/82.27 | % 126.72/82.27 | From (6466) and (1400) follows: % 126.72/82.27 | (6467) op1(e13, e11) = e11 % 126.72/82.27 | % 126.72/82.27 | From (7094) and (7092) follows: % 126.72/82.27 | (1511) h4(e16) = e23 % 126.72/82.27 | % 126.72/82.27 | Instantiating formula (1768) with e13, e11, e11, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e11, yields: % 126.72/82.27 | (6468) all_0_754_754 = e11 % 126.72/82.27 | % 126.72/82.27 | Equations (6468) can reduce 272 to: % 126.72/82.27 | (7098) ~ (all_0_747_747 = e11) % 126.72/82.27 | % 126.72/82.27 | Equations (6468) can reduce 1227 to: % 126.72/82.27 | (6469) ~ (all_0_749_749 = e11) % 126.72/82.27 | % 126.72/82.27 | Equations (6468) can reduce 145 to: % 126.72/82.27 | (235) ~ (all_0_750_750 = e11) % 126.72/82.27 | % 126.72/82.27 | Equations (6468) can reduce 319 to: % 126.72/82.27 | (7101) ~ (all_0_751_751 = e11) % 126.72/82.27 | % 126.72/82.27 | Equations (6468) can reduce 1513 to: % 126.72/82.27 | (7102) ~ (all_0_752_752 = e11) % 126.72/82.27 | % 126.72/82.28 | Equations (6468) can reduce 1119 to: % 126.72/82.28 | (6470) ~ (all_0_753_753 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6468) can reduce 1156 to: % 126.72/82.28 | (6471) ~ (all_0_760_760 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 6471 yields: % 126.72/82.28 | (6472) ~ (all_0_760_760 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6468) can reduce 1017 to: % 126.72/82.28 | (7106) ~ (all_0_773_773 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 7106 yields: % 126.72/82.28 | (7107) ~ (all_0_773_773 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6468) can reduce 6461 to: % 126.72/82.28 | (6473) ~ (e16 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 6473 yields: % 126.72/82.28 | (1279) ~ (e16 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6468) can reduce 46 to: % 126.72/82.28 | (6475) ~ (e13 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 6475 yields: % 126.72/82.28 | (1041) ~ (e13 = e11) % 126.72/82.28 | % 126.72/82.28 | From (6468) and (1374) follows: % 126.72/82.28 | (7112) h4(e11) = all_0_266_266 % 126.72/82.28 | % 126.72/82.28 | Instantiating formula (857) with e11, all_0_266_266, e22 and discharging atoms h4(e11) = all_0_266_266, h4(e11) = e22, yields: % 126.72/82.28 | (7113) all_0_266_266 = e22 % 126.72/82.28 | % 126.72/82.28 | From (7113) and (7112) follows: % 126.72/82.28 | (6033) h4(e11) = e22 % 126.72/82.28 | % 126.72/82.28 +-Applying beta-rule and splitting (225), into two cases. % 126.72/82.28 |-Branch one: % 126.72/82.28 | (6417) all_0_764_764 = e16 % 126.72/82.28 | % 126.72/82.28 | Equations (6417) can reduce 6423 to: % 126.72/82.28 | (1975) $false % 126.72/82.28 | % 126.72/82.28 |-The branch is then unsatisfiable % 126.72/82.28 |-Branch two: % 126.72/82.28 | (6423) ~ (all_0_764_764 = e16) % 126.72/82.28 | (6424) all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 | all_0_764_764 = e10 % 126.72/82.28 | % 126.72/82.28 +-Applying beta-rule and splitting (781), into two cases. % 126.72/82.28 |-Branch one: % 126.72/82.28 | (6477) all_0_760_760 = e16 % 126.72/82.28 | % 126.72/82.28 | Equations (6477) can reduce 6462 to: % 126.72/82.28 | (1975) $false % 126.72/82.28 | % 126.72/82.28 |-The branch is then unsatisfiable % 126.72/82.28 |-Branch two: % 126.72/82.28 | (6462) ~ (all_0_760_760 = e16) % 126.72/82.28 | (6480) all_0_760_760 = e14 | all_0_760_760 = e12 | all_0_760_760 = e11 | all_0_760_760 = e10 % 126.72/82.28 | % 126.72/82.28 +-Applying beta-rule and splitting (927), into two cases. % 126.72/82.28 |-Branch one: % 126.72/82.28 | (6481) all_0_742_742 = e11 % 126.72/82.28 | % 126.72/82.28 | Equations (6481) can reduce 1812 to: % 126.72/82.28 | (6482) ~ (all_0_745_745 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 6482 yields: % 126.72/82.28 | (6483) ~ (all_0_745_745 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6481) can reduce 1437 to: % 126.72/82.28 | (6484) ~ (all_0_746_746 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 6484 yields: % 126.72/82.28 | (6485) ~ (all_0_746_746 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6481) can reduce 1191 to: % 126.72/82.28 | (7128) ~ (all_0_748_748 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 7128 yields: % 126.72/82.28 | (7129) ~ (all_0_748_748 = e11) % 126.72/82.28 | % 126.72/82.28 | Equations (6481) can reduce 429 to: % 126.72/82.28 | (7130) ~ (all_0_756_756 = e11) % 126.72/82.28 | % 126.72/82.28 | Simplifying 7130 yields: % 126.72/82.28 | (6633) ~ (all_0_756_756 = e11) % 126.72/82.28 | % 126.72/82.28 | From (6481) and (1413) follows: % 126.72/82.28 | (6487) op1(e11, e16) = e13 % 126.72/82.28 | % 126.72/82.28 | From (6481) and (738) follows: % 126.72/82.28 | (6488) op1(e11, e14) = all_0_692_692 % 126.72/82.28 | % 126.72/82.28 | From (6481) and (936) follows: % 126.72/82.28 | (7134) h4(e11) = all_0_242_242 % 126.72/82.28 | % 126.72/82.28 | Instantiating formula (1768) with e11, e16, e13, all_0_762_762 and discharging atoms op1(e11, e16) = all_0_762_762, op1(e11, e16) = e13, yields: % 126.72/82.28 | (6489) all_0_762_762 = e13 % 126.72/82.28 | % 126.72/82.28 | Instantiating formula (1768) with e11, e14, all_0_692_692, e15 and discharging atoms op1(e11, e14) = all_0_692_692, op1(e11, e14) = e15, yields: % 126.72/82.28 | (6490) all_0_692_692 = e15 % 126.72/82.28 | % 126.72/82.28 | Instantiating formula (857) with e11, all_0_242_242, e22 and discharging atoms h4(e11) = all_0_242_242, h4(e11) = e22, yields: % 126.72/82.28 | (7137) all_0_242_242 = e22 % 126.72/82.28 | % 126.72/82.28 | Equations (6489) can reduce 1419 to: % 126.72/82.28 | (7138) ~ (all_0_756_756 = e13) % 126.72/82.28 | % 126.72/82.28 | Equations (6489) can reduce 496 to: % 126.72/82.28 | (6492) ~ (all_0_767_767 = e13) % 126.72/82.28 | % 126.72/82.28 | Simplifying 6492 yields: % 126.72/82.28 | (6493) ~ (all_0_767_767 = e13) % 126.72/82.28 | % 126.72/82.28 | From (6490) and (1337) follows: % 126.72/82.28 | (6494) op1(e15, e14) = e16 % 126.72/82.28 | % 126.72/82.28 | From (6489) and (4866) follows: % 126.72/82.28 | (6495) op1(e13, e16) = e14 % 126.72/82.28 | % 126.72/82.28 | From (6489) and (1375) follows: % 126.72/82.28 | (7143) h4(e13) = all_0_283_283 % 126.72/82.28 | % 126.72/82.28 | From (7137) and (7134) follows: % 126.72/82.29 | (6033) h4(e11) = e22 % 126.72/82.29 | % 126.72/82.29 | Instantiating formula (1768) with e15, e14, e16, all_0_737_737 and discharging atoms op1(e15, e14) = all_0_737_737, op1(e15, e14) = e16, yields: % 126.72/82.29 | (6496) all_0_737_737 = e16 % 126.72/82.29 | % 126.72/82.29 | Instantiating formula (1768) with e13, e16, e14, all_0_749_749 and discharging atoms op1(e13, e16) = all_0_749_749, op1(e13, e16) = e14, yields: % 126.72/82.29 | (6497) all_0_749_749 = e14 % 126.72/82.29 | % 126.72/82.29 | Instantiating formula (857) with e13, all_0_283_283, e26 and discharging atoms h4(e13) = all_0_283_283, h4(e13) = e26, yields: % 126.72/82.29 | (7147) all_0_283_283 = e26 % 126.72/82.29 | % 126.72/82.29 | Equations (6496) can reduce 885 to: % 126.72/82.29 | (7148) ~ (all_0_738_738 = e16) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7148 yields: % 126.72/82.29 | (6450) ~ (all_0_738_738 = e16) % 126.72/82.29 | % 126.72/82.29 | Equations (6496) can reduce 410 to: % 126.72/82.29 | (7150) ~ (all_0_739_739 = e16) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7150 yields: % 126.72/82.29 | (7016) ~ (all_0_739_739 = e16) % 126.72/82.29 | % 126.72/82.29 | Equations (6496) can reduce 1701 to: % 126.72/82.29 | (7152) ~ (all_0_740_740 = e16) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7152 yields: % 126.72/82.29 | (6403) ~ (all_0_740_740 = e16) % 126.72/82.29 | % 126.72/82.29 | Equations (6496) can reduce 807 to: % 126.72/82.29 | (6500) ~ (all_0_757_757 = e16) % 126.72/82.29 | % 126.72/82.29 | Simplifying 6500 yields: % 126.72/82.29 | (6501) ~ (all_0_757_757 = e16) % 126.72/82.29 | % 126.72/82.29 | Equations (6496) can reduce 1036 to: % 126.72/82.29 | (1279) ~ (e16 = e11) % 126.72/82.29 | % 126.72/82.29 | Equations (6497) can reduce 328 to: % 126.72/82.29 | (6504) ~ (all_0_750_750 = e14) % 126.72/82.29 | % 126.72/82.29 | Simplifying 6504 yields: % 126.72/82.29 | (6447) ~ (all_0_750_750 = e14) % 126.72/82.29 | % 126.72/82.29 | Equations (6497) can reduce 951 to: % 126.72/82.29 | (7159) ~ (all_0_756_756 = e14) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7159 yields: % 126.72/82.29 | (7160) ~ (all_0_756_756 = e14) % 126.72/82.29 | % 126.72/82.29 | From (6497) and (137) follows: % 126.72/82.29 | (6507) op1(e14, e13) = all_0_693_693 % 126.72/82.29 | % 126.72/82.29 | From (6496) and (912) follows: % 126.72/82.29 | (7162) h4(e16) = all_0_232_232 % 126.72/82.29 | % 126.72/82.29 | From (6497) and (799) follows: % 126.72/82.29 | (7163) h4(e14) = all_0_256_256 % 126.72/82.29 | % 126.72/82.29 | From (7147) and (7143) follows: % 126.72/82.29 | (6151) h4(e13) = e26 % 126.72/82.29 | % 126.72/82.29 +-Applying beta-rule and splitting (4742), into two cases. % 126.72/82.29 |-Branch one: % 126.72/82.29 | (6441) all_0_750_750 = e14 % 126.72/82.29 | % 126.72/82.29 | Equations (6441) can reduce 6447 to: % 126.72/82.29 | (1975) $false % 126.72/82.29 | % 126.72/82.29 |-The branch is then unsatisfiable % 126.72/82.29 |-Branch two: % 126.72/82.29 | (6447) ~ (all_0_750_750 = e14) % 126.72/82.29 | (6529) all_0_769_769 = e14 % 126.72/82.29 | % 126.72/82.29 | Equations (6529) can reduce 925 to: % 126.72/82.29 | (6447) ~ (all_0_750_750 = e14) % 126.72/82.29 | % 126.72/82.29 | Equations (6529) can reduce 1495 to: % 126.72/82.29 | (7170) ~ (all_0_771_771 = e14) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7170 yields: % 126.72/82.29 | (47) ~ (all_0_771_771 = e14) % 126.72/82.29 | % 126.72/82.29 | Equations (6529) can reduce 1295 to: % 126.72/82.29 | (7172) ~ (all_0_772_772 = e14) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7172 yields: % 126.72/82.29 | (7173) ~ (all_0_772_772 = e14) % 126.72/82.29 | % 126.72/82.29 | Equations (6529) can reduce 779 to: % 126.72/82.29 | (7174) ~ (all_0_774_774 = e14) % 126.72/82.29 | % 126.72/82.29 | Simplifying 7174 yields: % 126.72/82.29 | (7175) ~ (all_0_774_774 = e14) % 126.72/82.29 | % 126.72/82.29 | From (6529) and (1097) follows: % 126.72/82.29 | (7176) op1(e14, e10) = all_0_699_699 % 126.72/82.29 | % 126.72/82.29 | From (6529) and (1596) follows: % 126.72/82.29 | (7177) h4(e14) = all_0_298_298 % 126.72/82.29 | % 126.72/82.29 +-Applying beta-rule and splitting (1344), into two cases. % 126.72/82.29 |-Branch one: % 126.72/82.29 | (6568) all_0_756_756 = e16 % 126.72/82.29 | % 126.72/82.29 | Equations (6568) can reduce 4802 to: % 126.72/82.29 | (1975) $false % 126.72/82.29 | % 126.72/82.29 |-The branch is then unsatisfiable % 126.72/82.29 |-Branch two: % 126.72/82.29 | (4802) ~ (all_0_756_756 = e16) % 126.72/82.29 | (7181) all_0_756_756 = e14 | all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 | all_0_756_756 = e10 % 126.72/82.29 | % 126.72/82.29 +-Applying beta-rule and splitting (4736), into two cases. % 126.72/82.29 |-Branch one: % 126.72/82.29 | (6441) all_0_750_750 = e14 % 126.72/82.29 | % 126.72/82.29 | Equations (6441) can reduce 6447 to: % 126.72/82.29 | (1975) $false % 126.72/82.29 | % 126.72/82.29 |-The branch is then unsatisfiable % 126.72/82.29 |-Branch two: % 126.72/82.29 | (6447) ~ (all_0_750_750 = e14) % 126.72/82.29 | (6448) all_0_750_750 = e13 % 126.72/82.29 | % 126.72/82.30 | Equations (6448) can reduce 1705 to: % 126.72/82.30 | (7186) ~ (all_0_751_751 = e13) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7186 yields: % 126.72/82.30 | (7187) ~ (all_0_751_751 = e13) % 126.72/82.30 | % 126.72/82.30 | Equations (6448) can reduce 266 to: % 126.72/82.30 | (7188) ~ (all_0_752_752 = e13) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7188 yields: % 126.72/82.30 | (7189) ~ (all_0_752_752 = e13) % 126.72/82.30 | % 126.72/82.30 | Equations (6448) can reduce 1556 to: % 126.72/82.30 | (6534) ~ (all_0_755_755 = e13) % 126.72/82.30 | % 126.72/82.30 | Simplifying 6534 yields: % 126.72/82.30 | (6535) ~ (all_0_755_755 = e13) % 126.72/82.30 | % 126.72/82.30 | From (6448) and (461) follows: % 126.72/82.30 | (6536) op1(e13, e13) = all_0_698_698 % 126.72/82.30 | % 126.72/82.30 | From (6448) and (131) follows: % 126.72/82.30 | (7193) h4(e13) = all_0_258_258 % 126.72/82.30 | % 126.72/82.30 +-Applying beta-rule and splitting (7181), into two cases. % 126.72/82.30 |-Branch one: % 126.72/82.30 | (7194) all_0_756_756 = e10 % 126.72/82.30 | % 126.72/82.30 | Equations (7194) can reduce 4791 to: % 126.72/82.30 | (1975) $false % 126.72/82.30 | % 126.72/82.30 |-The branch is then unsatisfiable % 126.72/82.30 |-Branch two: % 126.72/82.30 | (4791) ~ (all_0_756_756 = e10) % 126.72/82.30 | (7197) all_0_756_756 = e14 | all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 % 126.72/82.30 | % 126.72/82.30 +-Applying beta-rule and splitting (7197), into two cases. % 126.72/82.30 |-Branch one: % 126.72/82.30 | (7198) all_0_756_756 = e14 % 126.72/82.30 | % 126.72/82.30 | Equations (7198) can reduce 7160 to: % 126.72/82.30 | (1975) $false % 126.72/82.30 | % 126.72/82.30 |-The branch is then unsatisfiable % 126.72/82.30 |-Branch two: % 126.72/82.30 | (7160) ~ (all_0_756_756 = e14) % 126.72/82.30 | (7201) all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 % 126.72/82.30 | % 126.72/82.30 +-Applying beta-rule and splitting (7201), into two cases. % 126.72/82.30 |-Branch one: % 126.72/82.30 | (7202) all_0_756_756 = e13 % 126.72/82.30 | % 126.72/82.30 | Equations (7202) can reduce 7138 to: % 126.72/82.30 | (1975) $false % 126.72/82.30 | % 126.72/82.30 |-The branch is then unsatisfiable % 126.72/82.30 |-Branch two: % 126.72/82.30 | (7138) ~ (all_0_756_756 = e13) % 126.72/82.30 | (7205) all_0_756_756 = e12 | all_0_756_756 = e11 % 126.72/82.30 | % 126.72/82.30 +-Applying beta-rule and splitting (7205), into two cases. % 126.72/82.30 |-Branch one: % 126.72/82.30 | (6519) all_0_756_756 = e12 % 126.72/82.30 | % 126.72/82.30 | Equations (6519) can reduce 1244 to: % 126.72/82.30 | (7207) ~ (all_0_757_757 = e12) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7207 yields: % 126.72/82.30 | (7208) ~ (all_0_757_757 = e12) % 126.72/82.30 | % 126.72/82.30 | Equations (6519) can reduce 182 to: % 126.72/82.30 | (7209) ~ (all_0_758_758 = e12) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7209 yields: % 126.72/82.30 | (7210) ~ (all_0_758_758 = e12) % 126.72/82.30 | % 126.72/82.30 | Equations (6519) can reduce 1293 to: % 126.72/82.30 | (4845) ~ (all_0_759_759 = e12) % 126.72/82.30 | % 126.72/82.30 | Simplifying 4845 yields: % 126.72/82.30 | (4846) ~ (all_0_759_759 = e12) % 126.72/82.30 | % 126.72/82.30 | Equations (6519) can reduce 305 to: % 126.72/82.30 | (7213) ~ (all_0_760_760 = e12) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7213 yields: % 126.72/82.30 | (7214) ~ (all_0_760_760 = e12) % 126.72/82.30 | % 126.72/82.30 | Equations (6519) can reduce 526 to: % 126.72/82.30 | (7215) ~ (all_0_761_761 = e12) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7215 yields: % 126.72/82.30 | (7216) ~ (all_0_761_761 = e12) % 126.72/82.30 | % 126.72/82.30 | Equations (6519) can reduce 4802 to: % 126.72/82.30 | (6520) ~ (e16 = e12) % 126.72/82.30 | % 126.72/82.30 | Simplifying 6520 yields: % 126.72/82.30 | (1569) ~ (e16 = e12) % 126.72/82.30 | % 126.72/82.30 | From (6519) and (1567) follows: % 126.72/82.30 | (6525) op1(e12, e12) = all_0_694_694 % 126.72/82.30 | % 126.72/82.30 | From (6519) and (1190) follows: % 126.72/82.30 | (7220) h4(e12) = all_0_270_270 % 126.72/82.30 | % 126.72/82.30 +-Applying beta-rule and splitting (7081), into two cases. % 126.72/82.30 |-Branch one: % 126.72/82.30 | (7221) all_0_744_744 = e14 % 126.72/82.30 | % 126.72/82.30 | Equations (7221) can reduce 1645 to: % 126.72/82.30 | (7222) ~ (all_0_746_746 = e14) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7222 yields: % 126.72/82.30 | (7223) ~ (all_0_746_746 = e14) % 126.72/82.30 | % 126.72/82.30 | Equations (7221) can reduce 1462 to: % 126.72/82.30 | (7224) ~ (all_0_748_748 = e14) % 126.72/82.30 | % 126.72/82.30 | Simplifying 7224 yields: % 126.72/82.30 | (7225) ~ (all_0_748_748 = e14) % 126.72/82.30 | % 126.72/82.30 | Equations (7221) can reduce 1570 to: % 126.72/82.30 | (7226) ~ (all_0_751_751 = e14) % 126.72/82.30 | % 126.72/82.31 | Simplifying 7226 yields: % 126.72/82.31 | (7227) ~ (all_0_751_751 = e14) % 126.72/82.31 | % 126.72/82.31 | Equations (7221) can reduce 120 to: % 126.72/82.31 | (7228) ~ (all_0_757_757 = e14) % 126.72/82.31 | % 126.72/82.31 | Simplifying 7228 yields: % 126.72/82.31 | (7229) ~ (all_0_757_757 = e14) % 126.72/82.31 | % 126.72/82.31 | Equations (7221) can reduce 4860 to: % 126.72/82.31 | (6530) ~ (e15 = e14) % 126.72/82.31 | % 126.72/82.31 | Simplifying 6530 yields: % 126.72/82.31 | (1339) ~ (e15 = e14) % 126.72/82.31 | % 126.72/82.31 | From (7221) and (424) follows: % 126.72/82.31 | (7232) h4(e14) = all_0_246_246 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with e14, e13, all_0_693_693, all_0_745_745 and discharging atoms op1(e14, e13) = all_0_693_693, op1(e14, e13) = all_0_745_745, yields: % 126.72/82.31 | (6537) all_0_693_693 = all_0_745_745 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with e14, e10, all_0_699_699, all_0_748_748 and discharging atoms op1(e14, e10) = all_0_699_699, op1(e14, e10) = all_0_748_748, yields: % 126.72/82.31 | (7234) all_0_699_699 = all_0_748_748 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with e13, e13, all_0_698_698, all_0_752_752 and discharging atoms op1(e13, e13) = all_0_698_698, op1(e13, e13) = all_0_752_752, yields: % 126.72/82.31 | (6538) all_0_698_698 = all_0_752_752 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with e12, e12, all_0_694_694, all_0_759_759 and discharging atoms op1(e12, e12) = all_0_694_694, op1(e12, e12) = all_0_759_759, yields: % 126.72/82.31 | (6539) all_0_694_694 = all_0_759_759 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (857) with e16, all_0_232_232, e23 and discharging atoms h4(e16) = all_0_232_232, h4(e16) = e23, yields: % 126.72/82.31 | (7237) all_0_232_232 = e23 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (857) with e14, all_0_246_246, e24 and discharging atoms h4(e14) = all_0_246_246, h4(e14) = e24, yields: % 126.72/82.31 | (7238) all_0_246_246 = e24 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (857) with e14, all_0_256_256, all_0_246_246 and discharging atoms h4(e14) = all_0_246_246, h4(e14) = all_0_256_256, yields: % 126.72/82.31 | (7239) all_0_246_246 = all_0_256_256 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (857) with e14, all_0_298_298, all_0_256_256 and discharging atoms h4(e14) = all_0_256_256, h4(e14) = all_0_298_298, yields: % 126.72/82.31 | (7240) all_0_256_256 = all_0_298_298 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (857) with e13, all_0_258_258, e26 and discharging atoms h4(e13) = all_0_258_258, h4(e13) = e26, yields: % 126.72/82.31 | (7241) all_0_258_258 = e26 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (857) with e12, all_0_270_270, e21 and discharging atoms h4(e12) = all_0_270_270, h4(e12) = e21, yields: % 126.72/82.31 | (7242) all_0_270_270 = e21 % 126.72/82.31 | % 126.72/82.31 | Combining equations (7239,7238) yields a new equation: % 126.72/82.31 | (7243) all_0_256_256 = e24 % 126.72/82.31 | % 126.72/82.31 | Simplifying 7243 yields: % 126.72/82.31 | (7244) all_0_256_256 = e24 % 126.72/82.31 | % 126.72/82.31 | Combining equations (7240,7244) yields a new equation: % 126.72/82.31 | (7245) all_0_298_298 = e24 % 126.72/82.31 | % 126.72/82.31 | Simplifying 7245 yields: % 126.72/82.31 | (7246) all_0_298_298 = e24 % 126.72/82.31 | % 126.72/82.31 | From (6539) and (1268) follows: % 126.72/82.31 | (6540) op1(all_0_759_759, e12) = e16 % 126.72/82.31 | % 126.72/82.31 | From (6538) and (351) follows: % 126.72/82.31 | (6541) op1(all_0_752_752, e13) = e15 % 126.72/82.31 | % 126.72/82.31 | From (7234) and (775) follows: % 126.72/82.31 | (7249) op1(all_0_748_748, e10) = e15 % 126.72/82.31 | % 126.72/82.31 | From (6537) and (6507) follows: % 126.72/82.31 | (23) op1(e14, e13) = all_0_745_745 % 126.72/82.31 | % 126.72/82.31 | From (6539) and (6525) follows: % 126.72/82.31 | (1241) op1(e12, e12) = all_0_759_759 % 126.72/82.31 | % 126.72/82.31 | From (7237) and (7162) follows: % 126.72/82.31 | (1511) h4(e16) = e23 % 126.72/82.31 | % 126.72/82.31 | From (7246) and (7177) follows: % 126.72/82.31 | (6286) h4(e14) = e24 % 126.72/82.31 | % 126.72/82.31 | From (7241) and (7193) follows: % 126.72/82.31 | (6151) h4(e13) = e26 % 126.72/82.31 | % 126.72/82.31 | From (7242) and (7220) follows: % 126.72/82.31 | (6152) h4(e12) = e21 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with all_0_752_752, e13, e15, all_0_709_709 and discharging atoms op1(all_0_752_752, e13) = all_0_709_709, op1(all_0_752_752, e13) = e15, yields: % 126.72/82.31 | (6544) all_0_709_709 = e15 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with all_0_759_759, e12, e16, all_0_717_717 and discharging atoms op1(all_0_759_759, e12) = all_0_717_717, op1(all_0_759_759, e12) = e16, yields: % 126.72/82.31 | (6545) all_0_717_717 = e16 % 126.72/82.31 | % 126.72/82.31 | From (6544) and (322) follows: % 126.72/82.31 | (6546) op1(e15, e13) = e13 % 126.72/82.31 | % 126.72/82.31 | From (6545) and (227) follows: % 126.72/82.31 | (6547) op1(e16, e12) = e12 % 126.72/82.31 | % 126.72/82.31 | From (6544) and (603) follows: % 126.72/82.31 | (6541) op1(all_0_752_752, e13) = e15 % 126.72/82.31 | % 126.72/82.31 | Instantiating formula (1768) with e15, e13, e13, all_0_738_738 and discharging atoms op1(e15, e13) = all_0_738_738, op1(e15, e13) = e13, yields: % 126.72/82.31 | (6549) all_0_738_738 = e13 % 126.72/82.31 | % 126.72/82.31 | Equations (6549) can reduce 1439 to: % 126.72/82.31 | (6550) ~ (all_0_741_741 = e13) % 126.72/82.31 | % 126.72/82.31 | Simplifying 6550 yields: % 126.72/82.31 | (6551) ~ (all_0_741_741 = e13) % 126.72/82.31 | % 126.72/82.31 | Equations (6549) can reduce 983 to: % 126.72/82.31 | (7188) ~ (all_0_752_752 = e13) % 126.72/82.31 | % 126.72/82.32 | Simplifying 7188 yields: % 126.94/82.32 | (7189) ~ (all_0_752_752 = e13) % 126.94/82.32 | % 126.94/82.32 | Equations (6549) can reduce 173 to: % 126.94/82.32 | (6554) ~ (all_0_764_764 = e13) % 126.94/82.32 | % 126.94/82.32 | Simplifying 6554 yields: % 126.94/82.32 | (6555) ~ (all_0_764_764 = e13) % 126.94/82.32 | % 126.94/82.32 | Equations (6549) can reduce 6450 to: % 126.94/82.32 | (6625) ~ (e16 = e13) % 126.94/82.32 | % 126.94/82.32 | Simplifying 6625 yields: % 126.94/82.32 | (1493) ~ (e16 = e13) % 126.94/82.32 | % 126.94/82.32 | Equations (6549) can reduce 171 to: % 126.94/82.32 | (6558) ~ (e14 = e13) % 126.94/82.32 | % 126.94/82.32 | Simplifying 6558 yields: % 126.94/82.32 | (218) ~ (e14 = e13) % 126.94/82.32 | % 126.94/82.32 | From (6549) and (1803) follows: % 126.94/82.32 | (7272) h4(e13) = all_0_234_234 % 126.94/82.32 | % 126.94/82.32 | Instantiating formula (857) with e13, all_0_234_234, e26 and discharging atoms h4(e13) = all_0_234_234, h4(e13) = e26, yields: % 126.94/82.32 | (7273) all_0_234_234 = e26 % 126.94/82.32 | % 126.94/82.32 | From (7273) and (7272) follows: % 126.94/82.32 | (6151) h4(e13) = e26 % 126.94/82.32 | % 126.94/82.32 +-Applying beta-rule and splitting (264), into two cases. % 126.94/82.32 |-Branch one: % 126.94/82.32 | (6561) all_0_762_762 = e14 % 126.94/82.32 | % 126.94/82.32 | Combining equations (6561,6489) yields a new equation: % 126.94/82.32 | (6664) e14 = e13 % 126.94/82.32 | % 126.94/82.32 | Simplifying 6664 yields: % 126.94/82.32 | (6401) e14 = e13 % 126.94/82.32 | % 126.94/82.32 | Equations (6401) can reduce 218 to: % 126.94/82.32 | (1975) $false % 126.94/82.32 | % 126.94/82.32 |-The branch is then unsatisfiable % 126.94/82.32 |-Branch two: % 126.94/82.32 | (6564) ~ (all_0_762_762 = e14) % 126.94/82.32 | (6565) all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 126.94/82.32 | % 126.94/82.32 | Equations (6489) can reduce 6564 to: % 126.94/82.32 | (6558) ~ (e14 = e13) % 126.94/82.32 | % 126.94/82.32 | Simplifying 6558 yields: % 126.94/82.32 | (218) ~ (e14 = e13) % 126.94/82.32 | % 126.94/82.32 +-Applying beta-rule and splitting (979), into two cases. % 126.94/82.32 |-Branch one: % 126.94/82.32 | (6573) all_0_758_758 = e16 % 126.94/82.32 | % 126.94/82.32 | Equations (6573) can reduce 1091 to: % 126.94/82.32 | (6501) ~ (all_0_757_757 = e16) % 126.94/82.32 | % 126.94/82.32 | Equations (6573) can reduce 532 to: % 126.94/82.32 | (6602) ~ (all_0_759_759 = e16) % 126.94/82.32 | % 126.94/82.32 | Simplifying 6602 yields: % 126.94/82.32 | (6603) ~ (all_0_759_759 = e16) % 126.94/82.32 | % 126.94/82.32 | Equations (6573) can reduce 267 to: % 126.94/82.32 | (7287) ~ (all_0_760_760 = e16) % 126.94/82.32 | % 126.94/82.32 | Simplifying 7287 yields: % 126.94/82.32 | (6462) ~ (all_0_760_760 = e16) % 126.94/82.32 | % 126.94/82.32 | Equations (6573) can reduce 1849 to: % 126.94/82.32 | (4769) ~ (all_0_761_761 = e16) % 126.94/82.32 | % 126.94/82.32 | Simplifying 4769 yields: % 126.94/82.32 | (4770) ~ (all_0_761_761 = e16) % 126.94/82.32 | % 126.94/82.32 | Equations (6573) can reduce 241 to: % 126.94/82.32 | (6576) ~ (all_0_764_764 = e16) % 126.94/82.32 | % 126.94/82.32 | Simplifying 6576 yields: % 126.94/82.32 | (6423) ~ (all_0_764_764 = e16) % 126.94/82.32 | % 126.94/82.32 | Equations (6573) can reduce 7210 to: % 126.94/82.32 | (1569) ~ (e16 = e12) % 126.94/82.32 | % 126.94/82.32 | From (6573) and (1177) follows: % 126.94/82.32 | (6580) op1(e16, e12) = all_0_710_710 % 126.94/82.32 | % 126.94/82.32 | From (6573) and (1465) follows: % 126.94/82.32 | (7295) h4(e16) = all_0_275_275 % 126.94/82.32 | % 126.94/82.32 +-Applying beta-rule and splitting (335), into two cases. % 126.94/82.32 |-Branch one: % 126.94/82.32 | (4700) all_0_734_734 = e16 % 126.94/82.32 | % 126.94/82.32 | Combining equations (4700,4844) yields a new equation: % 126.94/82.32 | (6825) e16 = e12 % 126.94/82.32 | % 126.94/82.32 | Simplifying 6825 yields: % 126.94/82.32 | (6569) e16 = e12 % 126.94/82.32 | % 126.94/82.32 | Equations (6569) can reduce 1569 to: % 126.94/82.32 | (1975) $false % 126.94/82.32 | % 126.94/82.32 |-The branch is then unsatisfiable % 126.94/82.32 |-Branch two: % 126.94/82.32 | (4710) ~ (all_0_734_734 = e16) % 126.94/82.32 | (7301) all_0_739_739 = e16 | all_0_746_746 = e16 | all_0_753_753 = e16 | all_0_759_759 = e16 | all_0_765_765 = e16 | all_0_772_772 = e16 % 126.94/82.32 | % 126.94/82.32 +-Applying beta-rule and splitting (7301), into two cases. % 126.94/82.32 |-Branch one: % 126.94/82.32 | (7064) all_0_739_739 = e16 % 126.94/82.32 | % 126.94/82.32 | Equations (7064) can reduce 7016 to: % 126.94/82.32 | (1975) $false % 126.94/82.32 | % 126.94/82.32 |-The branch is then unsatisfiable % 126.94/82.32 |-Branch two: % 126.94/82.32 | (7016) ~ (all_0_739_739 = e16) % 126.94/82.32 | (7305) all_0_746_746 = e16 | all_0_753_753 = e16 | all_0_759_759 = e16 | all_0_765_765 = e16 | all_0_772_772 = e16 % 126.94/82.32 | % 126.94/82.32 +-Applying beta-rule and splitting (7305), into two cases. % 126.94/82.32 |-Branch one: % 126.94/82.32 | (7306) all_0_746_746 = e16 % 126.94/82.32 | % 126.94/82.32 | Equations (7306) can reduce 4721 to: % 126.94/82.32 | (1975) $false % 126.94/82.32 | % 126.94/82.32 |-The branch is then unsatisfiable % 126.94/82.32 |-Branch two: % 126.94/82.33 | (4721) ~ (all_0_746_746 = e16) % 126.94/82.33 | (7309) all_0_753_753 = e16 | all_0_759_759 = e16 | all_0_765_765 = e16 | all_0_772_772 = e16 % 126.94/82.33 | % 126.94/82.33 +-Applying beta-rule and splitting (7309), into two cases. % 126.94/82.33 |-Branch one: % 126.94/82.33 | (6600) all_0_753_753 = e16 % 126.94/82.33 | % 126.94/82.33 | Equations (6600) can reduce 1139 to: % 126.94/82.33 | (4721) ~ (all_0_746_746 = e16) % 126.94/82.33 | % 126.94/82.33 | Equations (6600) can reduce 1489 to: % 126.94/82.33 | (6499) ~ (all_0_751_751 = e16) % 126.94/82.33 | % 126.94/82.33 | Equations (6600) can reduce 383 to: % 126.94/82.33 | (6575) ~ (all_0_752_752 = e16) % 126.94/82.33 | % 126.94/82.33 | Equations (6600) can reduce 957 to: % 126.94/82.33 | (4767) ~ (all_0_755_755 = e16) % 126.94/82.33 | % 126.94/82.33 | Simplifying 4767 yields: % 126.94/82.33 | (4768) ~ (all_0_755_755 = e16) % 126.94/82.33 | % 126.94/82.33 | Equations (6600) can reduce 114 to: % 126.94/82.33 | (6602) ~ (all_0_759_759 = e16) % 126.94/82.33 | % 126.94/82.33 | Simplifying 6602 yields: % 126.94/82.33 | (6603) ~ (all_0_759_759 = e16) % 126.94/82.33 | % 126.94/82.33 | Equations (6600) can reduce 6470 to: % 126.94/82.33 | (1279) ~ (e16 = e11) % 126.94/82.33 | % 126.94/82.33 | From (6600) and (1743) follows: % 126.94/82.33 | (6605) op1(e16, e13) = all_0_716_716 % 126.94/82.33 | % 126.94/82.33 | From (6600) and (291) follows: % 126.94/82.33 | (7320) h4(e16) = all_0_264_264 % 126.94/82.33 | % 126.94/82.33 | Instantiating formula (1768) with e16, e13, all_0_716_716, e14 and discharging atoms op1(e16, e13) = all_0_716_716, op1(e16, e13) = e14, yields: % 126.94/82.33 | (6606) all_0_716_716 = e14 % 126.94/82.33 | % 126.94/82.33 | Instantiating formula (1768) with e16, e12, all_0_710_710, e12 and discharging atoms op1(e16, e12) = all_0_710_710, op1(e16, e12) = e12, yields: % 126.94/82.33 | (6607) all_0_710_710 = e12 % 126.94/82.33 | % 126.94/82.33 | Instantiating formula (857) with e16, all_0_264_264, e23 and discharging atoms h4(e16) = all_0_264_264, h4(e16) = e23, yields: % 126.94/82.33 | (7323) all_0_264_264 = e23 % 126.94/82.33 | % 126.94/82.33 | Instantiating formula (857) with e16, all_0_275_275, all_0_264_264 and discharging atoms h4(e16) = all_0_264_264, h4(e16) = all_0_275_275, yields: % 126.94/82.33 | (7324) all_0_264_264 = all_0_275_275 % 126.94/82.33 | % 126.94/82.33 | Combining equations (7324,7323) yields a new equation: % 126.94/82.33 | (7325) all_0_275_275 = e23 % 126.94/82.33 | % 126.94/82.33 | Simplifying 7325 yields: % 126.94/82.33 | (7326) all_0_275_275 = e23 % 126.94/82.33 | % 126.94/82.33 | From (6607) and (534) follows: % 126.94/82.33 | (6608) op1(e12, e12) = e13 % 126.94/82.33 | % 126.94/82.33 | From (6606) and (1427) follows: % 126.94/82.33 | (6609) op1(e14, e13) = e12 % 126.94/82.33 | % 126.94/82.33 | Instantiating formula (1768) with e14, e13, e12, all_0_745_745 and discharging atoms op1(e14, e13) = all_0_745_745, op1(e14, e13) = e12, yields: % 126.94/82.33 | (6610) all_0_745_745 = e12 % 126.94/82.33 | % 126.94/82.33 | Instantiating formula (1768) with e12, e12, e13, all_0_759_759 and discharging atoms op1(e12, e12) = all_0_759_759, op1(e12, e12) = e13, yields: % 126.94/82.33 | (6611) all_0_759_759 = e13 % 126.94/82.33 | % 126.94/82.33 | Equations (6610) can reduce 1496 to: % 126.94/82.33 | (7331) ~ (all_0_746_746 = e12) % 126.94/82.33 | % 126.94/82.33 | Simplifying 7331 yields: % 126.94/82.33 | (7332) ~ (all_0_746_746 = e12) % 126.94/82.33 | % 126.94/82.33 | Equations (6610) can reduce 151 to: % 126.94/82.33 | (6614) ~ (all_0_764_764 = e12) % 126.94/82.33 | % 126.94/82.33 | Simplifying 6614 yields: % 126.94/82.33 | (96) ~ (all_0_764_764 = e12) % 126.94/82.33 | % 126.94/82.33 | Equations (6610) can reduce 6483 to: % 126.94/82.33 | (1078) ~ (e12 = e11) % 126.94/82.33 | % 126.94/82.33 | Equations (6611) can reduce 1088 to: % 126.94/82.33 | (7336) ~ (all_0_757_757 = e13) % 126.94/82.33 | % 126.94/82.33 | Equations (6611) can reduce 1740 to: % 126.94/82.33 | (6621) ~ (all_0_761_761 = e13) % 126.94/82.33 | % 126.94/82.33 | Simplifying 6621 yields: % 126.94/82.33 | (6622) ~ (all_0_761_761 = e13) % 126.94/82.33 | % 126.94/82.33 | Equations (6611) can reduce 201 to: % 126.94/82.33 | (7339) ~ (all_0_765_765 = e13) % 126.94/82.33 | % 126.94/82.33 | Simplifying 7339 yields: % 126.94/82.33 | (7340) ~ (all_0_765_765 = e13) % 126.94/82.33 | % 126.94/82.33 | Equations (6611) can reduce 6603 to: % 126.94/82.33 | (6625) ~ (e16 = e13) % 126.94/82.33 | % 126.94/82.33 | Simplifying 6625 yields: % 126.94/82.33 | (1493) ~ (e16 = e13) % 126.94/82.33 | % 126.94/82.33 | Equations (6611) can reduce 367 to: % 126.94/82.33 | (6627) ~ (e15 = e13) % 126.94/82.33 | % 126.94/82.33 | Simplifying 6627 yields: % 126.94/82.33 | (1483) ~ (e15 = e13) % 126.94/82.33 | % 126.94/82.33 | From (6610) and (1414) follows: % 126.94/82.33 | (7345) h4(e12) = all_0_248_248 % 126.94/82.33 | % 126.94/82.33 | From (6611) and (1317) follows: % 126.94/82.33 | (7346) h4(e13) = all_0_277_277 % 126.94/82.33 | % 126.94/82.33 +-Applying beta-rule and splitting (611), into two cases. % 126.94/82.33 |-Branch one: % 126.94/82.33 | (6629) all_0_756_756 = e11 % 126.94/82.33 | % 126.94/82.33 | Combining equations (6519,6629) yields a new equation: % 126.94/82.34 | (6630) e12 = e11 % 126.94/82.34 | % 126.94/82.34 | Simplifying 6630 yields: % 126.94/82.34 | (6509) e12 = e11 % 126.94/82.34 | % 126.94/82.34 | Equations (6509) can reduce 1078 to: % 126.94/82.34 | (1975) $false % 126.94/82.34 | % 126.94/82.34 |-The branch is then unsatisfiable % 126.94/82.34 |-Branch two: % 126.94/82.34 | (6633) ~ (all_0_756_756 = e11) % 126.94/82.34 | (6634) all_0_757_757 = e11 | all_0_758_758 = e11 | all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (1836), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (6886) all_0_757_757 = e16 % 126.94/82.34 | % 126.94/82.34 | Equations (6886) can reduce 6501 to: % 126.94/82.34 | (1975) $false % 126.94/82.34 | % 126.94/82.34 |-The branch is then unsatisfiable % 126.94/82.34 |-Branch two: % 126.94/82.34 | (6501) ~ (all_0_757_757 = e16) % 126.94/82.34 | (7356) all_0_757_757 = e14 | all_0_757_757 = e13 | all_0_757_757 = e12 | all_0_757_757 = e11 | all_0_757_757 = e10 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (7356), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (7357) all_0_757_757 = e10 % 126.94/82.34 | % 126.94/82.34 | Equations (7357) can reduce 363 to: % 126.94/82.34 | (6709) ~ (all_0_751_751 = e10) % 126.94/82.34 | % 126.94/82.34 | Equations (7357) can reduce 1610 to: % 126.94/82.34 | (7359) ~ (all_0_760_760 = e10) % 126.94/82.34 | % 126.94/82.34 | Simplifying 7359 yields: % 126.94/82.34 | (7360) ~ (all_0_760_760 = e10) % 126.94/82.34 | % 126.94/82.34 | Equations (7357) can reduce 7336 to: % 126.94/82.34 | (7361) ~ (e13 = e10) % 126.94/82.34 | % 126.94/82.34 | Simplifying 7361 yields: % 126.94/82.34 | (473) ~ (e13 = e10) % 126.94/82.34 | % 126.94/82.34 | Equations (7357) can reduce 4836 to: % 126.94/82.34 | (7363) ~ (e11 = e10) % 126.94/82.34 | % 126.94/82.34 | Simplifying 7363 yields: % 126.94/82.34 | (1026) ~ (e11 = e10) % 126.94/82.34 | % 126.94/82.34 | From (7357) and (1117) follows: % 126.94/82.34 | (7365) h4(e10) = all_0_273_273 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (1222), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (7366) all_0_737_737 = e13 % 126.94/82.34 | % 126.94/82.34 | Combining equations (7366,6496) yields a new equation: % 126.94/82.34 | (4745) e16 = e13 % 126.94/82.34 | % 126.94/82.34 | Equations (4745) can reduce 1493 to: % 126.94/82.34 | (1975) $false % 126.94/82.34 | % 126.94/82.34 |-The branch is then unsatisfiable % 126.94/82.34 |-Branch two: % 126.94/82.34 | (7369) ~ (all_0_737_737 = e13) % 126.94/82.34 | (7370) all_0_744_744 = e13 | all_0_751_751 = e13 | all_0_757_757 = e13 | all_0_763_763 = e13 | all_0_770_770 = e13 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (7370), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (7371) all_0_744_744 = e13 % 126.94/82.34 | % 126.94/82.34 | Combining equations (7371,7221) yields a new equation: % 126.94/82.34 | (6401) e14 = e13 % 126.94/82.34 | % 126.94/82.34 | Equations (6401) can reduce 218 to: % 126.94/82.34 | (1975) $false % 126.94/82.34 | % 126.94/82.34 |-The branch is then unsatisfiable % 126.94/82.34 |-Branch two: % 126.94/82.34 | (7374) ~ (all_0_744_744 = e13) % 126.94/82.34 | (7375) all_0_751_751 = e13 | all_0_757_757 = e13 | all_0_763_763 = e13 | all_0_770_770 = e13 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (6480), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (7376) all_0_760_760 = e10 % 126.94/82.34 | % 126.94/82.34 | Equations (7376) can reduce 7360 to: % 126.94/82.34 | (1975) $false % 126.94/82.34 | % 126.94/82.34 |-The branch is then unsatisfiable % 126.94/82.34 |-Branch two: % 126.94/82.34 | (7360) ~ (all_0_760_760 = e10) % 126.94/82.34 | (7379) all_0_760_760 = e14 | all_0_760_760 = e12 | all_0_760_760 = e11 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (7379), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (7380) all_0_760_760 = e14 % 126.94/82.34 | % 126.94/82.34 | Equations (7380) can reduce 113 to: % 126.94/82.34 | (7381) ~ (all_0_740_740 = e14) % 126.94/82.34 | % 126.94/82.34 | Equations (7380) can reduce 6462 to: % 126.94/82.34 | (6442) ~ (e16 = e14) % 126.94/82.34 | % 126.94/82.34 | Simplifying 6442 yields: % 126.94/82.34 | (179) ~ (e16 = e14) % 126.94/82.34 | % 126.94/82.34 | Equations (7380) can reduce 6472 to: % 126.94/82.34 | (1845) ~ (e14 = e11) % 126.94/82.34 | % 126.94/82.34 | From (7380) and (1623) follows: % 126.94/82.34 | (7385) op1(e14, e11) = e15 % 126.94/82.34 | % 126.94/82.34 | From (7380) and (1806) follows: % 126.94/82.34 | (7386) h4(e14) = all_0_279_279 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (7375), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.34 | (7387) all_0_751_751 = e13 % 126.94/82.34 | % 126.94/82.34 | Equations (7387) can reduce 7187 to: % 126.94/82.34 | (1975) $false % 126.94/82.34 | % 126.94/82.34 |-The branch is then unsatisfiable % 126.94/82.34 |-Branch two: % 126.94/82.34 | (7187) ~ (all_0_751_751 = e13) % 126.94/82.34 | (7390) all_0_757_757 = e13 | all_0_763_763 = e13 | all_0_770_770 = e13 % 126.94/82.34 | % 126.94/82.34 +-Applying beta-rule and splitting (7390), into two cases. % 126.94/82.34 |-Branch one: % 126.94/82.35 | (7391) all_0_757_757 = e13 % 126.94/82.35 | % 126.94/82.35 | Combining equations (7357,7391) yields a new equation: % 126.94/82.35 | (6858) e13 = e10 % 126.94/82.35 | % 126.94/82.35 | Equations (6858) can reduce 473 to: % 126.94/82.35 | (1975) $false % 126.94/82.35 | % 126.94/82.35 |-The branch is then unsatisfiable % 126.94/82.35 |-Branch two: % 126.94/82.35 | (7336) ~ (all_0_757_757 = e13) % 126.94/82.35 | (7395) all_0_763_763 = e13 | all_0_770_770 = e13 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (7395), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (7396) all_0_763_763 = e13 % 126.94/82.35 | % 126.94/82.35 | Combining equations (7396,4857) yields a new equation: % 126.94/82.35 | (4678) e15 = e13 % 126.94/82.35 | % 126.94/82.35 | Equations (4678) can reduce 1483 to: % 126.94/82.35 | (1975) $false % 126.94/82.35 | % 126.94/82.35 |-The branch is then unsatisfiable % 126.94/82.35 |-Branch two: % 126.94/82.35 | (7399) ~ (all_0_763_763 = e13) % 126.94/82.35 | (6669) all_0_770_770 = e13 % 126.94/82.35 | % 126.94/82.35 | Equations (6669) can reduce 1728 to: % 126.94/82.35 | (7187) ~ (all_0_751_751 = e13) % 126.94/82.35 | % 126.94/82.35 | Equations (6669) can reduce 447 to: % 126.94/82.35 | (7402) ~ (all_0_774_774 = e13) % 126.94/82.35 | % 126.94/82.35 | Simplifying 7402 yields: % 126.94/82.35 | (7403) ~ (all_0_774_774 = e13) % 126.94/82.35 | % 126.94/82.35 | From (6669) and (1126) follows: % 126.94/82.35 | (7404) op1(e13, e10) = all_0_706_706 % 126.94/82.35 | % 126.94/82.35 | From (6669) and (1220) follows: % 126.94/82.35 | (7405) h4(e13) = all_0_300_300 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (1424), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (6645) all_0_741_741 = e13 % 126.94/82.35 | % 126.94/82.35 | Equations (6645) can reduce 6551 to: % 126.94/82.35 | (1975) $false % 126.94/82.35 | % 126.94/82.35 |-The branch is then unsatisfiable % 126.94/82.35 |-Branch two: % 126.94/82.35 | (6551) ~ (all_0_741_741 = e13) % 126.94/82.35 | (6648) all_0_748_748 = e13 | all_0_755_755 = e13 | all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (6648), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (6649) all_0_748_748 = e13 % 126.94/82.35 | % 126.94/82.35 | Equations (6649) can reduce 1265 to: % 126.94/82.35 | (7411) ~ (all_0_746_746 = e13) % 126.94/82.35 | % 126.94/82.35 | Equations (6649) can reduce 716 to: % 126.94/82.35 | (6534) ~ (all_0_755_755 = e13) % 126.94/82.35 | % 126.94/82.35 | Simplifying 6534 yields: % 126.94/82.35 | (6535) ~ (all_0_755_755 = e13) % 126.94/82.35 | % 126.94/82.35 | Equations (6649) can reduce 1674 to: % 126.94/82.35 | (7402) ~ (all_0_774_774 = e13) % 126.94/82.35 | % 126.94/82.35 | Simplifying 7402 yields: % 126.94/82.35 | (7403) ~ (all_0_774_774 = e13) % 126.94/82.35 | % 126.94/82.35 | Equations (6649) can reduce 7225 to: % 126.94/82.35 | (6558) ~ (e14 = e13) % 126.94/82.35 | % 126.94/82.35 | Simplifying 6558 yields: % 126.94/82.35 | (218) ~ (e14 = e13) % 126.94/82.35 | % 126.94/82.35 | Equations (6649) can reduce 7129 to: % 126.94/82.35 | (1041) ~ (e13 = e11) % 126.94/82.35 | % 126.94/82.35 | From (6649) and (7249) follows: % 126.94/82.35 | (7419) op1(e13, e10) = e15 % 126.94/82.35 | % 126.94/82.35 | From (6649) and (1599) follows: % 126.94/82.35 | (7420) h4(e13) = all_0_254_254 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (6634), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (6641) all_0_757_757 = e11 % 126.94/82.35 | % 126.94/82.35 | Combining equations (6641,7357) yields a new equation: % 126.94/82.35 | (6804) e11 = e10 % 126.94/82.35 | % 126.94/82.35 | Simplifying 6804 yields: % 126.94/82.35 | (6781) e11 = e10 % 126.94/82.35 | % 126.94/82.35 | Equations (6781) can reduce 1026 to: % 126.94/82.35 | (1975) $false % 126.94/82.35 | % 126.94/82.35 |-The branch is then unsatisfiable % 126.94/82.35 |-Branch two: % 126.94/82.35 | (4836) ~ (all_0_757_757 = e11) % 126.94/82.35 | (6644) all_0_758_758 = e11 | all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (1554), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (6592) all_0_751_751 = e16 % 126.94/82.35 | % 126.94/82.35 | Equations (6592) can reduce 6499 to: % 126.94/82.35 | (1975) $false % 126.94/82.35 | % 126.94/82.35 |-The branch is then unsatisfiable % 126.94/82.35 |-Branch two: % 126.94/82.35 | (6499) ~ (all_0_751_751 = e16) % 126.94/82.35 | (7430) all_0_751_751 = e15 | all_0_751_751 = e14 | all_0_751_751 = e13 | all_0_751_751 = e12 | all_0_751_751 = e11 | all_0_751_751 = e10 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (7430), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (6705) all_0_751_751 = e10 % 126.94/82.35 | % 126.94/82.35 | Equations (6705) can reduce 6709 to: % 126.94/82.35 | (1975) $false % 126.94/82.35 | % 126.94/82.35 |-The branch is then unsatisfiable % 126.94/82.35 |-Branch two: % 126.94/82.35 | (6709) ~ (all_0_751_751 = e10) % 126.94/82.35 | (7434) all_0_751_751 = e15 | all_0_751_751 = e14 | all_0_751_751 = e13 | all_0_751_751 = e12 | all_0_751_751 = e11 % 126.94/82.35 | % 126.94/82.35 +-Applying beta-rule and splitting (982), into two cases. % 126.94/82.35 |-Branch one: % 126.94/82.35 | (6920) all_0_761_761 = e16 % 126.94/82.35 | % 126.94/82.36 | Equations (6920) can reduce 4770 to: % 126.94/82.36 | (1975) $false % 126.94/82.36 | % 126.94/82.36 |-The branch is then unsatisfiable % 126.94/82.36 |-Branch two: % 126.94/82.36 | (4770) ~ (all_0_761_761 = e16) % 126.94/82.36 | (7438) all_0_761_761 = e14 | all_0_761_761 = e13 | all_0_761_761 = e12 | all_0_761_761 = e11 | all_0_761_761 = e10 % 126.94/82.36 | % 126.94/82.36 +-Applying beta-rule and splitting (7434), into two cases. % 126.94/82.36 |-Branch one: % 126.94/82.36 | (7439) all_0_751_751 = e14 % 126.94/82.36 | % 126.94/82.36 | Equations (7439) can reduce 7227 to: % 126.94/82.36 | (1975) $false % 126.94/82.36 | % 126.94/82.36 |-The branch is then unsatisfiable % 126.94/82.36 |-Branch two: % 126.94/82.36 | (7227) ~ (all_0_751_751 = e14) % 126.94/82.36 | (7442) all_0_751_751 = e15 | all_0_751_751 = e13 | all_0_751_751 = e12 | all_0_751_751 = e11 % 126.94/82.36 | % 126.94/82.36 +-Applying beta-rule and splitting (7442), into two cases. % 126.94/82.36 |-Branch one: % 126.94/82.36 | (7387) all_0_751_751 = e13 % 126.94/82.36 | % 126.94/82.36 | Equations (7387) can reduce 7187 to: % 126.94/82.36 | (1975) $false % 126.94/82.36 | % 126.94/82.36 |-The branch is then unsatisfiable % 126.94/82.36 |-Branch two: % 126.94/82.36 | (7187) ~ (all_0_751_751 = e13) % 126.94/82.36 | (7446) all_0_751_751 = e15 | all_0_751_751 = e12 | all_0_751_751 = e11 % 126.94/82.36 | % 126.94/82.36 +-Applying beta-rule and splitting (7446), into two cases. % 126.94/82.36 |-Branch one: % 126.94/82.36 | (6699) all_0_751_751 = e12 % 126.94/82.36 | % 126.94/82.36 | Equations (6699) can reduce 804 to: % 126.94/82.36 | (6612) ~ (all_0_752_752 = e12) % 126.94/82.36 | % 126.94/82.36 | Simplifying 6612 yields: % 126.94/82.36 | (6613) ~ (all_0_752_752 = e12) % 126.94/82.36 | % 126.94/82.36 | Equations (6699) can reduce 1440 to: % 126.94/82.36 | (7450) ~ (all_0_755_755 = e12) % 126.94/82.36 | % 126.94/82.36 | Simplifying 7450 yields: % 126.94/82.36 | (7451) ~ (all_0_755_755 = e12) % 126.94/82.36 | % 126.94/82.36 | From (6699) and (638) follows: % 126.94/82.36 | (7452) h4(e12) = all_0_260_260 % 126.94/82.36 | % 126.94/82.36 +-Applying beta-rule and splitting (6644), into two cases. % 126.94/82.36 |-Branch one: % 126.94/82.36 | (6651) all_0_758_758 = e11 % 126.94/82.36 | % 126.94/82.36 | Combining equations (6651,6573) yields a new equation: % 126.94/82.36 | (4708) e16 = e11 % 126.94/82.36 | % 126.94/82.36 | Equations (4708) can reduce 1279 to: % 126.94/82.36 | (1975) $false % 126.94/82.36 | % 126.94/82.36 |-The branch is then unsatisfiable % 126.94/82.36 |-Branch two: % 126.94/82.36 | (6655) ~ (all_0_758_758 = e11) % 126.94/82.36 | (6656) all_0_759_759 = e11 | all_0_760_760 = e11 | all_0_761_761 = e11 % 126.94/82.36 | % 126.94/82.36 +-Applying beta-rule and splitting (6656), into two cases. % 126.94/82.36 |-Branch one: % 126.94/82.36 | (6671) all_0_759_759 = e11 % 126.94/82.36 | % 126.94/82.36 | Combining equations (6671,6611) yields a new equation: % 126.94/82.36 | (6673) e13 = e11 % 126.94/82.36 | % 126.94/82.36 | Equations (6673) can reduce 1041 to: % 126.94/82.36 | (1975) $false % 126.94/82.36 | % 126.94/82.36 |-The branch is then unsatisfiable % 126.94/82.36 |-Branch two: % 126.94/82.36 | (6675) ~ (all_0_759_759 = e11) % 126.94/82.36 | (6676) all_0_760_760 = e11 | all_0_761_761 = e11 % 126.94/82.36 | % 126.94/82.36 +-Applying beta-rule and splitting (6676), into two cases. % 126.94/82.36 |-Branch one: % 126.94/82.36 | (6773) all_0_760_760 = e11 % 126.94/82.36 | % 126.94/82.36 | Combining equations (6773,7380) yields a new equation: % 126.94/82.36 | (6955) e14 = e11 % 126.94/82.36 | % 126.94/82.36 | Equations (6955) can reduce 1845 to: % 126.94/82.36 | (1975) $false % 126.94/82.36 | % 126.94/82.36 |-The branch is then unsatisfiable % 126.94/82.36 |-Branch two: % 126.94/82.36 | (6472) ~ (all_0_760_760 = e11) % 126.94/82.36 | (6776) all_0_761_761 = e11 % 126.94/82.36 | % 126.94/82.36 | Equations (6776) can reduce 29 to: % 126.94/82.36 | (1721) ~ (all_0_741_741 = e11) % 126.94/82.36 | % 126.94/82.36 | Equations (6776) can reduce 1542 to: % 126.94/82.36 | (7469) ~ (all_0_774_774 = e11) % 126.94/82.36 | % 126.94/82.36 | Simplifying 7469 yields: % 126.94/82.36 | (7470) ~ (all_0_774_774 = e11) % 126.94/82.36 | % 126.94/82.36 | Equations (6776) can reduce 4770 to: % 126.94/82.36 | (6473) ~ (e16 = e11) % 126.94/82.36 | % 126.94/82.36 | Simplifying 6473 yields: % 126.94/82.36 | (1279) ~ (e16 = e11) % 126.94/82.36 | % 126.94/82.36 | Equations (6776) can reduce 7216 to: % 126.94/82.36 | (6697) ~ (e12 = e11) % 126.94/82.36 | % 126.94/82.36 | Simplifying 6697 yields: % 126.94/82.36 | (1078) ~ (e12 = e11) % 126.94/82.36 | % 126.94/82.36 | From (6776) and (1411) follows: % 126.94/82.36 | (7475) h4(e11) = all_0_281_281 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (1768) with e14, e11, e15, all_0_747_747 and discharging atoms op1(e14, e11) = all_0_747_747, op1(e14, e11) = e15, yields: % 126.94/82.36 | (7476) all_0_747_747 = e15 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (1768) with e13, e10, all_0_706_706, all_0_755_755 and discharging atoms op1(e13, e10) = all_0_706_706, op1(e13, e10) = all_0_755_755, yields: % 126.94/82.36 | (7477) all_0_706_706 = all_0_755_755 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (1768) with e13, e10, e15, all_0_706_706 and discharging atoms op1(e13, e10) = all_0_706_706, op1(e13, e10) = e15, yields: % 126.94/82.36 | (7478) all_0_706_706 = e15 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (857) with e14, all_0_279_279, e24 and discharging atoms h4(e14) = all_0_279_279, h4(e14) = e24, yields: % 126.94/82.36 | (7479) all_0_279_279 = e24 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (857) with e13, all_0_254_254, e26 and discharging atoms h4(e13) = all_0_254_254, h4(e13) = e26, yields: % 126.94/82.36 | (7480) all_0_254_254 = e26 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (857) with e13, all_0_277_277, all_0_254_254 and discharging atoms h4(e13) = all_0_254_254, h4(e13) = all_0_277_277, yields: % 126.94/82.36 | (7481) all_0_254_254 = all_0_277_277 % 126.94/82.36 | % 126.94/82.36 | Instantiating formula (857) with e13, all_0_300_300, all_0_277_277 and discharging atoms h4(e13) = all_0_277_277, h4(e13) = all_0_300_300, yields: % 126.94/82.37 | (7482) all_0_277_277 = all_0_300_300 % 126.94/82.37 | % 126.94/82.37 | Instantiating formula (857) with e12, all_0_248_248, e21 and discharging atoms h4(e12) = all_0_248_248, h4(e12) = e21, yields: % 126.94/82.37 | (7483) all_0_248_248 = e21 % 126.94/82.37 | % 126.94/82.37 | Instantiating formula (857) with e12, all_0_260_260, all_0_248_248 and discharging atoms h4(e12) = all_0_248_248, h4(e12) = all_0_260_260, yields: % 126.94/82.37 | (7484) all_0_248_248 = all_0_260_260 % 126.94/82.37 | % 126.94/82.37 | Instantiating formula (857) with e11, all_0_281_281, e22 and discharging atoms h4(e11) = all_0_281_281, h4(e11) = e22, yields: % 126.94/82.37 | (7485) all_0_281_281 = e22 % 126.94/82.37 | % 126.94/82.37 | Instantiating formula (857) with e10, all_0_273_273, e25 and discharging atoms h4(e10) = all_0_273_273, h4(e10) = e25, yields: % 126.94/82.37 | (7486) all_0_273_273 = e25 % 126.94/82.37 | % 126.94/82.37 | Combining equations (7483,7484) yields a new equation: % 126.94/82.37 | (7487) all_0_260_260 = e21 % 126.94/82.37 | % 126.94/82.37 | Combining equations (7481,7480) yields a new equation: % 126.94/82.37 | (7488) all_0_277_277 = e26 % 126.94/82.37 | % 126.94/82.37 | Simplifying 7488 yields: % 126.94/82.37 | (7489) all_0_277_277 = e26 % 126.94/82.37 | % 126.94/82.37 | Combining equations (7482,7489) yields a new equation: % 126.94/82.37 | (7490) all_0_300_300 = e26 % 126.94/82.37 | % 126.94/82.37 | Simplifying 7490 yields: % 126.94/82.37 | (7491) all_0_300_300 = e26 % 126.94/82.37 | % 126.94/82.37 | Combining equations (7477,7478) yields a new equation: % 126.94/82.37 | (7492) all_0_755_755 = e15 % 126.94/82.37 | % 126.94/82.37 | Simplifying 7492 yields: % 126.94/82.37 | (6677) all_0_755_755 = e15 % 126.94/82.37 | % 126.94/82.37 | Combining equations (7487,7484) yields a new equation: % 126.94/82.37 | (7483) all_0_248_248 = e21 % 126.94/82.37 | % 126.94/82.37 | Equations (7476) can reduce 296 to: % 126.94/82.37 | (7495) ~ (all_0_740_740 = e15) % 126.94/82.37 | % 126.94/82.37 | Equations (6677) can reduce 828 to: % 126.94/82.37 | (6393) ~ (all_0_741_741 = e15) % 126.94/82.37 | % 126.94/82.37 | Equations (6677) can reduce 49 to: % 126.94/82.37 | (6678) ~ (all_0_752_752 = e15) % 126.94/82.37 | % 126.94/82.37 | Equations (6677) can reduce 4768 to: % 126.94/82.37 | (7498) ~ (e16 = e15) % 126.94/82.37 | % 126.94/82.37 | Simplifying 7498 yields: % 126.94/82.37 | (1134) ~ (e16 = e15) % 126.94/82.37 | % 126.94/82.37 | Equations (6677) can reduce 6535 to: % 126.94/82.37 | (1483) ~ (e15 = e13) % 126.94/82.37 | % 126.94/82.37 | Equations (6677) can reduce 7451 to: % 126.94/82.37 | (1219) ~ (e15 = e12) % 126.94/82.37 | % 126.94/82.37 | From (7476) and (639) follows: % 126.94/82.37 | (7502) h4(e15) = all_0_252_252 % 126.94/82.37 | % 126.94/82.37 | From (6677) and (52) follows: % 126.94/82.37 | (7503) h4(e15) = all_0_268_268 % 126.94/82.37 | % 126.94/82.37 | From (7479) and (7386) follows: % 126.94/82.37 | (6286) h4(e14) = e24 % 126.94/82.37 | % 126.94/82.37 | From (7487) and (7452) follows: % 126.94/82.37 | (6152) h4(e12) = e21 % 126.94/82.37 | % 126.94/82.37 | From (7485) and (7475) follows: % 126.94/82.37 | (6033) h4(e11) = e22 % 126.94/82.37 | % 126.94/82.37 | From (7486) and (7365) follows: % 126.94/82.37 | (6034) h4(e10) = e25 % 126.94/82.37 | % 126.94/82.37 +-Applying beta-rule and splitting (570), into two cases. % 126.94/82.37 |-Branch one: % 126.94/82.37 | (6399) all_0_740_740 = e16 % 126.94/82.37 | % 126.94/82.37 | Equations (6399) can reduce 6403 to: % 126.94/82.37 | (1975) $false % 126.94/82.37 | % 126.94/82.37 |-The branch is then unsatisfiable % 126.94/82.37 |-Branch two: % 126.94/82.37 | (6403) ~ (all_0_740_740 = e16) % 126.94/82.37 | (6404) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 126.94/82.37 | % 126.94/82.37 +-Applying beta-rule and splitting (115), into two cases. % 126.94/82.37 |-Branch one: % 126.94/82.37 | (7512) all_0_738_738 = e15 % 126.94/82.37 | % 126.94/82.37 | Combining equations (7512,6549) yields a new equation: % 126.94/82.37 | (6658) e15 = e13 % 126.94/82.37 | % 126.94/82.37 | Simplifying 6658 yields: % 126.94/82.37 | (4678) e15 = e13 % 126.94/82.37 | % 126.94/82.37 | Equations (4678) can reduce 1483 to: % 126.94/82.37 | (1975) $false % 126.94/82.37 | % 126.94/82.37 |-The branch is then unsatisfiable % 126.94/82.37 |-Branch two: % 126.94/82.37 | (7516) ~ (all_0_738_738 = e15) % 126.94/82.37 | (7517) all_0_745_745 = e15 | all_0_752_752 = e15 | all_0_764_764 = e15 | all_0_771_771 = e15 % 126.94/82.37 | % 126.94/82.37 | Equations (6549) can reduce 7516 to: % 126.94/82.37 | (6627) ~ (e15 = e13) % 126.94/82.37 | % 126.94/82.37 | Simplifying 6627 yields: % 126.94/82.37 | (1483) ~ (e15 = e13) % 126.94/82.37 | % 126.94/82.38 +-Applying beta-rule and splitting (7517), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7520) all_0_745_745 = e15 % 126.94/82.38 | % 126.94/82.38 | Combining equations (6610,7520) yields a new equation: % 126.94/82.38 | (6836) e15 = e12 % 126.94/82.38 | % 126.94/82.38 | Equations (6836) can reduce 1219 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (7523) ~ (all_0_745_745 = e15) % 126.94/82.38 | (7524) all_0_752_752 = e15 | all_0_764_764 = e15 | all_0_771_771 = e15 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (7524), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7525) all_0_752_752 = e15 % 126.94/82.38 | % 126.94/82.38 | Equations (7525) can reduce 6678 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (6678) ~ (all_0_752_752 = e15) % 126.94/82.38 | (7528) all_0_764_764 = e15 | all_0_771_771 = e15 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (1697), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7529) all_0_774_774 = e16 % 126.94/82.38 | % 126.94/82.38 | Equations (7529) can reduce 4811 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (4811) ~ (all_0_774_774 = e16) % 126.94/82.38 | (7532) all_0_774_774 = e15 | all_0_774_774 = e14 | all_0_774_774 = e13 | all_0_774_774 = e12 | all_0_774_774 = e11 | all_0_774_774 = e10 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (7532), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (6379) all_0_774_774 = e10 % 126.94/82.38 | % 126.94/82.38 | Equations (6379) can reduce 7080 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (7080) ~ (all_0_774_774 = e10) % 126.94/82.38 | (7536) all_0_774_774 = e15 | all_0_774_774 = e14 | all_0_774_774 = e13 | all_0_774_774 = e12 | all_0_774_774 = e11 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (6404), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7537) all_0_740_740 = e10 % 126.94/82.38 | % 126.94/82.38 | Equations (7537) can reduce 4785 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (4785) ~ (all_0_740_740 = e10) % 126.94/82.38 | (7540) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (7536), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7541) all_0_774_774 = e14 % 126.94/82.38 | % 126.94/82.38 | Equations (7541) can reduce 7175 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (7175) ~ (all_0_774_774 = e14) % 126.94/82.38 | (7544) all_0_774_774 = e15 | all_0_774_774 = e13 | all_0_774_774 = e12 | all_0_774_774 = e11 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (1381), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7545) all_0_737_737 = e15 % 126.94/82.38 | % 126.94/82.38 | Combining equations (6496,7545) yields a new equation: % 126.94/82.38 | (7546) e16 = e15 % 126.94/82.38 | % 126.94/82.38 | Simplifying 7546 yields: % 126.94/82.38 | (4696) e16 = e15 % 126.94/82.38 | % 126.94/82.38 | Equations (4696) can reduce 1134 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (7549) ~ (all_0_737_737 = e15) % 126.94/82.38 | (7550) all_0_738_738 = e15 | all_0_739_739 = e15 | all_0_740_740 = e15 | all_0_741_741 = e15 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (7544), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (6856) all_0_774_774 = e13 % 126.94/82.38 | % 126.94/82.38 | Equations (6856) can reduce 7403 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (7403) ~ (all_0_774_774 = e13) % 126.94/82.38 | (7554) all_0_774_774 = e15 | all_0_774_774 = e12 | all_0_774_774 = e11 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (7550), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7512) all_0_738_738 = e15 % 126.94/82.38 | % 126.94/82.38 | Combining equations (7512,6549) yields a new equation: % 126.94/82.38 | (6658) e15 = e13 % 126.94/82.38 | % 126.94/82.38 | Simplifying 6658 yields: % 126.94/82.38 | (4678) e15 = e13 % 126.94/82.38 | % 126.94/82.38 | Equations (4678) can reduce 1483 to: % 126.94/82.38 | (1975) $false % 126.94/82.38 | % 126.94/82.38 |-The branch is then unsatisfiable % 126.94/82.38 |-Branch two: % 126.94/82.38 | (7516) ~ (all_0_738_738 = e15) % 126.94/82.38 | (7560) all_0_739_739 = e15 | all_0_740_740 = e15 | all_0_741_741 = e15 % 126.94/82.38 | % 126.94/82.38 +-Applying beta-rule and splitting (7560), into two cases. % 126.94/82.38 |-Branch one: % 126.94/82.38 | (7561) all_0_739_739 = e15 % 126.94/82.38 | % 126.94/82.38 | Equations (7561) can reduce 1178 to: % 126.94/82.38 | (7562) ~ (all_0_746_746 = e15) % 126.94/82.38 | % 126.94/82.38 | Simplifying 7562 yields: % 126.94/82.38 | (7563) ~ (all_0_746_746 = e15) % 126.94/82.38 | % 126.94/82.38 | Equations (7561) can reduce 127 to: % 126.94/82.38 | (7564) ~ (all_0_765_765 = e15) % 126.94/82.38 | % 126.94/82.38 | Simplifying 7564 yields: % 126.94/82.38 | (7565) ~ (all_0_765_765 = e15) % 126.94/82.38 | % 126.94/82.38 | Equations (7561) can reduce 1459 to: % 126.94/82.38 | (449) ~ (e15 = e11) % 126.94/82.38 | % 126.94/82.38 | From (7561) and (1673) follows: % 126.94/82.38 | (7567) h4(e15) = all_0_236_236 % 126.94/82.38 | % 126.94/82.39 +-Applying beta-rule and splitting (660), into two cases. % 126.94/82.39 |-Branch one: % 126.94/82.39 | (6596) all_0_752_752 = e16 % 126.94/82.39 | % 126.94/82.39 | Equations (6596) can reduce 6575 to: % 126.94/82.39 | (1975) $false % 126.94/82.39 | % 126.94/82.39 |-The branch is then unsatisfiable % 126.94/82.39 |-Branch two: % 126.94/82.39 | (6575) ~ (all_0_752_752 = e16) % 126.94/82.39 | (7571) all_0_752_752 = e15 | all_0_752_752 = e13 | all_0_752_752 = e12 | all_0_752_752 = e11 | all_0_752_752 = e10 % 126.94/82.39 | % 126.94/82.39 +-Applying beta-rule and splitting (7571), into two cases. % 126.94/82.39 |-Branch one: % 126.94/82.39 | (6711) all_0_752_752 = e10 % 126.94/82.39 | % 126.94/82.39 | Equations (6711) can reduce 1839 to: % 126.94/82.39 | (6712) ~ (all_0_764_764 = e10) % 126.94/82.39 | % 126.94/82.39 | Simplifying 6712 yields: % 126.94/82.39 | (6713) ~ (all_0_764_764 = e10) % 126.94/82.39 | % 126.94/82.39 | Equations (6711) can reduce 554 to: % 126.94/82.39 | (7575) ~ (all_0_771_771 = e10) % 126.94/82.39 | % 126.94/82.39 | Simplifying 7575 yields: % 126.94/82.39 | (7576) ~ (all_0_771_771 = e10) % 126.94/82.39 | % 126.94/82.39 | Equations (6711) can reduce 7189 to: % 126.94/82.39 | (7361) ~ (e13 = e10) % 126.94/82.39 | % 126.94/82.39 | Simplifying 7361 yields: % 126.94/82.39 | (473) ~ (e13 = e10) % 126.94/82.39 | % 126.94/82.39 | Equations (6711) can reduce 7102 to: % 126.94/82.39 | (7363) ~ (e11 = e10) % 126.94/82.39 | % 126.94/82.39 | Simplifying 7363 yields: % 126.94/82.39 | (1026) ~ (e11 = e10) % 126.94/82.39 | % 126.94/82.39 | From (6711) and (1563) follows: % 126.94/82.39 | (7581) h4(e10) = all_0_262_262 % 126.94/82.39 | % 126.94/82.39 +-Applying beta-rule and splitting (7528), into two cases. % 126.94/82.39 |-Branch one: % 126.94/82.39 | (6793) all_0_764_764 = e15 % 126.94/82.39 | % 126.94/82.39 | Equations (6793) can reduce 4863 to: % 126.94/82.39 | (1975) $false % 126.94/82.39 | % 126.94/82.39 |-The branch is then unsatisfiable % 126.94/82.39 |-Branch two: % 126.94/82.39 | (4863) ~ (all_0_764_764 = e15) % 126.94/82.39 | (7585) all_0_771_771 = e15 % 126.94/82.39 | % 126.94/82.39 | Equations (7585) can reduce 1130 to: % 126.94/82.39 | (7586) ~ (all_0_774_774 = e15) % 126.94/82.39 | % 126.94/82.39 | Simplifying 7586 yields: % 126.94/82.39 | (7587) ~ (all_0_774_774 = e15) % 126.94/82.39 | % 126.94/82.39 | Equations (7585) can reduce 47 to: % 126.94/82.39 | (1339) ~ (e15 = e14) % 126.94/82.39 | % 126.94/82.39 | Equations (7585) can reduce 7576 to: % 126.94/82.39 | (729) ~ (e15 = e10) % 126.94/82.39 | % 126.94/82.39 | From (7585) and (1417) follows: % 126.94/82.39 | (7590) h4(e15) = all_0_302_302 % 126.94/82.39 | % 126.94/82.39 +-Applying beta-rule and splitting (41), into two cases. % 126.94/82.39 |-Branch one: % 126.94/82.39 | (7591) all_0_745_745 = e11 % 126.94/82.39 | % 126.94/82.39 | Combining equations (6610,7591) yields a new equation: % 126.94/82.39 | (6630) e12 = e11 % 126.94/82.39 | % 126.94/82.39 | Simplifying 6630 yields: % 126.94/82.39 | (6509) e12 = e11 % 126.94/82.39 | % 126.94/82.39 | Equations (6509) can reduce 1078 to: % 126.94/82.39 | (1975) $false % 126.94/82.39 | % 126.94/82.39 |-The branch is then unsatisfiable % 126.94/82.39 |-Branch two: % 127.09/82.39 | (6483) ~ (all_0_745_745 = e11) % 127.09/82.39 | (7596) all_0_752_752 = e11 | all_0_758_758 = e11 | all_0_764_764 = e11 | all_0_771_771 = e11 % 127.09/82.39 | % 127.09/82.39 +-Applying beta-rule and splitting (7596), into two cases. % 127.09/82.39 |-Branch one: % 127.09/82.39 | (7597) all_0_752_752 = e11 % 127.09/82.39 | % 127.09/82.39 | Combining equations (7597,6711) yields a new equation: % 127.09/82.39 | (6804) e11 = e10 % 127.09/82.39 | % 127.09/82.39 | Simplifying 6804 yields: % 127.09/82.39 | (6781) e11 = e10 % 127.09/82.39 | % 127.09/82.39 | Equations (6781) can reduce 1026 to: % 127.09/82.39 | (1975) $false % 127.09/82.39 | % 127.09/82.39 |-The branch is then unsatisfiable % 127.09/82.39 |-Branch two: % 127.09/82.39 | (7102) ~ (all_0_752_752 = e11) % 127.09/82.39 | (7602) all_0_758_758 = e11 | all_0_764_764 = e11 | all_0_771_771 = e11 % 127.09/82.39 | % 127.09/82.39 +-Applying beta-rule and splitting (1286), into two cases. % 127.09/82.39 |-Branch one: % 127.09/82.39 | (7537) all_0_740_740 = e10 % 127.09/82.39 | % 127.09/82.39 | Equations (7537) can reduce 4785 to: % 127.09/82.39 | (1975) $false % 127.09/82.39 | % 127.09/82.39 |-The branch is then unsatisfiable % 127.09/82.39 |-Branch two: % 127.09/82.39 | (4785) ~ (all_0_740_740 = e10) % 127.09/82.39 | (7606) all_0_747_747 = e10 | all_0_754_754 = e10 | all_0_760_760 = e10 | all_0_766_766 = e10 | all_0_773_773 = e10 % 127.09/82.39 | % 127.09/82.39 +-Applying beta-rule and splitting (1521), into two cases. % 127.09/82.39 |-Branch one: % 127.09/82.39 | (6933) all_0_768_768 = e11 % 127.09/82.39 | % 127.09/82.39 | Combining equations (6933,4799) yields a new equation: % 127.09/82.39 | (4708) e16 = e11 % 127.09/82.39 | % 127.09/82.39 | Equations (4708) can reduce 1279 to: % 127.09/82.39 | (1975) $false % 127.09/82.39 | % 127.09/82.39 |-The branch is then unsatisfiable % 127.09/82.39 |-Branch two: % 127.09/82.39 | (6937) ~ (all_0_768_768 = e11) % 127.09/82.39 | (6938) all_0_770_770 = e11 | all_0_771_771 = e11 | all_0_772_772 = e11 | all_0_773_773 = e11 | all_0_774_774 = e11 % 127.09/82.39 | % 127.09/82.39 | Equations (4799) can reduce 6937 to: % 127.09/82.39 | (1279) ~ (e16 = e11) % 127.09/82.39 | % 127.09/82.40 +-Applying beta-rule and splitting (7602), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (6651) all_0_758_758 = e11 % 127.09/82.40 | % 127.09/82.40 | Combining equations (6573,6651) yields a new equation: % 127.09/82.40 | (6652) e16 = e11 % 127.09/82.40 | % 127.09/82.40 | Simplifying 6652 yields: % 127.09/82.40 | (4708) e16 = e11 % 127.09/82.40 | % 127.09/82.40 | Equations (4708) can reduce 1279 to: % 127.09/82.40 | (1975) $false % 127.09/82.40 | % 127.09/82.40 |-The branch is then unsatisfiable % 127.09/82.40 |-Branch two: % 127.09/82.40 | (6655) ~ (all_0_758_758 = e11) % 127.09/82.40 | (7618) all_0_764_764 = e11 | all_0_771_771 = e11 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (7618), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (6736) all_0_764_764 = e11 % 127.09/82.40 | % 127.09/82.40 | Equations (6736) can reduce 491 to: % 127.09/82.40 | (6737) ~ (all_0_765_765 = e11) % 127.09/82.40 | % 127.09/82.40 | Simplifying 6737 yields: % 127.09/82.40 | (6738) ~ (all_0_765_765 = e11) % 127.09/82.40 | % 127.09/82.40 | Equations (6736) can reduce 6423 to: % 127.09/82.40 | (6473) ~ (e16 = e11) % 127.09/82.40 | % 127.09/82.40 | Simplifying 6473 yields: % 127.09/82.40 | (1279) ~ (e16 = e11) % 127.09/82.40 | % 127.09/82.40 | Equations (6736) can reduce 6555 to: % 127.09/82.40 | (6475) ~ (e13 = e11) % 127.09/82.40 | % 127.09/82.40 | Simplifying 6475 yields: % 127.09/82.40 | (1041) ~ (e13 = e11) % 127.09/82.40 | % 127.09/82.40 | Equations (6736) can reduce 96 to: % 127.09/82.40 | (6697) ~ (e12 = e11) % 127.09/82.40 | % 127.09/82.40 | Simplifying 6697 yields: % 127.09/82.40 | (1078) ~ (e12 = e11) % 127.09/82.40 | % 127.09/82.40 | Equations (6736) can reduce 6713 to: % 127.09/82.40 | (1026) ~ (e11 = e10) % 127.09/82.40 | % 127.09/82.40 | From (6736) and (686) follows: % 127.09/82.40 | (7629) h4(e11) = all_0_288_288 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (748), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (7630) all_0_739_739 = e14 % 127.09/82.40 | % 127.09/82.40 | Combining equations (7630,7561) yields a new equation: % 127.09/82.40 | (6902) e15 = e14 % 127.09/82.40 | % 127.09/82.40 | Equations (6902) can reduce 1339 to: % 127.09/82.40 | (1975) $false % 127.09/82.40 | % 127.09/82.40 |-The branch is then unsatisfiable % 127.09/82.40 |-Branch two: % 127.09/82.40 | (7633) ~ (all_0_739_739 = e14) % 127.09/82.40 | (7634) all_0_746_746 = e14 | all_0_753_753 = e14 | all_0_759_759 = e14 | all_0_765_765 = e14 | all_0_772_772 = e14 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (750), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (7635) all_0_741_741 = e10 % 127.09/82.40 | % 127.09/82.40 | Equations (7635) can reduce 4787 to: % 127.09/82.40 | (1975) $false % 127.09/82.40 | % 127.09/82.40 |-The branch is then unsatisfiable % 127.09/82.40 |-Branch two: % 127.09/82.40 | (4787) ~ (all_0_741_741 = e10) % 127.09/82.40 | (7638) all_0_748_748 = e10 | all_0_755_755 = e10 | all_0_761_761 = e10 | all_0_767_767 = e10 | all_0_774_774 = e10 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (7638), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (7639) all_0_748_748 = e10 % 127.09/82.40 | % 127.09/82.40 | Combining equations (7639,6649) yields a new equation: % 127.09/82.40 | (6858) e13 = e10 % 127.09/82.40 | % 127.09/82.40 | Equations (6858) can reduce 473 to: % 127.09/82.40 | (1975) $false % 127.09/82.40 | % 127.09/82.40 |-The branch is then unsatisfiable % 127.09/82.40 |-Branch two: % 127.09/82.40 | (6380) ~ (all_0_748_748 = e10) % 127.09/82.40 | (7643) all_0_755_755 = e10 | all_0_761_761 = e10 | all_0_767_767 = e10 | all_0_774_774 = e10 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (7634), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (7644) all_0_746_746 = e14 % 127.09/82.40 | % 127.09/82.40 | Equations (7644) can reduce 7223 to: % 127.09/82.40 | (1975) $false % 127.09/82.40 | % 127.09/82.40 |-The branch is then unsatisfiable % 127.09/82.40 |-Branch two: % 127.09/82.40 | (7223) ~ (all_0_746_746 = e14) % 127.09/82.40 | (7647) all_0_753_753 = e14 | all_0_759_759 = e14 | all_0_765_765 = e14 | all_0_772_772 = e14 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (1315), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (6745) all_0_734_734 = e11 % 127.09/82.40 | % 127.09/82.40 | Combining equations (6745,4844) yields a new equation: % 127.09/82.40 | (6509) e12 = e11 % 127.09/82.40 | % 127.09/82.40 | Equations (6509) can reduce 1078 to: % 127.09/82.40 | (1975) $false % 127.09/82.40 | % 127.09/82.40 |-The branch is then unsatisfiable % 127.09/82.40 |-Branch two: % 127.09/82.40 | (4830) ~ (all_0_734_734 = e11) % 127.09/82.40 | (6749) all_0_746_746 = e11 | all_0_753_753 = e11 | all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 127.09/82.40 | % 127.09/82.40 +-Applying beta-rule and splitting (7643), into two cases. % 127.09/82.40 |-Branch one: % 127.09/82.40 | (6808) all_0_755_755 = e10 % 127.09/82.40 | % 127.09/82.40 | Combining equations (6677,6808) yields a new equation: % 127.09/82.40 | (6719) e15 = e10 % 127.09/82.40 | % 127.09/82.40 | Simplifying 6719 yields: % 127.09/82.40 | (6720) e15 = e10 % 127.09/82.40 | % 127.09/82.41 | Equations (6720) can reduce 729 to: % 127.09/82.41 | (1975) $false % 127.09/82.41 | % 127.09/82.41 |-The branch is then unsatisfiable % 127.09/82.41 |-Branch two: % 127.09/82.41 | (6381) ~ (all_0_755_755 = e10) % 127.09/82.41 | (7658) all_0_761_761 = e10 | all_0_767_767 = e10 | all_0_774_774 = e10 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (7658), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (7659) all_0_761_761 = e10 % 127.09/82.41 | % 127.09/82.41 | Combining equations (6776,7659) yields a new equation: % 127.09/82.41 | (6804) e11 = e10 % 127.09/82.41 | % 127.09/82.41 | Simplifying 6804 yields: % 127.09/82.41 | (6781) e11 = e10 % 127.09/82.41 | % 127.09/82.41 | Equations (6781) can reduce 1026 to: % 127.09/82.41 | (1975) $false % 127.09/82.41 | % 127.09/82.41 |-The branch is then unsatisfiable % 127.09/82.41 |-Branch two: % 127.09/82.41 | (6382) ~ (all_0_761_761 = e10) % 127.09/82.41 | (7664) all_0_767_767 = e10 | all_0_774_774 = e10 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (7664), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (6790) all_0_767_767 = e10 % 127.09/82.41 | % 127.09/82.41 | Equations (6790) can reduce 584 to: % 127.09/82.41 | (7666) ~ (all_0_774_774 = e10) % 127.09/82.41 | % 127.09/82.41 | Simplifying 7666 yields: % 127.09/82.41 | (7080) ~ (all_0_774_774 = e10) % 127.09/82.41 | % 127.09/82.41 | From (6790) and (1745) follows: % 127.09/82.41 | (7668) h4(e10) = all_0_294_294 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (7647), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (7669) all_0_753_753 = e14 % 127.09/82.41 | % 127.09/82.41 | Combining equations (6600,7669) yields a new equation: % 127.09/82.41 | (4738) e16 = e14 % 127.09/82.41 | % 127.09/82.41 | Simplifying 4738 yields: % 127.09/82.41 | (4739) e16 = e14 % 127.09/82.41 | % 127.09/82.41 | Equations (4739) can reduce 179 to: % 127.09/82.41 | (1975) $false % 127.09/82.41 | % 127.09/82.41 |-The branch is then unsatisfiable % 127.09/82.41 |-Branch two: % 127.09/82.41 | (7673) ~ (all_0_753_753 = e14) % 127.09/82.41 | (7674) all_0_759_759 = e14 | all_0_765_765 = e14 | all_0_772_772 = e14 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (7674), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (7675) all_0_759_759 = e14 % 127.09/82.41 | % 127.09/82.41 | Combining equations (7675,6611) yields a new equation: % 127.09/82.41 | (6664) e14 = e13 % 127.09/82.41 | % 127.09/82.41 | Simplifying 6664 yields: % 127.09/82.41 | (6401) e14 = e13 % 127.09/82.41 | % 127.09/82.41 | Equations (6401) can reduce 218 to: % 127.09/82.41 | (1975) $false % 127.09/82.41 | % 127.09/82.41 |-The branch is then unsatisfiable % 127.09/82.41 |-Branch two: % 127.09/82.41 | (7679) ~ (all_0_759_759 = e14) % 127.09/82.41 | (7680) all_0_765_765 = e14 | all_0_772_772 = e14 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (7680), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (7681) all_0_765_765 = e14 % 127.09/82.41 | % 127.09/82.41 | Equations (7681) can reduce 436 to: % 127.09/82.41 | (7223) ~ (all_0_746_746 = e14) % 127.09/82.41 | % 127.09/82.41 | Equations (7681) can reduce 7565 to: % 127.09/82.41 | (6530) ~ (e15 = e14) % 127.09/82.41 | % 127.09/82.41 | Simplifying 6530 yields: % 127.09/82.41 | (1339) ~ (e15 = e14) % 127.09/82.41 | % 127.09/82.41 | Equations (7681) can reduce 7340 to: % 127.09/82.41 | (218) ~ (e14 = e13) % 127.09/82.41 | % 127.09/82.41 | Equations (7681) can reduce 6738 to: % 127.09/82.41 | (1845) ~ (e14 = e11) % 127.09/82.41 | % 127.09/82.41 | From (7681) and (595) follows: % 127.09/82.41 | (7687) h4(e14) = all_0_290_290 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (440), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (7306) all_0_746_746 = e16 % 127.09/82.41 | % 127.09/82.41 | Equations (7306) can reduce 4721 to: % 127.09/82.41 | (1975) $false % 127.09/82.41 | % 127.09/82.41 |-The branch is then unsatisfiable % 127.09/82.41 |-Branch two: % 127.09/82.41 | (4721) ~ (all_0_746_746 = e16) % 127.09/82.41 | (7691) all_0_746_746 = e15 | all_0_746_746 = e14 | all_0_746_746 = e13 | all_0_746_746 = e12 | all_0_746_746 = e11 | all_0_746_746 = e10 % 127.09/82.41 | % 127.09/82.41 +-Applying beta-rule and splitting (7691), into two cases. % 127.09/82.41 |-Branch one: % 127.09/82.41 | (7692) all_0_746_746 = e10 % 127.09/82.41 | % 127.09/82.41 | Equations (7692) can reduce 773 to: % 127.09/82.41 | (7693) ~ (all_0_772_772 = e10) % 127.09/82.41 | % 127.09/82.41 | Simplifying 7693 yields: % 127.09/82.41 | (7694) ~ (all_0_772_772 = e10) % 127.09/82.41 | % 127.09/82.41 | Equations (7692) can reduce 4721 to: % 127.09/82.41 | (6385) ~ (e16 = e10) % 127.09/82.41 | % 127.09/82.41 | Simplifying 6385 yields: % 127.09/82.41 | (891) ~ (e16 = e10) % 127.09/82.41 | % 127.09/82.42 | Equations (7692) can reduce 7563 to: % 127.09/82.42 | (4794) ~ (e15 = e10) % 127.09/82.42 | % 127.09/82.42 | Simplifying 4794 yields: % 127.09/82.42 | (729) ~ (e15 = e10) % 127.09/82.42 | % 127.09/82.42 | Equations (7692) can reduce 7223 to: % 127.09/82.42 | (7699) ~ (e14 = e10) % 127.09/82.42 | % 127.09/82.42 | Simplifying 7699 yields: % 127.09/82.42 | (35) ~ (e14 = e10) % 127.09/82.42 | % 127.09/82.42 | Equations (7692) can reduce 7411 to: % 127.09/82.42 | (7361) ~ (e13 = e10) % 127.09/82.42 | % 127.09/82.42 | Simplifying 7361 yields: % 127.09/82.42 | (473) ~ (e13 = e10) % 127.09/82.42 | % 127.09/82.42 | Equations (7692) can reduce 6485 to: % 127.09/82.42 | (7363) ~ (e11 = e10) % 127.09/82.42 | % 127.09/82.42 | Simplifying 7363 yields: % 127.09/82.42 | (1026) ~ (e11 = e10) % 127.09/82.42 | % 127.09/82.42 | From (7692) and (942) follows: % 127.09/82.42 | (7705) h4(e10) = all_0_250_250 % 127.09/82.42 | % 127.09/82.42 +-Applying beta-rule and splitting (7554), into two cases. % 127.09/82.42 |-Branch one: % 127.09/82.42 | (7706) all_0_774_774 = e12 % 127.09/82.42 | % 127.09/82.42 | Equations (7706) can reduce 745 to: % 127.09/82.42 | (7707) ~ (all_0_741_741 = e12) % 127.09/82.42 | % 127.09/82.42 | Equations (7706) can reduce 4811 to: % 127.09/82.42 | (6520) ~ (e16 = e12) % 127.09/82.42 | % 127.09/82.42 | Simplifying 6520 yields: % 127.09/82.42 | (1569) ~ (e16 = e12) % 127.09/82.42 | % 127.09/82.42 | Equations (7706) can reduce 7587 to: % 127.09/82.42 | (6522) ~ (e15 = e12) % 127.09/82.42 | % 127.09/82.42 | Simplifying 6522 yields: % 127.09/82.42 | (1219) ~ (e15 = e12) % 127.09/82.42 | % 127.09/82.42 | Equations (7706) can reduce 7403 to: % 127.09/82.42 | (7712) ~ (e13 = e12) % 127.09/82.42 | % 127.09/82.42 | Simplifying 7712 yields: % 127.09/82.42 | (1637) ~ (e13 = e12) % 127.09/82.42 | % 127.09/82.42 | Equations (7706) can reduce 7080 to: % 127.09/82.42 | (372) ~ (e12 = e10) % 127.09/82.42 | % 127.09/82.42 | From (7706) and (1566) follows: % 127.09/82.42 | (7715) h4(e12) = all_0_308_308 % 127.09/82.42 | % 127.09/82.42 +-Applying beta-rule and splitting (170), into two cases. % 127.09/82.42 |-Branch one: % 127.09/82.42 | (7716) all_0_740_740 = e12 % 127.09/82.42 | % 127.09/82.42 | Equations (7716) can reduce 7381 to: % 127.09/82.42 | (4849) ~ (e14 = e12) % 127.09/82.42 | % 127.09/82.42 | Simplifying 4849 yields: % 127.09/82.42 | (1720) ~ (e14 = e12) % 127.09/82.42 | % 127.09/82.42 | Equations (7716) can reduce 4785 to: % 127.09/82.42 | (372) ~ (e12 = e10) % 127.09/82.42 | % 127.09/82.42 | From (7716) and (426) follows: % 127.09/82.42 | (7720) h4(e12) = all_0_238_238 % 127.09/82.42 | % 127.09/82.42 +-Applying beta-rule and splitting (7606), into two cases. % 127.09/82.42 |-Branch one: % 127.09/82.42 | (7721) all_0_747_747 = e10 % 127.09/82.42 | % 127.09/82.42 | Combining equations (7476,7721) yields a new equation: % 127.09/82.42 | (6719) e15 = e10 % 127.09/82.42 | % 127.09/82.42 | Simplifying 6719 yields: % 127.09/82.42 | (6720) e15 = e10 % 127.09/82.42 | % 127.09/82.42 | Equations (6720) can reduce 729 to: % 127.09/82.42 | (1975) $false % 127.09/82.42 | % 127.09/82.42 |-The branch is then unsatisfiable % 127.09/82.42 |-Branch two: % 127.09/82.42 | (7725) ~ (all_0_747_747 = e10) % 127.09/82.42 | (7726) all_0_754_754 = e10 | all_0_760_760 = e10 | all_0_766_766 = e10 | all_0_773_773 = e10 % 127.09/82.42 | % 127.09/82.42 | Equations (7476) can reduce 7725 to: % 127.09/82.42 | (729) ~ (e15 = e10) % 127.09/82.42 | % 127.09/82.42 +-Applying beta-rule and splitting (299), into two cases. % 127.09/82.42 |-Branch one: % 127.09/82.42 | (7728) all_0_741_741 = e14 % 127.09/82.42 | % 127.09/82.42 | Equations (7728) can reduce 1721 to: % 127.09/82.42 | (1845) ~ (e14 = e11) % 127.09/82.42 | % 127.09/82.42 | From (7728) and (987) follows: % 127.09/82.42 | (7730) h4(e14) = all_0_240_240 % 127.09/82.42 | % 127.09/82.42 +-Applying beta-rule and splitting (1755), into two cases. % 127.09/82.42 |-Branch one: % 127.09/82.42 | (7051) all_0_773_773 = e16 % 127.09/82.42 | % 127.09/82.42 | Equations (7051) can reduce 4809 to: % 127.09/82.42 | (1975) $false % 127.09/82.42 | % 127.09/82.42 |-The branch is then unsatisfiable % 127.09/82.42 |-Branch two: % 127.09/82.42 | (4809) ~ (all_0_773_773 = e16) % 127.09/82.43 | (7734) all_0_773_773 = e15 | all_0_773_773 = e14 | all_0_773_773 = e12 | all_0_773_773 = e11 | all_0_773_773 = e10 % 127.09/82.43 | % 127.09/82.43 +-Applying beta-rule and splitting (6749), into two cases. % 127.09/82.43 |-Branch one: % 127.09/82.43 | (6750) all_0_746_746 = e11 % 127.09/82.43 | % 127.09/82.43 | Combining equations (6750,7692) yields a new equation: % 127.09/82.43 | (6804) e11 = e10 % 127.09/82.43 | % 127.09/82.43 | Simplifying 6804 yields: % 127.09/82.43 | (6781) e11 = e10 % 127.09/82.43 | % 127.09/82.43 | Equations (6781) can reduce 1026 to: % 127.09/82.43 | (1975) $false % 127.09/82.43 | % 127.09/82.43 |-The branch is then unsatisfiable % 127.09/82.43 |-Branch two: % 127.09/82.43 | (6485) ~ (all_0_746_746 = e11) % 127.09/82.43 | (6753) all_0_753_753 = e11 | all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 127.09/82.43 | % 127.09/82.43 +-Applying beta-rule and splitting (6753), into two cases. % 127.09/82.43 |-Branch one: % 127.09/82.43 | (6754) all_0_753_753 = e11 % 127.09/82.43 | % 127.09/82.43 | Combining equations (6754,6600) yields a new equation: % 127.09/82.43 | (4708) e16 = e11 % 127.09/82.43 | % 127.09/82.43 | Equations (4708) can reduce 1279 to: % 127.09/82.43 | (1975) $false % 127.09/82.43 | % 127.09/82.43 |-The branch is then unsatisfiable % 127.09/82.43 |-Branch two: % 127.09/82.43 | (6470) ~ (all_0_753_753 = e11) % 127.09/82.43 | (6759) all_0_759_759 = e11 | all_0_765_765 = e11 | all_0_772_772 = e11 % 127.09/82.43 | % 127.09/82.43 +-Applying beta-rule and splitting (1793), into two cases. % 127.09/82.43 |-Branch one: % 127.09/82.43 | (7746) all_0_768_768 = e10 % 127.09/82.43 | % 127.09/82.43 | Combining equations (7746,4799) yields a new equation: % 127.09/82.43 | (6430) e16 = e10 % 127.09/82.43 | % 127.09/82.43 | Equations (6430) can reduce 891 to: % 127.09/82.43 | (1975) $false % 127.09/82.43 | % 127.09/82.43 |-The branch is then unsatisfiable % 127.09/82.43 |-Branch two: % 127.09/82.43 | (7749) ~ (all_0_768_768 = e10) % 127.09/82.43 | (7750) all_0_770_770 = e10 | all_0_771_771 = e10 | all_0_772_772 = e10 | all_0_773_773 = e10 | all_0_774_774 = e10 % 127.09/82.43 | % 127.09/82.43 +-Applying beta-rule and splitting (6759), into two cases. % 127.09/82.43 |-Branch one: % 127.09/82.43 | (6671) all_0_759_759 = e11 % 127.09/82.43 | % 127.09/82.43 | Combining equations (6611,6671) yields a new equation: % 127.09/82.43 | (6672) e13 = e11 % 127.09/82.43 | % 127.09/82.43 | Simplifying 6672 yields: % 127.09/82.43 | (6673) e13 = e11 % 127.09/82.43 | % 127.09/82.43 | Equations (6673) can reduce 1041 to: % 127.09/82.43 | (1975) $false % 127.09/82.43 | % 127.09/82.43 |-The branch is then unsatisfiable % 127.09/82.43 |-Branch two: % 127.09/82.43 | (6675) ~ (all_0_759_759 = e11) % 127.09/82.43 | (6765) all_0_765_765 = e11 | all_0_772_772 = e11 % 127.09/82.43 | % 127.09/82.43 +-Applying beta-rule and splitting (6765), into two cases. % 127.09/82.43 |-Branch one: % 127.09/82.43 | (6766) all_0_765_765 = e11 % 127.09/82.43 | % 127.09/82.43 | Combining equations (6766,7681) yields a new equation: % 127.09/82.43 | (6955) e14 = e11 % 127.09/82.43 | % 127.09/82.43 | Equations (6955) can reduce 1845 to: % 127.09/82.43 | (1975) $false % 127.09/82.43 | % 127.09/82.43 |-The branch is then unsatisfiable % 127.09/82.43 |-Branch two: % 127.09/82.43 | (6738) ~ (all_0_765_765 = e11) % 127.09/82.43 | (6769) all_0_772_772 = e11 % 127.09/82.43 | % 127.09/82.43 | Equations (6769) can reduce 7694 to: % 127.09/82.43 | (1026) ~ (e11 = e10) % 127.09/82.43 | % 127.09/82.43 | From (6769) and (506) follows: % 127.09/82.43 | (7763) h4(e11) = all_0_304_304 % 127.09/82.43 | % 127.09/82.43 +-Applying beta-rule and splitting (7734), into two cases. % 127.09/82.43 |-Branch one: % 127.09/82.43 | (7764) all_0_773_773 = e10 % 127.09/82.43 | % 127.09/82.43 | From (7764) and (1218) follows: % 127.09/82.43 | (7765) h4(e10) = all_0_306_306 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e15, all_0_236_236, e20 and discharging atoms h4(e15) = all_0_236_236, h4(e15) = e20, yields: % 127.09/82.43 | (7766) all_0_236_236 = e20 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e15, all_0_252_252, all_0_236_236 and discharging atoms h4(e15) = all_0_236_236, h4(e15) = all_0_252_252, yields: % 127.09/82.43 | (7767) all_0_236_236 = all_0_252_252 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e15, all_0_268_268, all_0_236_236 and discharging atoms h4(e15) = all_0_236_236, h4(e15) = all_0_268_268, yields: % 127.09/82.43 | (7768) all_0_236_236 = all_0_268_268 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e15, all_0_302_302, all_0_236_236 and discharging atoms h4(e15) = all_0_236_236, h4(e15) = all_0_302_302, yields: % 127.09/82.43 | (7769) all_0_236_236 = all_0_302_302 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e14, all_0_240_240, e24 and discharging atoms h4(e14) = all_0_240_240, h4(e14) = e24, yields: % 127.09/82.43 | (7770) all_0_240_240 = e24 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e14, all_0_290_290, all_0_240_240 and discharging atoms h4(e14) = all_0_240_240, h4(e14) = all_0_290_290, yields: % 127.09/82.43 | (7771) all_0_240_240 = all_0_290_290 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e12, all_0_238_238, e21 and discharging atoms h4(e12) = all_0_238_238, h4(e12) = e21, yields: % 127.09/82.43 | (7772) all_0_238_238 = e21 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e12, all_0_308_308, all_0_238_238 and discharging atoms h4(e12) = all_0_238_238, h4(e12) = all_0_308_308, yields: % 127.09/82.43 | (7773) all_0_238_238 = all_0_308_308 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e11, all_0_288_288, e22 and discharging atoms h4(e11) = all_0_288_288, h4(e11) = e22, yields: % 127.09/82.43 | (7774) all_0_288_288 = e22 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e11, all_0_304_304, all_0_288_288 and discharging atoms h4(e11) = all_0_288_288, h4(e11) = all_0_304_304, yields: % 127.09/82.43 | (7775) all_0_288_288 = all_0_304_304 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e10, all_0_250_250, e25 and discharging atoms h4(e10) = all_0_250_250, h4(e10) = e25, yields: % 127.09/82.43 | (7776) all_0_250_250 = e25 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e10, all_0_262_262, all_0_250_250 and discharging atoms h4(e10) = all_0_250_250, h4(e10) = all_0_262_262, yields: % 127.09/82.43 | (7777) all_0_250_250 = all_0_262_262 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e10, all_0_294_294, all_0_250_250 and discharging atoms h4(e10) = all_0_250_250, h4(e10) = all_0_294_294, yields: % 127.09/82.43 | (7778) all_0_250_250 = all_0_294_294 % 127.09/82.43 | % 127.09/82.43 | Instantiating formula (857) with e10, all_0_306_306, all_0_294_294 and discharging atoms h4(e10) = all_0_294_294, h4(e10) = all_0_306_306, yields: % 127.09/82.43 | (7779) all_0_294_294 = all_0_306_306 % 127.09/82.43 | % 127.09/82.44 | Combining equations (7768,7767) yields a new equation: % 127.09/82.44 | (7780) all_0_252_252 = all_0_268_268 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7769,7767) yields a new equation: % 127.09/82.44 | (7781) all_0_252_252 = all_0_302_302 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7766,7767) yields a new equation: % 127.09/82.44 | (7782) all_0_252_252 = e20 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7772,7773) yields a new equation: % 127.09/82.44 | (7783) all_0_308_308 = e21 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7771,7770) yields a new equation: % 127.09/82.44 | (7784) all_0_290_290 = e24 % 127.09/82.44 | % 127.09/82.44 | Simplifying 7784 yields: % 127.09/82.44 | (7785) all_0_290_290 = e24 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7776,7777) yields a new equation: % 127.09/82.44 | (7786) all_0_262_262 = e25 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7778,7777) yields a new equation: % 127.09/82.44 | (7787) all_0_262_262 = all_0_294_294 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7781,7780) yields a new equation: % 127.09/82.44 | (7788) all_0_268_268 = all_0_302_302 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7782,7780) yields a new equation: % 127.09/82.44 | (7789) all_0_268_268 = e20 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7787,7786) yields a new equation: % 127.09/82.44 | (7790) all_0_294_294 = e25 % 127.09/82.44 | % 127.09/82.44 | Simplifying 7790 yields: % 127.09/82.44 | (7791) all_0_294_294 = e25 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7788,7789) yields a new equation: % 127.09/82.44 | (7792) all_0_302_302 = e20 % 127.09/82.44 | % 127.09/82.44 | Simplifying 7792 yields: % 127.09/82.44 | (7793) all_0_302_302 = e20 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7774,7775) yields a new equation: % 127.09/82.44 | (7794) all_0_304_304 = e22 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7779,7791) yields a new equation: % 127.09/82.44 | (7795) all_0_306_306 = e25 % 127.09/82.44 | % 127.09/82.44 | Simplifying 7795 yields: % 127.09/82.44 | (7796) all_0_306_306 = e25 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7794,7775) yields a new equation: % 127.09/82.44 | (7774) all_0_288_288 = e22 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7789,7780) yields a new equation: % 127.09/82.44 | (7782) all_0_252_252 = e20 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7786,7777) yields a new equation: % 127.09/82.44 | (7776) all_0_250_250 = e25 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7783,7773) yields a new equation: % 127.09/82.44 | (7772) all_0_238_238 = e21 % 127.09/82.44 | % 127.09/82.44 | Combining equations (7782,7767) yields a new equation: % 127.09/82.44 | (7766) all_0_236_236 = e20 % 127.09/82.44 | % 127.09/82.44 +-Applying beta-rule and splitting (544), into two cases. % 127.09/82.44 |-Branch one: % 127.09/82.44 | (7802) ~ (all_0_219_219 = all_0_591_591) % 127.09/82.44 | % 127.09/82.44 | Equations (6032,6016) can reduce 7802 to: % 127.09/82.44 | (1975) $false % 127.09/82.44 | % 127.09/82.44 |-The branch is then unsatisfiable % 127.09/82.44 |-Branch two: % 127.09/82.44 | (1885) all_0_219_219 = all_0_591_591 % 127.09/82.44 | (7805) ~ (all_0_220_220 = all_0_221_221) | ~ (all_0_222_222 = all_0_587_587) | ~ (all_0_223_223 = all_0_224_224) | ~ (all_0_225_225 = all_0_588_588) | ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.45 | % 127.09/82.45 | Combining equations (1885,6032) yields a new equation: % 127.09/82.45 | (7806) all_0_591_591 = e25 % 127.09/82.45 | % 127.09/82.45 | Simplifying 7806 yields: % 127.09/82.45 | (6016) all_0_591_591 = e25 % 127.09/82.45 | % 127.09/82.45 +-Applying beta-rule and splitting (7805), into two cases. % 127.09/82.45 |-Branch one: % 127.09/82.45 | (7808) ~ (all_0_220_220 = all_0_221_221) % 127.09/82.45 | % 127.09/82.45 | Equations (6333,6031) can reduce 7808 to: % 127.09/82.45 | (1975) $false % 127.09/82.45 | % 127.09/82.45 |-The branch is then unsatisfiable % 127.09/82.45 |-Branch two: % 127.09/82.45 | (7810) all_0_220_220 = all_0_221_221 % 127.09/82.45 | (7811) ~ (all_0_222_222 = all_0_587_587) | ~ (all_0_223_223 = all_0_224_224) | ~ (all_0_225_225 = all_0_588_588) | ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.45 | % 127.09/82.45 +-Applying beta-rule and splitting (7811), into two cases. % 127.09/82.45 |-Branch one: % 127.09/82.45 | (7812) ~ (all_0_222_222 = all_0_587_587) % 127.09/82.45 | % 127.09/82.45 | Equations (6285,6273) can reduce 7812 to: % 127.09/82.45 | (1975) $false % 127.09/82.45 | % 127.09/82.45 |-The branch is then unsatisfiable % 127.09/82.45 |-Branch two: % 127.09/82.45 | (1883) all_0_222_222 = all_0_587_587 % 127.09/82.45 | (7815) ~ (all_0_223_223 = all_0_224_224) | ~ (all_0_225_225 = all_0_588_588) | ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.45 | % 127.09/82.45 | Combining equations (1883,6285) yields a new equation: % 127.09/82.45 | (6272) all_0_587_587 = e24 % 127.09/82.45 | % 127.09/82.45 | Simplifying 6272 yields: % 127.09/82.45 | (6273) all_0_587_587 = e24 % 127.09/82.45 | % 127.09/82.45 +-Applying beta-rule and splitting (7815), into two cases. % 127.09/82.45 |-Branch one: % 127.09/82.45 | (7818) ~ (all_0_223_223 = all_0_224_224) % 127.09/82.45 | % 127.09/82.45 | Equations (6230,6150) can reduce 7818 to: % 127.09/82.45 | (1975) $false % 127.09/82.45 | % 127.09/82.45 |-The branch is then unsatisfiable % 127.09/82.45 |-Branch two: % 127.09/82.45 | (7820) all_0_223_223 = all_0_224_224 % 127.09/82.45 | (7821) ~ (all_0_225_225 = all_0_588_588) | ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.45 | % 127.09/82.45 +-Applying beta-rule and splitting (7821), into two cases. % 127.09/82.45 |-Branch one: % 127.09/82.45 | (7822) ~ (all_0_225_225 = all_0_588_588) % 127.09/82.45 | % 127.09/82.45 | Equations (6149,6116) can reduce 7822 to: % 127.09/82.45 | (1975) $false % 127.09/82.45 | % 127.09/82.45 |-The branch is then unsatisfiable % 127.09/82.45 |-Branch two: % 127.09/82.45 | (1884) all_0_225_225 = all_0_588_588 % 127.09/82.45 | (7825) ~ (all_0_226_226 = all_0_227_227) | ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.45 | % 127.09/82.45 | Combining equations (1884,6149) yields a new equation: % 127.09/82.45 | (7826) all_0_588_588 = e26 % 127.09/82.45 | % 127.09/82.45 | Simplifying 7826 yields: % 127.09/82.45 | (6116) all_0_588_588 = e26 % 127.09/82.45 | % 127.09/82.45 +-Applying beta-rule and splitting (7825), into two cases. % 127.09/82.45 |-Branch one: % 127.09/82.45 | (7828) ~ (all_0_226_226 = all_0_227_227) % 127.09/82.45 | % 127.09/82.45 | Equations (6115,4776) can reduce 7828 to: % 127.09/82.45 | (1975) $false % 127.09/82.45 | % 127.09/82.45 |-The branch is then unsatisfiable % 127.09/82.45 |-Branch two: % 127.09/82.45 | (7830) all_0_226_226 = all_0_227_227 % 127.09/82.45 | (7831) ~ (all_0_228_228 = all_0_229_229) | ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7831), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.46 | (7832) ~ (all_0_228_228 = all_0_229_229) % 127.09/82.46 | % 127.09/82.46 | Equations (5044,6030) can reduce 7832 to: % 127.09/82.46 | (1975) $false % 127.09/82.46 | % 127.09/82.46 |-The branch is then unsatisfiable % 127.09/82.46 |-Branch two: % 127.09/82.46 | (7834) all_0_228_228 = all_0_229_229 % 127.09/82.46 | (7835) ~ (all_0_230_230 = all_0_590_590) | ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7835), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.46 | (7836) ~ (all_0_230_230 = all_0_590_590) % 127.09/82.46 | % 127.09/82.46 | Equations (6029,6024) can reduce 7836 to: % 127.09/82.46 | (1975) $false % 127.09/82.46 | % 127.09/82.46 |-The branch is then unsatisfiable % 127.09/82.46 |-Branch two: % 127.09/82.46 | (1867) all_0_230_230 = all_0_590_590 % 127.09/82.46 | (7839) ~ (all_0_231_231 = all_0_232_232) | ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 | Combining equations (1867,6029) yields a new equation: % 127.09/82.46 | (7840) all_0_590_590 = e22 % 127.09/82.46 | % 127.09/82.46 | Simplifying 7840 yields: % 127.09/82.46 | (6024) all_0_590_590 = e22 % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7839), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.46 | (7842) ~ (all_0_231_231 = all_0_232_232) % 127.09/82.46 | % 127.09/82.46 | Equations (6374,7237) can reduce 7842 to: % 127.09/82.46 | (1975) $false % 127.09/82.46 | % 127.09/82.46 |-The branch is then unsatisfiable % 127.09/82.46 |-Branch two: % 127.09/82.46 | (7844) all_0_231_231 = all_0_232_232 % 127.09/82.46 | (7845) ~ (all_0_233_233 = all_0_234_234) | ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7845), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.46 | (7846) ~ (all_0_233_233 = all_0_234_234) % 127.09/82.46 | % 127.09/82.46 | Equations (6247,7273) can reduce 7846 to: % 127.09/82.46 | (1975) $false % 127.09/82.46 | % 127.09/82.46 |-The branch is then unsatisfiable % 127.09/82.46 |-Branch two: % 127.09/82.46 | (7848) all_0_233_233 = all_0_234_234 % 127.09/82.46 | (7849) ~ (all_0_235_235 = all_0_236_236) | ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7849), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.46 | (7850) ~ (all_0_235_235 = all_0_236_236) % 127.09/82.46 | % 127.09/82.46 | Equations (6250,7766) can reduce 7850 to: % 127.09/82.46 | (1975) $false % 127.09/82.46 | % 127.09/82.46 |-The branch is then unsatisfiable % 127.09/82.46 |-Branch two: % 127.09/82.46 | (7852) all_0_235_235 = all_0_236_236 % 127.09/82.46 | (7853) ~ (all_0_237_237 = all_0_238_238) | ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7853), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.46 | (7854) ~ (all_0_237_237 = all_0_238_238) % 127.09/82.46 | % 127.09/82.46 | Equations (6135,7772) can reduce 7854 to: % 127.09/82.46 | (1975) $false % 127.09/82.46 | % 127.09/82.46 |-The branch is then unsatisfiable % 127.09/82.46 |-Branch two: % 127.09/82.46 | (7856) all_0_237_237 = all_0_238_238 % 127.09/82.46 | (7857) ~ (all_0_239_239 = all_0_240_240) | ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.46 | % 127.09/82.46 +-Applying beta-rule and splitting (7857), into two cases. % 127.09/82.46 |-Branch one: % 127.09/82.47 | (7858) ~ (all_0_239_239 = all_0_240_240) % 127.09/82.47 | % 127.09/82.47 | Equations (6132,7770) can reduce 7858 to: % 127.09/82.47 | (1975) $false % 127.09/82.47 | % 127.09/82.47 |-The branch is then unsatisfiable % 127.09/82.47 |-Branch two: % 127.09/82.47 | (7860) all_0_239_239 = all_0_240_240 % 127.09/82.47 | (7861) ~ (all_0_241_241 = all_0_242_242) | ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.47 | % 127.09/82.47 +-Applying beta-rule and splitting (7861), into two cases. % 127.09/82.47 |-Branch one: % 127.09/82.47 | (7862) ~ (all_0_241_241 = all_0_242_242) % 127.09/82.47 | % 127.09/82.47 | Equations (6323,7137) can reduce 7862 to: % 127.09/82.47 | (1975) $false % 127.09/82.47 | % 127.09/82.47 |-The branch is then unsatisfiable % 127.09/82.47 |-Branch two: % 127.09/82.47 | (7864) all_0_241_241 = all_0_242_242 % 127.09/82.47 | (7865) ~ (all_0_243_243 = all_0_244_244) | ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.47 | % 127.09/82.47 +-Applying beta-rule and splitting (7865), into two cases. % 127.09/82.47 |-Branch one: % 127.09/82.47 | (7866) ~ (all_0_243_243 = all_0_244_244) % 127.09/82.47 | % 127.09/82.47 | Equations (6373,4730) can reduce 7866 to: % 127.09/82.47 | (1975) $false % 127.09/82.47 | % 127.09/82.47 |-The branch is then unsatisfiable % 127.09/82.47 |-Branch two: % 127.09/82.47 | (7868) all_0_243_243 = all_0_244_244 % 127.09/82.47 | (7869) ~ (all_0_245_245 = all_0_246_246) | ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.47 | % 127.09/82.47 +-Applying beta-rule and splitting (7869), into two cases. % 127.09/82.47 |-Branch one: % 127.09/82.47 | (7870) ~ (all_0_245_245 = all_0_246_246) % 127.09/82.47 | % 127.09/82.47 | Equations (6322,7238) can reduce 7870 to: % 127.09/82.47 | (1975) $false % 127.09/82.47 | % 127.09/82.47 |-The branch is then unsatisfiable % 127.09/82.47 |-Branch two: % 127.09/82.47 | (7872) all_0_245_245 = all_0_246_246 % 127.09/82.47 | (7873) ~ (all_0_247_247 = all_0_248_248) | ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.47 | % 127.09/82.47 +-Applying beta-rule and splitting (7873), into two cases. % 127.09/82.47 |-Branch one: % 127.09/82.47 | (7874) ~ (all_0_247_247 = all_0_248_248) % 127.09/82.47 | % 127.09/82.47 | Equations (6317,7483) can reduce 7874 to: % 127.09/82.47 | (1975) $false % 127.09/82.47 | % 127.09/82.47 |-The branch is then unsatisfiable % 127.09/82.47 |-Branch two: % 127.09/82.47 | (7876) all_0_247_247 = all_0_248_248 % 127.09/82.47 | (7877) ~ (all_0_249_249 = all_0_250_250) | ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.09/82.47 | % 127.09/82.47 +-Applying beta-rule and splitting (7877), into two cases. % 127.09/82.47 |-Branch one: % 127.09/82.47 | (7878) ~ (all_0_249_249 = all_0_250_250) % 127.09/82.47 | % 127.09/82.47 | Equations (6371,7776) can reduce 7878 to: % 127.09/82.47 | (1975) $false % 127.09/82.47 | % 127.09/82.47 |-The branch is then unsatisfiable % 127.09/82.47 |-Branch two: % 127.37/82.47 | (7880) all_0_249_249 = all_0_250_250 % 127.37/82.47 | (7881) ~ (all_0_251_251 = all_0_252_252) | ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.47 | % 127.37/82.47 +-Applying beta-rule and splitting (7881), into two cases. % 127.37/82.47 |-Branch one: % 127.37/82.47 | (7882) ~ (all_0_251_251 = all_0_252_252) % 127.37/82.47 | % 127.37/82.47 | Equations (6370,7782) can reduce 7882 to: % 127.37/82.47 | (1975) $false % 127.37/82.47 | % 127.37/82.47 |-The branch is then unsatisfiable % 127.37/82.47 |-Branch two: % 127.37/82.47 | (7884) all_0_251_251 = all_0_252_252 % 127.37/82.48 | (7885) ~ (all_0_253_253 = all_0_254_254) | ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7885), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.48 | (7886) ~ (all_0_253_253 = all_0_254_254) % 127.37/82.48 | % 127.37/82.48 | Equations (6369,7480) can reduce 7886 to: % 127.37/82.48 | (1975) $false % 127.37/82.48 | % 127.37/82.48 |-The branch is then unsatisfiable % 127.37/82.48 |-Branch two: % 127.37/82.48 | (7888) all_0_253_253 = all_0_254_254 % 127.37/82.48 | (7889) ~ (all_0_255_255 = all_0_256_256) | ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7889), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.48 | (7890) ~ (all_0_255_255 = all_0_256_256) % 127.37/82.48 | % 127.37/82.48 | Equations (6219,7244) can reduce 7890 to: % 127.37/82.48 | (1975) $false % 127.37/82.48 | % 127.37/82.48 |-The branch is then unsatisfiable % 127.37/82.48 |-Branch two: % 127.37/82.48 | (7892) all_0_255_255 = all_0_256_256 % 127.37/82.48 | (7893) ~ (all_0_257_257 = all_0_258_258) | ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7893), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.48 | (7894) ~ (all_0_257_257 = all_0_258_258) % 127.37/82.48 | % 127.37/82.48 | Equations (6224,7241) can reduce 7894 to: % 127.37/82.48 | (1975) $false % 127.37/82.48 | % 127.37/82.48 |-The branch is then unsatisfiable % 127.37/82.48 |-Branch two: % 127.37/82.48 | (7896) all_0_257_257 = all_0_258_258 % 127.37/82.48 | (7897) ~ (all_0_259_259 = all_0_260_260) | ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7897), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.48 | (7898) ~ (all_0_259_259 = all_0_260_260) % 127.37/82.48 | % 127.37/82.48 | Equations (6315,7487) can reduce 7898 to: % 127.37/82.48 | (1975) $false % 127.37/82.48 | % 127.37/82.48 |-The branch is then unsatisfiable % 127.37/82.48 |-Branch two: % 127.37/82.48 | (7900) all_0_259_259 = all_0_260_260 % 127.37/82.48 | (7901) ~ (all_0_261_261 = all_0_262_262) | ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7901), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.48 | (7902) ~ (all_0_261_261 = all_0_262_262) % 127.37/82.48 | % 127.37/82.48 | Equations (6214,7786) can reduce 7902 to: % 127.37/82.48 | (1975) $false % 127.37/82.48 | % 127.37/82.48 |-The branch is then unsatisfiable % 127.37/82.48 |-Branch two: % 127.37/82.48 | (7904) all_0_261_261 = all_0_262_262 % 127.37/82.48 | (7905) ~ (all_0_263_263 = all_0_264_264) | ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7905), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.48 | (7906) ~ (all_0_263_263 = all_0_264_264) % 127.37/82.48 | % 127.37/82.48 | Equations (6223,7323) can reduce 7906 to: % 127.37/82.48 | (1975) $false % 127.37/82.48 | % 127.37/82.48 |-The branch is then unsatisfiable % 127.37/82.48 |-Branch two: % 127.37/82.48 | (7908) all_0_263_263 = all_0_264_264 % 127.37/82.48 | (7909) ~ (all_0_265_265 = all_0_266_266) | ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.48 | % 127.37/82.48 +-Applying beta-rule and splitting (7909), into two cases. % 127.37/82.48 |-Branch one: % 127.37/82.49 | (7910) ~ (all_0_265_265 = all_0_266_266) % 127.37/82.49 | % 127.37/82.49 | Equations (6221,7113) can reduce 7910 to: % 127.37/82.49 | (1975) $false % 127.37/82.49 | % 127.37/82.49 |-The branch is then unsatisfiable % 127.37/82.49 |-Branch two: % 127.37/82.49 | (7912) all_0_265_265 = all_0_266_266 % 127.37/82.49 | (7913) ~ (all_0_267_267 = all_0_268_268) | ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.49 | % 127.37/82.49 +-Applying beta-rule and splitting (7913), into two cases. % 127.37/82.49 |-Branch one: % 127.37/82.49 | (7914) ~ (all_0_267_267 = all_0_268_268) % 127.37/82.49 | % 127.37/82.49 | Equations (6279,7789) can reduce 7914 to: % 127.37/82.49 | (1975) $false % 127.37/82.49 | % 127.37/82.49 |-The branch is then unsatisfiable % 127.37/82.49 |-Branch two: % 127.37/82.49 | (7916) all_0_267_267 = all_0_268_268 % 127.37/82.49 | (7917) ~ (all_0_269_269 = all_0_270_270) | ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.49 | % 127.37/82.49 +-Applying beta-rule and splitting (7917), into two cases. % 127.37/82.49 |-Branch one: % 127.37/82.49 | (7918) ~ (all_0_269_269 = all_0_270_270) % 127.37/82.49 | % 127.37/82.49 | Equations (6241,7242) can reduce 7918 to: % 127.37/82.49 | (1975) $false % 127.37/82.49 | % 127.37/82.49 |-The branch is then unsatisfiable % 127.37/82.49 |-Branch two: % 127.37/82.49 | (7920) all_0_269_269 = all_0_270_270 % 127.37/82.49 | (7921) ~ (all_0_271_271 = all_0_668_668) | ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.49 | % 127.37/82.49 +-Applying beta-rule and splitting (7921), into two cases. % 127.37/82.49 |-Branch one: % 127.37/82.49 | (7922) ~ (all_0_271_271 = all_0_668_668) % 127.37/82.49 | % 127.37/82.49 | Equations (6245,3982) can reduce 7922 to: % 127.37/82.49 | (1975) $false % 127.37/82.49 | % 127.37/82.49 |-The branch is then unsatisfiable % 127.37/82.49 |-Branch two: % 127.37/82.49 | (7924) all_0_271_271 = all_0_668_668 % 127.37/82.49 | (7925) ~ (all_0_272_272 = all_0_273_273) | ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.49 | % 127.37/82.49 | Combining equations (6245,7924) yields a new equation: % 127.37/82.49 | (3982) all_0_668_668 = e20 % 127.37/82.49 | % 127.37/82.49 +-Applying beta-rule and splitting (7925), into two cases. % 127.37/82.49 |-Branch one: % 127.37/82.49 | (7927) ~ (all_0_272_272 = all_0_273_273) % 127.37/82.49 | % 127.37/82.49 | Equations (6368,7486) can reduce 7927 to: % 127.37/82.49 | (1975) $false % 127.37/82.49 | % 127.37/82.49 |-The branch is then unsatisfiable % 127.37/82.49 |-Branch two: % 127.37/82.49 | (7929) all_0_272_272 = all_0_273_273 % 127.37/82.49 | (7930) ~ (all_0_274_274 = all_0_275_275) | ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.49 | % 127.37/82.49 +-Applying beta-rule and splitting (7930), into two cases. % 127.37/82.49 |-Branch one: % 127.37/82.49 | (7931) ~ (all_0_274_274 = all_0_275_275) % 127.37/82.49 | % 127.37/82.49 | Equations (6277,7326) can reduce 7931 to: % 127.37/82.49 | (1975) $false % 127.37/82.49 | % 127.37/82.49 |-The branch is then unsatisfiable % 127.37/82.49 |-Branch two: % 127.37/82.49 | (7933) all_0_274_274 = all_0_275_275 % 127.37/82.49 | (7934) ~ (all_0_276_276 = all_0_277_277) | ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.37/82.49 | % 127.37/82.49 +-Applying beta-rule and splitting (7934), into two cases. % 127.37/82.49 |-Branch one: % 127.37/82.49 | (7935) ~ (all_0_276_276 = all_0_277_277) % 127.37/82.49 | % 127.45/82.49 | Equations (6243,7489) can reduce 7935 to: % 127.45/82.49 | (1975) $false % 127.45/82.49 | % 127.45/82.49 |-The branch is then unsatisfiable % 127.45/82.49 |-Branch two: % 127.45/82.50 | (7937) all_0_276_276 = all_0_277_277 % 127.45/82.50 | (7938) ~ (all_0_278_278 = all_0_279_279) | ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7938), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7939) ~ (all_0_278_278 = all_0_279_279) % 127.45/82.50 | % 127.45/82.50 | Equations (6242,7479) can reduce 7939 to: % 127.45/82.50 | (1975) $false % 127.45/82.50 | % 127.45/82.50 |-The branch is then unsatisfiable % 127.45/82.50 |-Branch two: % 127.45/82.50 | (7941) all_0_278_278 = all_0_279_279 % 127.45/82.50 | (7942) ~ (all_0_280_280 = all_0_281_281) | ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7942), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7943) ~ (all_0_280_280 = all_0_281_281) % 127.45/82.50 | % 127.45/82.50 | Equations (6275,7485) can reduce 7943 to: % 127.45/82.50 | (1975) $false % 127.45/82.50 | % 127.45/82.50 |-The branch is then unsatisfiable % 127.45/82.50 |-Branch two: % 127.45/82.50 | (7945) all_0_280_280 = all_0_281_281 % 127.45/82.50 | (7946) ~ (all_0_282_282 = all_0_283_283) | ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7946), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7947) ~ (all_0_282_282 = all_0_283_283) % 127.45/82.50 | % 127.45/82.50 | Equations (6121,7147) can reduce 7947 to: % 127.45/82.50 | (1975) $false % 127.45/82.50 | % 127.45/82.50 |-The branch is then unsatisfiable % 127.45/82.50 |-Branch two: % 127.45/82.50 | (7949) all_0_282_282 = all_0_283_283 % 127.45/82.50 | (7950) ~ (all_0_284_284 = all_0_589_589) | ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7950), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7951) ~ (all_0_284_284 = all_0_589_589) % 127.45/82.50 | % 127.45/82.50 | Equations (6146,6125) can reduce 7951 to: % 127.45/82.50 | (1975) $false % 127.45/82.50 | % 127.45/82.50 |-The branch is then unsatisfiable % 127.45/82.50 |-Branch two: % 127.45/82.50 | (1860) all_0_284_284 = all_0_589_589 % 127.45/82.50 | (7954) ~ (all_0_285_285 = all_0_286_286) | ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 | Combining equations (6146,1860) yields a new equation: % 127.45/82.50 | (6125) all_0_589_589 = e21 % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7954), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7956) ~ (all_0_285_285 = all_0_286_286) % 127.45/82.50 | % 127.45/82.50 | Equations (6367,5918) can reduce 7956 to: % 127.45/82.50 | (1975) $false % 127.45/82.50 | % 127.45/82.50 |-The branch is then unsatisfiable % 127.45/82.50 |-Branch two: % 127.45/82.50 | (7958) all_0_285_285 = all_0_286_286 % 127.45/82.50 | (7959) ~ (all_0_287_287 = all_0_288_288) | ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7959), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7960) ~ (all_0_287_287 = all_0_288_288) % 127.45/82.50 | % 127.45/82.50 | Equations (6231,7774) can reduce 7960 to: % 127.45/82.50 | (1975) $false % 127.45/82.50 | % 127.45/82.50 |-The branch is then unsatisfiable % 127.45/82.50 |-Branch two: % 127.45/82.50 | (7962) all_0_287_287 = all_0_288_288 % 127.45/82.50 | (7963) ~ (all_0_289_289 = all_0_290_290) | ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.50 | % 127.45/82.50 +-Applying beta-rule and splitting (7963), into two cases. % 127.45/82.50 |-Branch one: % 127.45/82.50 | (7964) ~ (all_0_289_289 = all_0_290_290) % 127.45/82.50 | % 127.45/82.51 | Equations (6233,7785) can reduce 7964 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7966) all_0_289_289 = all_0_290_290 % 127.45/82.51 | (7967) ~ (all_0_291_291 = all_0_292_292) | ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7967), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7968) ~ (all_0_291_291 = all_0_292_292) % 127.45/82.51 | % 127.45/82.51 | Equations (6123,7094) can reduce 7968 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7970) all_0_291_291 = all_0_292_292 % 127.45/82.51 | (7971) ~ (all_0_293_293 = all_0_294_294) | ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7971), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7972) ~ (all_0_293_293 = all_0_294_294) % 127.45/82.51 | % 127.45/82.51 | Equations (6120,7791) can reduce 7972 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7974) all_0_293_293 = all_0_294_294 % 127.45/82.51 | (7975) ~ (all_0_295_295 = all_0_296_296) | ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7975), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7976) ~ (all_0_295_295 = all_0_296_296) % 127.45/82.51 | % 127.45/82.51 | Equations (6111,4817) can reduce 7976 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7978) all_0_295_295 = all_0_296_296 % 127.45/82.51 | (7979) ~ (all_0_297_297 = all_0_298_298) | ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7979), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7980) ~ (all_0_297_297 = all_0_298_298) % 127.45/82.51 | % 127.45/82.51 | Equations (6113,7246) can reduce 7980 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7982) all_0_297_297 = all_0_298_298 % 127.45/82.51 | (7983) ~ (all_0_299_299 = all_0_300_300) | ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7983), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7984) ~ (all_0_299_299 = all_0_300_300) % 127.45/82.51 | % 127.45/82.51 | Equations (6316,7491) can reduce 7984 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7986) all_0_299_299 = all_0_300_300 % 127.45/82.51 | (7987) ~ (all_0_301_301 = all_0_302_302) | ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7987), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7988) ~ (all_0_301_301 = all_0_302_302) % 127.45/82.51 | % 127.45/82.51 | Equations (6226,7793) can reduce 7988 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7990) all_0_301_301 = all_0_302_302 % 127.45/82.51 | (7991) ~ (all_0_303_303 = all_0_304_304) | ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.51 | % 127.45/82.51 +-Applying beta-rule and splitting (7991), into two cases. % 127.45/82.51 |-Branch one: % 127.45/82.51 | (7992) ~ (all_0_303_303 = all_0_304_304) % 127.45/82.51 | % 127.45/82.51 | Equations (6227,7794) can reduce 7992 to: % 127.45/82.51 | (1975) $false % 127.45/82.51 | % 127.45/82.51 |-The branch is then unsatisfiable % 127.45/82.51 |-Branch two: % 127.45/82.51 | (7994) all_0_303_303 = all_0_304_304 % 127.45/82.51 | (7995) ~ (all_0_305_305 = all_0_306_306) | ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.52 | % 127.45/82.52 +-Applying beta-rule and splitting (7995), into two cases. % 127.45/82.52 |-Branch one: % 127.45/82.52 | (7996) ~ (all_0_305_305 = all_0_306_306) % 127.45/82.52 | % 127.45/82.52 | Equations (6112,7796) can reduce 7996 to: % 127.45/82.52 | (1975) $false % 127.45/82.52 | % 127.45/82.52 |-The branch is then unsatisfiable % 127.45/82.52 |-Branch two: % 127.45/82.52 | (7998) all_0_305_305 = all_0_306_306 % 127.45/82.52 | (7999) ~ (all_0_307_307 = all_0_308_308) | ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.52 | % 127.45/82.52 +-Applying beta-rule and splitting (7999), into two cases. % 127.45/82.52 |-Branch one: % 127.45/82.52 | (8000) ~ (all_0_307_307 = all_0_308_308) % 127.45/82.52 | % 127.45/82.52 | Equations (6110,7783) can reduce 8000 to: % 127.45/82.52 | (1975) $false % 127.45/82.52 | % 127.45/82.52 |-The branch is then unsatisfiable % 127.45/82.52 |-Branch two: % 127.45/82.52 | (8002) all_0_307_307 = all_0_308_308 % 127.45/82.52 | (8003) ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) | ( ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20)) % 127.45/82.52 | % 127.45/82.52 +-Applying beta-rule and splitting (8003), into two cases. % 127.45/82.52 |-Branch one: % 127.45/82.52 | (8004) ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) | ( ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21)) % 127.45/82.52 | % 127.53/82.52 +-Applying beta-rule and splitting (8004), into two cases. % 127.53/82.52 |-Branch one: % 127.53/82.52 | (8005) ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) | ( ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22)) % 127.53/82.52 | % 127.53/82.52 +-Applying beta-rule and splitting (8005), into two cases. % 127.53/82.52 |-Branch one: % 127.53/82.52 | (8006) ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) | ( ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24)) % 127.53/82.52 | % 127.53/82.52 +-Applying beta-rule and splitting (8006), into two cases. % 127.53/82.52 |-Branch one: % 127.53/82.52 | (8007) ( ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26)) | ( ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25)) % 127.53/82.52 | % 127.53/82.52 +-Applying beta-rule and splitting (8007), into two cases. % 127.53/82.52 |-Branch one: % 127.53/82.52 | (8008) ~ (all_0_587_587 = e26) & ~ (all_0_588_588 = e26) & ~ (all_0_589_589 = e26) & ~ (all_0_590_590 = e26) & ~ (all_0_591_591 = e26) & ~ (all_0_668_668 = e26) % 127.53/82.52 | % 127.53/82.52 | Applying alpha-rule on (8008) yields: % 127.53/82.52 | (8009) ~ (all_0_591_591 = e26) % 127.53/82.52 | (8010) ~ (all_0_589_589 = e26) % 127.53/82.52 | (8011) ~ (all_0_590_590 = e26) % 127.53/82.52 | (8012) ~ (all_0_587_587 = e26) % 127.53/82.52 | (8013) ~ (all_0_588_588 = e26) % 127.53/82.52 | (8014) ~ (all_0_668_668 = e26) % 127.53/82.52 | % 127.53/82.52 | Equations (6116) can reduce 8013 to: % 127.53/82.52 | (1975) $false % 127.53/82.52 | % 127.53/82.52 |-The branch is then unsatisfiable % 127.53/82.52 |-Branch two: % 127.53/82.52 | (8016) ~ (all_0_587_587 = e25) & ~ (all_0_588_588 = e25) & ~ (all_0_589_589 = e25) & ~ (all_0_590_590 = e25) & ~ (all_0_591_591 = e25) & ~ (all_0_668_668 = e25) % 127.53/82.52 | % 127.53/82.52 | Applying alpha-rule on (8016) yields: % 127.53/82.52 | (8017) ~ (all_0_590_590 = e25) % 127.53/82.52 | (8018) ~ (all_0_588_588 = e25) % 127.53/82.52 | (8019) ~ (all_0_591_591 = e25) % 127.53/82.52 | (8020) ~ (all_0_587_587 = e25) % 127.53/82.52 | (3463) ~ (all_0_668_668 = e25) % 127.53/82.52 | (8022) ~ (all_0_589_589 = e25) % 127.53/82.52 | % 127.53/82.52 | Equations (6016) can reduce 8019 to: % 127.53/82.52 | (1975) $false % 127.53/82.52 | % 127.53/82.52 |-The branch is then unsatisfiable % 127.53/82.52 |-Branch two: % 127.53/82.52 | (8024) ~ (all_0_587_587 = e24) & ~ (all_0_588_588 = e24) & ~ (all_0_589_589 = e24) & ~ (all_0_590_590 = e24) & ~ (all_0_591_591 = e24) % 127.53/82.52 | % 127.53/82.52 | Applying alpha-rule on (8024) yields: % 127.53/82.52 | (8025) ~ (all_0_588_588 = e24) % 127.53/82.52 | (8026) ~ (all_0_590_590 = e24) % 127.53/82.52 | (8027) ~ (all_0_587_587 = e24) % 127.53/82.52 | (8028) ~ (all_0_591_591 = e24) % 127.53/82.52 | (8029) ~ (all_0_589_589 = e24) % 127.53/82.52 | % 127.53/82.52 | Equations (6273) can reduce 8027 to: % 127.53/82.52 | (1975) $false % 127.53/82.52 | % 127.53/82.52 |-The branch is then unsatisfiable % 127.53/82.53 |-Branch two: % 127.53/82.53 | (8031) ~ (all_0_587_587 = e22) & ~ (all_0_588_588 = e22) & ~ (all_0_589_589 = e22) & ~ (all_0_590_590 = e22) & ~ (all_0_591_591 = e22) & ~ (all_0_668_668 = e22) % 127.53/82.53 | % 127.53/82.53 | Applying alpha-rule on (8031) yields: % 127.53/82.53 | (8032) ~ (all_0_587_587 = e22) % 127.53/82.53 | (3516) ~ (all_0_668_668 = e22) % 127.53/82.53 | (8034) ~ (all_0_591_591 = e22) % 127.53/82.53 | (8035) ~ (all_0_588_588 = e22) % 127.53/82.53 | (8036) ~ (all_0_589_589 = e22) % 127.53/82.53 | (8037) ~ (all_0_590_590 = e22) % 127.53/82.53 | % 127.53/82.53 | Equations (6024) can reduce 8037 to: % 127.53/82.53 | (1975) $false % 127.53/82.53 | % 127.53/82.53 |-The branch is then unsatisfiable % 127.53/82.53 |-Branch two: % 127.53/82.53 | (8039) ~ (all_0_587_587 = e21) & ~ (all_0_588_588 = e21) & ~ (all_0_589_589 = e21) & ~ (all_0_590_590 = e21) & ~ (all_0_591_591 = e21) & ~ (all_0_668_668 = e21) % 127.53/82.53 | % 127.53/82.53 | Applying alpha-rule on (8039) yields: % 127.53/82.53 | (8040) ~ (all_0_588_588 = e21) % 127.53/82.53 | (8041) ~ (all_0_590_590 = e21) % 127.53/82.53 | (4073) ~ (all_0_668_668 = e21) % 127.53/82.53 | (8043) ~ (all_0_591_591 = e21) % 127.53/82.53 | (8044) ~ (all_0_589_589 = e21) % 127.53/82.53 | (8045) ~ (all_0_587_587 = e21) % 127.53/82.53 | % 127.53/82.53 | Equations (6125) can reduce 8044 to: % 127.53/82.53 | (1975) $false % 127.53/82.53 | % 127.53/82.53 |-The branch is then unsatisfiable % 127.53/82.53 |-Branch two: % 127.53/82.53 | (8047) ~ (all_0_587_587 = e20) & ~ (all_0_588_588 = e20) & ~ (all_0_589_589 = e20) & ~ (all_0_590_590 = e20) & ~ (all_0_591_591 = e20) & ~ (all_0_668_668 = e20) % 127.53/82.53 | % 127.53/82.53 | Applying alpha-rule on (8047) yields: % 127.53/82.53 | (8048) ~ (all_0_590_590 = e20) % 127.53/82.53 | (8049) ~ (all_0_588_588 = e20) % 127.53/82.53 | (8050) ~ (all_0_589_589 = e20) % 127.53/82.53 | (8051) ~ (all_0_587_587 = e20) % 127.53/82.53 | (3353) ~ (all_0_668_668 = e20) % 127.53/82.53 | (8053) ~ (all_0_591_591 = e20) % 127.53/82.53 | % 127.53/82.53 | Equations (3982) can reduce 3353 to: % 127.53/82.53 | (1975) $false % 127.53/82.53 | % 127.53/82.53 |-The branch is then unsatisfiable % 127.59/82.54 |-Branch two: % 127.59/82.54 | (8055) ~ (all_0_773_773 = e10) % 127.59/82.54 | (8056) all_0_773_773 = e15 | all_0_773_773 = e14 | all_0_773_773 = e12 | all_0_773_773 = e11 % 127.59/82.54 | % 127.59/82.54 +-Applying beta-rule and splitting (7750), into two cases. % 127.59/82.54 |-Branch one: % 127.59/82.54 | (8057) all_0_770_770 = e10 % 127.59/82.54 | % 127.59/82.54 | Combining equations (8057,6669) yields a new equation: % 127.59/82.54 | (6858) e13 = e10 % 127.59/82.54 | % 127.59/82.54 | Equations (6858) can reduce 473 to: % 127.59/82.54 | (1975) $false % 127.59/82.54 | % 127.59/82.54 |-The branch is then unsatisfiable % 127.59/82.54 |-Branch two: % 127.59/82.54 | (8060) ~ (all_0_770_770 = e10) % 127.59/82.54 | (8061) all_0_771_771 = e10 | all_0_772_772 = e10 | all_0_773_773 = e10 | all_0_774_774 = e10 % 127.59/82.54 | % 127.59/82.54 +-Applying beta-rule and splitting (8061), into two cases. % 127.59/82.54 |-Branch one: % 127.59/82.55 | (8062) all_0_771_771 = e10 % 127.59/82.55 | % 127.59/82.55 | Combining equations (8062,7585) yields a new equation: % 127.59/82.55 | (6720) e15 = e10 % 127.59/82.55 | % 127.59/82.55 | Equations (6720) can reduce 729 to: % 127.59/82.55 | (1975) $false % 127.59/82.55 | % 127.59/82.55 |-The branch is then unsatisfiable % 127.59/82.55 |-Branch two: % 127.59/82.55 | (7576) ~ (all_0_771_771 = e10) % 127.59/82.55 | (8066) all_0_772_772 = e10 | all_0_773_773 = e10 | all_0_774_774 = e10 % 127.59/82.55 | % 127.59/82.55 +-Applying beta-rule and splitting (8066), into two cases. % 127.59/82.55 |-Branch one: % 127.59/82.55 | (8067) all_0_772_772 = e10 % 127.59/82.55 | % 127.59/82.55 | Combining equations (6769,8067) yields a new equation: % 127.59/82.55 | (6804) e11 = e10 % 127.59/82.55 | % 127.59/82.55 | Simplifying 6804 yields: % 127.59/82.55 | (6781) e11 = e10 % 127.59/82.55 | % 127.59/82.55 | Equations (6781) can reduce 1026 to: % 127.59/82.55 | (1975) $false % 127.59/82.55 | % 127.59/82.55 |-The branch is then unsatisfiable % 127.59/82.55 |-Branch two: % 127.59/82.55 | (7694) ~ (all_0_772_772 = e10) % 127.59/82.55 | (8072) all_0_773_773 = e10 | all_0_774_774 = e10 % 127.59/82.55 | % 127.59/82.55 +-Applying beta-rule and splitting (8072), into two cases. % 127.59/82.55 |-Branch one: % 127.59/82.55 | (7764) all_0_773_773 = e10 % 127.59/82.55 | % 127.59/82.55 | Equations (7764) can reduce 8055 to: % 127.59/82.55 | (1975) $false % 127.59/82.55 | % 127.59/82.55 |-The branch is then unsatisfiable % 127.59/82.55 |-Branch two: % 127.59/82.55 | (8055) ~ (all_0_773_773 = e10) % 127.59/82.55 | (6379) all_0_774_774 = e10 % 127.59/82.55 | % 127.59/82.55 | Combining equations (6379,7706) yields a new equation: % 127.59/82.55 | (4881) e12 = e10 % 127.59/82.55 | % 127.59/82.55 | Equations (4881) can reduce 372 to: % 127.59/82.55 | (1975) $false % 127.59/82.55 | % 127.59/82.55 |-The branch is then unsatisfiable % 127.59/82.55 |-Branch two: % 127.59/82.55 | (8079) ~ (all_0_741_741 = e14) % 127.59/82.55 | (8080) all_0_748_748 = e14 | all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 127.59/82.55 | % 127.59/82.55 +-Applying beta-rule and splitting (8080), into two cases. % 127.59/82.55 |-Branch one: % 127.59/82.55 | (8081) all_0_748_748 = e14 % 127.59/82.55 | % 127.59/82.55 | Combining equations (6649,8081) yields a new equation: % 127.59/82.55 | (6401) e14 = e13 % 127.59/82.55 | % 127.59/82.55 | Equations (6401) can reduce 218 to: % 127.59/82.55 | (1975) $false % 127.59/82.55 | % 127.59/82.55 |-The branch is then unsatisfiable % 127.59/82.55 |-Branch two: % 127.59/82.55 | (7225) ~ (all_0_748_748 = e14) % 127.59/82.55 | (8085) all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 127.59/82.55 | % 127.59/82.55 +-Applying beta-rule and splitting (8085), into two cases. % 127.59/82.55 |-Branch one: % 127.59/82.55 | (8086) all_0_755_755 = e14 % 127.59/82.55 | % 127.59/82.55 | Combining equations (6677,8086) yields a new equation: % 127.59/82.55 | (8087) e15 = e14 % 127.59/82.55 | % 127.59/82.55 | Simplifying 8087 yields: % 127.59/82.55 | (6902) e15 = e14 % 127.59/82.55 | % 127.59/82.55 | Equations (6902) can reduce 1339 to: % 127.59/82.55 | (1975) $false % 127.59/82.55 | % 127.59/82.55 |-The branch is then unsatisfiable % 127.59/82.55 |-Branch two: % 127.59/82.55 | (8090) ~ (all_0_755_755 = e14) % 127.59/82.55 | (8091) all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 127.59/82.55 | % 127.59/82.55 +-Applying beta-rule and splitting (8091), into two cases. % 127.59/82.55 |-Branch one: % 127.59/82.55 | (8092) all_0_761_761 = e14 % 127.59/82.55 | % 127.59/82.56 | Combining equations (6776,8092) yields a new equation: % 127.59/82.56 | (6955) e14 = e11 % 127.59/82.56 | % 127.59/82.56 | Equations (6955) can reduce 1845 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (8095) ~ (all_0_761_761 = e14) % 127.59/82.56 | (8096) all_0_767_767 = e14 | all_0_774_774 = e14 % 127.59/82.56 | % 127.59/82.56 +-Applying beta-rule and splitting (8096), into two cases. % 127.59/82.56 |-Branch one: % 127.59/82.56 | (8097) all_0_767_767 = e14 % 127.59/82.56 | % 127.59/82.56 | Combining equations (6790,8097) yields a new equation: % 127.59/82.56 | (6701) e14 = e10 % 127.59/82.56 | % 127.59/82.56 | Equations (6701) can reduce 35 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (8100) ~ (all_0_767_767 = e14) % 127.59/82.56 | (7541) all_0_774_774 = e14 % 127.59/82.56 | % 127.59/82.56 | Combining equations (7706,7541) yields a new equation: % 127.59/82.56 | (6515) e14 = e12 % 127.59/82.56 | % 127.59/82.56 | Equations (6515) can reduce 1720 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (8104) ~ (all_0_740_740 = e12) % 127.59/82.56 | (8105) all_0_747_747 = e12 | all_0_754_754 = e12 | all_0_760_760 = e12 | all_0_773_773 = e12 % 127.59/82.56 | % 127.59/82.56 +-Applying beta-rule and splitting (1744), into two cases. % 127.59/82.56 |-Branch one: % 127.59/82.56 | (4704) all_0_736_736 = e12 % 127.59/82.56 | % 127.59/82.56 | Combining equations (4779,4704) yields a new equation: % 127.59/82.56 | (4881) e12 = e10 % 127.59/82.56 | % 127.59/82.56 | Equations (4881) can reduce 372 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (4883) ~ (all_0_736_736 = e12) % 127.59/82.56 | (8110) all_0_737_737 = e12 | all_0_738_738 = e12 | all_0_739_739 = e12 | all_0_740_740 = e12 | all_0_741_741 = e12 % 127.59/82.56 | % 127.59/82.56 +-Applying beta-rule and splitting (8110), into two cases. % 127.59/82.56 |-Branch one: % 127.59/82.56 | (6814) all_0_737_737 = e12 % 127.59/82.56 | % 127.59/82.56 | Combining equations (6814,6496) yields a new equation: % 127.59/82.56 | (6569) e16 = e12 % 127.59/82.56 | % 127.59/82.56 | Equations (6569) can reduce 1569 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (6817) ~ (all_0_737_737 = e12) % 127.59/82.56 | (8115) all_0_738_738 = e12 | all_0_739_739 = e12 | all_0_740_740 = e12 | all_0_741_741 = e12 % 127.59/82.56 | % 127.59/82.56 +-Applying beta-rule and splitting (8115), into two cases. % 127.59/82.56 |-Branch one: % 127.59/82.56 | (8116) all_0_738_738 = e12 % 127.59/82.56 | % 127.59/82.56 | Combining equations (8116,6549) yields a new equation: % 127.59/82.56 | (6972) e13 = e12 % 127.59/82.56 | % 127.59/82.56 | Equations (6972) can reduce 1637 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (8119) ~ (all_0_738_738 = e12) % 127.59/82.56 | (8120) all_0_739_739 = e12 | all_0_740_740 = e12 | all_0_741_741 = e12 % 127.59/82.56 | % 127.59/82.56 +-Applying beta-rule and splitting (8120), into two cases. % 127.59/82.56 |-Branch one: % 127.59/82.56 | (8121) all_0_739_739 = e12 % 127.59/82.56 | % 127.59/82.56 | Combining equations (8121,7561) yields a new equation: % 127.59/82.56 | (6836) e15 = e12 % 127.59/82.56 | % 127.59/82.56 | Equations (6836) can reduce 1219 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (8124) ~ (all_0_739_739 = e12) % 127.59/82.56 | (8125) all_0_740_740 = e12 | all_0_741_741 = e12 % 127.59/82.56 | % 127.59/82.56 +-Applying beta-rule and splitting (8125), into two cases. % 127.59/82.56 |-Branch one: % 127.59/82.56 | (7716) all_0_740_740 = e12 % 127.59/82.56 | % 127.59/82.56 | Equations (7716) can reduce 8104 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.56 |-Branch two: % 127.59/82.56 | (8104) ~ (all_0_740_740 = e12) % 127.59/82.56 | (8129) all_0_741_741 = e12 % 127.59/82.56 | % 127.59/82.56 | Equations (8129) can reduce 7707 to: % 127.59/82.56 | (1975) $false % 127.59/82.56 | % 127.59/82.56 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (8131) ~ (all_0_774_774 = e12) % 127.59/82.57 | (8132) all_0_774_774 = e15 | all_0_774_774 = e11 % 127.59/82.57 | % 127.59/82.57 +-Applying beta-rule and splitting (8132), into two cases. % 127.59/82.57 |-Branch one: % 127.59/82.57 | (8133) all_0_774_774 = e11 % 127.59/82.57 | % 127.59/82.57 | Equations (8133) can reduce 7470 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (7470) ~ (all_0_774_774 = e11) % 127.59/82.57 | (6843) all_0_774_774 = e15 % 127.59/82.57 | % 127.59/82.57 | Equations (6843) can reduce 7587 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (8138) ~ (all_0_746_746 = e10) % 127.59/82.57 | (8139) all_0_746_746 = e15 | all_0_746_746 = e14 | all_0_746_746 = e13 | all_0_746_746 = e12 | all_0_746_746 = e11 % 127.59/82.57 | % 127.59/82.57 +-Applying beta-rule and splitting (8139), into two cases. % 127.59/82.57 |-Branch one: % 127.59/82.57 | (7644) all_0_746_746 = e14 % 127.59/82.57 | % 127.59/82.57 | Equations (7644) can reduce 7223 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (7223) ~ (all_0_746_746 = e14) % 127.59/82.57 | (8143) all_0_746_746 = e15 | all_0_746_746 = e13 | all_0_746_746 = e12 | all_0_746_746 = e11 % 127.59/82.57 | % 127.59/82.57 +-Applying beta-rule and splitting (8143), into two cases. % 127.59/82.57 |-Branch one: % 127.59/82.57 | (8144) all_0_746_746 = e13 % 127.59/82.57 | % 127.59/82.57 | Equations (8144) can reduce 7411 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (7411) ~ (all_0_746_746 = e13) % 127.59/82.57 | (8147) all_0_746_746 = e15 | all_0_746_746 = e12 | all_0_746_746 = e11 % 127.59/82.57 | % 127.59/82.57 +-Applying beta-rule and splitting (8147), into two cases. % 127.59/82.57 |-Branch one: % 127.59/82.57 | (8148) all_0_746_746 = e12 % 127.59/82.57 | % 127.59/82.57 | Equations (8148) can reduce 7332 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (7332) ~ (all_0_746_746 = e12) % 127.59/82.57 | (8151) all_0_746_746 = e15 | all_0_746_746 = e11 % 127.59/82.57 | % 127.59/82.57 +-Applying beta-rule and splitting (8151), into two cases. % 127.59/82.57 |-Branch one: % 127.59/82.57 | (6750) all_0_746_746 = e11 % 127.59/82.57 | % 127.59/82.57 | Equations (6750) can reduce 6485 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (6485) ~ (all_0_746_746 = e11) % 127.59/82.57 | (8155) all_0_746_746 = e15 % 127.59/82.57 | % 127.59/82.57 | Equations (8155) can reduce 7563 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.57 |-Branch two: % 127.59/82.57 | (8157) ~ (all_0_765_765 = e14) % 127.59/82.57 | (8158) all_0_772_772 = e14 % 127.59/82.57 | % 127.59/82.57 | Equations (8158) can reduce 7173 to: % 127.59/82.57 | (1975) $false % 127.59/82.57 | % 127.59/82.57 |-The branch is then unsatisfiable % 127.59/82.58 |-Branch two: % 127.59/82.58 | (6383) ~ (all_0_767_767 = e10) % 127.59/82.58 | (6379) all_0_774_774 = e10 % 127.59/82.58 | % 127.59/82.58 | Equations (6379) can reduce 7080 to: % 127.59/82.58 | (1975) $false % 127.59/82.58 | % 127.59/82.58 |-The branch is then unsatisfiable % 127.59/82.58 |-Branch two: % 127.59/82.58 | (6792) ~ (all_0_764_764 = e11) % 127.59/82.58 | (8164) all_0_771_771 = e11 % 127.59/82.58 | % 127.59/82.58 | Combining equations (7585,8164) yields a new equation: % 127.59/82.58 | (8165) e15 = e11 % 127.59/82.58 | % 127.59/82.58 | Simplifying 8165 yields: % 127.59/82.58 | (8166) e15 = e11 % 127.59/82.58 | % 127.59/82.58 | Equations (8166) can reduce 449 to: % 127.59/82.58 | (1975) $false % 127.59/82.58 | % 127.59/82.58 |-The branch is then unsatisfiable % 127.59/82.58 |-Branch two: % 127.59/82.58 | (6795) ~ (all_0_752_752 = e10) % 127.59/82.58 | (8169) all_0_752_752 = e15 | all_0_752_752 = e13 | all_0_752_752 = e12 | all_0_752_752 = e11 % 127.59/82.58 | % 127.59/82.58 +-Applying beta-rule and splitting (8169), into two cases. % 127.59/82.58 |-Branch one: % 127.59/82.58 | (8170) all_0_752_752 = e13 % 127.59/82.58 | % 127.59/82.58 | Equations (8170) can reduce 7189 to: % 127.59/82.58 | (1975) $false % 127.59/82.58 | % 127.59/82.58 |-The branch is then unsatisfiable % 127.59/82.58 |-Branch two: % 127.59/82.58 | (7189) ~ (all_0_752_752 = e13) % 127.59/82.58 | (8173) all_0_752_752 = e15 | all_0_752_752 = e12 | all_0_752_752 = e11 % 127.59/82.58 | % 127.59/82.58 +-Applying beta-rule and splitting (8173), into two cases. % 127.59/82.58 |-Branch one: % 127.59/82.58 | (6820) all_0_752_752 = e12 % 127.59/82.58 | % 127.59/82.58 | Equations (6820) can reduce 6613 to: % 127.59/82.58 | (1975) $false % 127.59/82.58 | % 127.59/82.58 |-The branch is then unsatisfiable % 127.59/82.58 |-Branch two: % 127.59/82.58 | (6613) ~ (all_0_752_752 = e12) % 127.59/82.58 | (8177) all_0_752_752 = e15 | all_0_752_752 = e11 % 127.59/82.58 | % 127.59/82.58 +-Applying beta-rule and splitting (8177), into two cases. % 127.59/82.58 |-Branch one: % 127.59/82.58 | (7597) all_0_752_752 = e11 % 127.59/82.58 | % 127.59/82.58 | Equations (7597) can reduce 7102 to: % 127.59/82.58 | (1975) $false % 127.59/82.58 | % 127.59/82.58 |-The branch is then unsatisfiable % 127.59/82.58 |-Branch two: % 127.59/82.58 | (7102) ~ (all_0_752_752 = e11) % 127.59/82.58 | (7525) all_0_752_752 = e15 % 127.59/82.58 | % 127.59/82.58 | Equations (7525) can reduce 6678 to: % 127.59/82.58 | (1975) $false % 127.59/82.58 | % 127.59/82.58 |-The branch is then unsatisfiable % 127.59/82.59 |-Branch two: % 127.59/82.59 | (8183) ~ (all_0_739_739 = e15) % 127.59/82.59 | (8184) all_0_740_740 = e15 | all_0_741_741 = e15 % 127.59/82.59 | % 127.59/82.59 +-Applying beta-rule and splitting (8184), into two cases. % 127.59/82.59 |-Branch one: % 127.59/82.59 | (8185) all_0_740_740 = e15 % 127.59/82.59 | % 127.59/82.59 | Equations (8185) can reduce 7495 to: % 127.59/82.59 | (1975) $false % 127.59/82.59 | % 127.59/82.59 |-The branch is then unsatisfiable % 127.59/82.59 |-Branch two: % 127.59/82.59 | (7495) ~ (all_0_740_740 = e15) % 127.59/82.59 | (6387) all_0_741_741 = e15 % 127.59/82.59 | % 127.59/82.59 | Equations (6387) can reduce 6393 to: % 127.59/82.59 | (1975) $false % 127.59/82.59 | % 127.59/82.59 |-The branch is then unsatisfiable % 127.59/82.59 |-Branch two: % 127.59/82.59 | (6812) ~ (all_0_751_751 = e12) % 127.59/82.59 | (8191) all_0_751_751 = e15 | all_0_751_751 = e11 % 127.59/82.59 | % 127.59/82.59 +-Applying beta-rule and splitting (8191), into two cases. % 127.59/82.59 |-Branch one: % 127.59/82.59 | (8192) all_0_751_751 = e11 % 127.59/82.59 | % 127.59/82.59 | Equations (8192) can reduce 7101 to: % 127.59/82.59 | (1975) $false % 127.59/82.59 | % 127.59/82.59 |-The branch is then unsatisfiable % 127.59/82.59 |-Branch two: % 127.59/82.59 | (7101) ~ (all_0_751_751 = e11) % 127.59/82.59 | (8195) all_0_751_751 = e15 % 127.59/82.59 | % 127.59/82.59 | Equations (8195) can reduce 4861 to: % 127.59/82.59 | (1975) $false % 127.59/82.59 | % 127.59/82.59 |-The branch is then unsatisfiable % 127.59/82.59 |-Branch two: % 127.59/82.59 | (6860) ~ (all_0_748_748 = e13) % 127.59/82.59 | (6861) all_0_755_755 = e13 | all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 127.59/82.59 | % 127.59/82.59 +-Applying beta-rule and splitting (6861), into two cases. % 127.59/82.59 |-Branch one: % 127.59/82.59 | (6862) all_0_755_755 = e13 % 127.59/82.59 | % 127.59/82.59 | Equations (6862) can reduce 6535 to: % 127.59/82.59 | (1975) $false % 127.59/82.59 | % 127.59/82.59 |-The branch is then unsatisfiable % 127.59/82.59 |-Branch two: % 127.59/82.59 | (6535) ~ (all_0_755_755 = e13) % 127.59/82.59 | (6865) all_0_761_761 = e13 | all_0_767_767 = e13 | all_0_774_774 = e13 % 127.59/82.59 | % 127.59/82.60 +-Applying beta-rule and splitting (6865), into two cases. % 127.59/82.60 |-Branch one: % 127.59/82.60 | (6866) all_0_761_761 = e13 % 127.59/82.60 | % 127.59/82.60 | Equations (6866) can reduce 6622 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (6622) ~ (all_0_761_761 = e13) % 127.59/82.60 | (6869) all_0_767_767 = e13 | all_0_774_774 = e13 % 127.59/82.60 | % 127.59/82.60 +-Applying beta-rule and splitting (6869), into two cases. % 127.59/82.60 |-Branch one: % 127.59/82.60 | (6870) all_0_767_767 = e13 % 127.59/82.60 | % 127.59/82.60 | Equations (6870) can reduce 6493 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (6493) ~ (all_0_767_767 = e13) % 127.59/82.60 | (6856) all_0_774_774 = e13 % 127.59/82.60 | % 127.59/82.60 | Equations (6856) can reduce 7403 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (8212) ~ (all_0_760_760 = e14) % 127.59/82.60 | (8213) all_0_760_760 = e12 | all_0_760_760 = e11 % 127.59/82.60 | % 127.59/82.60 +-Applying beta-rule and splitting (8213), into two cases. % 127.59/82.60 |-Branch one: % 127.59/82.60 | (8214) all_0_760_760 = e12 % 127.59/82.60 | % 127.59/82.60 | Equations (8214) can reduce 7214 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (7214) ~ (all_0_760_760 = e12) % 127.59/82.60 | (6773) all_0_760_760 = e11 % 127.59/82.60 | % 127.59/82.60 | Equations (6773) can reduce 6472 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (8219) ~ (all_0_757_757 = e10) % 127.59/82.60 | (8220) all_0_757_757 = e14 | all_0_757_757 = e13 | all_0_757_757 = e12 | all_0_757_757 = e11 % 127.59/82.60 | % 127.59/82.60 +-Applying beta-rule and splitting (8220), into two cases. % 127.59/82.60 |-Branch one: % 127.59/82.60 | (8221) all_0_757_757 = e14 % 127.59/82.60 | % 127.59/82.60 | Equations (8221) can reduce 7229 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (7229) ~ (all_0_757_757 = e14) % 127.59/82.60 | (8224) all_0_757_757 = e13 | all_0_757_757 = e12 | all_0_757_757 = e11 % 127.59/82.60 | % 127.59/82.60 +-Applying beta-rule and splitting (8224), into two cases. % 127.59/82.60 |-Branch one: % 127.59/82.60 | (7391) all_0_757_757 = e13 % 127.59/82.60 | % 127.59/82.60 | Equations (7391) can reduce 7336 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (7336) ~ (all_0_757_757 = e13) % 127.59/82.60 | (8228) all_0_757_757 = e12 | all_0_757_757 = e11 % 127.59/82.60 | % 127.59/82.60 +-Applying beta-rule and splitting (8228), into two cases. % 127.59/82.60 |-Branch one: % 127.59/82.60 | (8229) all_0_757_757 = e12 % 127.59/82.60 | % 127.59/82.60 | Equations (8229) can reduce 7208 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.60 |-Branch two: % 127.59/82.60 | (7208) ~ (all_0_757_757 = e12) % 127.59/82.60 | (6641) all_0_757_757 = e11 % 127.59/82.60 | % 127.59/82.60 | Equations (6641) can reduce 4836 to: % 127.59/82.60 | (1975) $false % 127.59/82.60 | % 127.59/82.60 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (6876) ~ (all_0_753_753 = e16) % 127.59/82.61 | (8235) all_0_759_759 = e16 | all_0_765_765 = e16 | all_0_772_772 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (8235), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6898) all_0_759_759 = e16 % 127.59/82.61 | % 127.59/82.61 | Equations (6898) can reduce 6603 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (6603) ~ (all_0_759_759 = e16) % 127.59/82.61 | (8239) all_0_765_765 = e16 | all_0_772_772 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (8239), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (7015) all_0_765_765 = e16 % 127.59/82.61 | % 127.59/82.61 | Equations (7015) can reduce 7073 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (7073) ~ (all_0_765_765 = e16) % 127.59/82.61 | (8243) all_0_772_772 = e16 % 127.59/82.61 | % 127.59/82.61 | Equations (8243) can reduce 4807 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (6884) ~ (all_0_758_758 = e16) % 127.59/82.61 | (6885) all_0_758_758 = e13 | all_0_758_758 = e12 | all_0_758_758 = e11 | all_0_758_758 = e10 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (288), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6434) all_0_738_738 = e16 % 127.59/82.61 | % 127.59/82.61 | Combining equations (6549,6434) yields a new equation: % 127.59/82.61 | (4745) e16 = e13 % 127.59/82.61 | % 127.59/82.61 | Equations (4745) can reduce 1493 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (6450) ~ (all_0_738_738 = e16) % 127.59/82.61 | (6451) all_0_745_745 = e16 | all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (30), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6568) all_0_756_756 = e16 % 127.59/82.61 | % 127.59/82.61 | Combining equations (6568,6519) yields a new equation: % 127.59/82.61 | (6825) e16 = e12 % 127.59/82.61 | % 127.59/82.61 | Simplifying 6825 yields: % 127.59/82.61 | (6569) e16 = e12 % 127.59/82.61 | % 127.59/82.61 | Equations (6569) can reduce 1569 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (4802) ~ (all_0_756_756 = e16) % 127.59/82.61 | (6572) all_0_757_757 = e16 | all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (6451), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6894) all_0_745_745 = e16 % 127.59/82.61 | % 127.59/82.61 | Equations (6894) can reduce 4719 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (4719) ~ (all_0_745_745 = e16) % 127.59/82.61 | (6897) all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (6572), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6886) all_0_757_757 = e16 % 127.59/82.61 | % 127.59/82.61 | Equations (6886) can reduce 6501 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (6501) ~ (all_0_757_757 = e16) % 127.59/82.61 | (6889) all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (6889), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6573) all_0_758_758 = e16 % 127.59/82.61 | % 127.59/82.61 | Equations (6573) can reduce 6884 to: % 127.59/82.61 | (1975) $false % 127.59/82.61 | % 127.59/82.61 |-The branch is then unsatisfiable % 127.59/82.61 |-Branch two: % 127.59/82.61 | (6884) ~ (all_0_758_758 = e16) % 127.59/82.61 | (6893) all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 127.59/82.61 | % 127.59/82.61 +-Applying beta-rule and splitting (6897), into two cases. % 127.59/82.61 |-Branch one: % 127.59/82.61 | (6596) all_0_752_752 = e16 % 127.59/82.61 | % 127.59/82.61 | From (6596) and (6541) follows: % 127.59/82.61 | (6901) op1(e16, e13) = e15 % 127.59/82.61 | % 127.59/82.62 | Instantiating formula (1768) with e16, e13, e15, e14 and discharging atoms op1(e16, e13) = e15, op1(e16, e13) = e14, yields: % 127.83/82.62 | (6902) e15 = e14 % 127.83/82.62 | % 127.83/82.62 | Equations (6902) can reduce 1339 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (6575) ~ (all_0_752_752 = e16) % 127.83/82.62 | (6905) all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 127.83/82.62 | % 127.83/82.62 +-Applying beta-rule and splitting (6905), into two cases. % 127.83/82.62 |-Branch one: % 127.83/82.62 | (6573) all_0_758_758 = e16 % 127.83/82.62 | % 127.83/82.62 | Equations (6573) can reduce 6884 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (6884) ~ (all_0_758_758 = e16) % 127.83/82.62 | (6909) all_0_764_764 = e16 | all_0_771_771 = e16 % 127.83/82.62 | % 127.83/82.62 +-Applying beta-rule and splitting (6909), into two cases. % 127.83/82.62 |-Branch one: % 127.83/82.62 | (6417) all_0_764_764 = e16 % 127.83/82.62 | % 127.83/82.62 | Equations (6417) can reduce 6423 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (6423) ~ (all_0_764_764 = e16) % 127.83/82.62 | (6913) all_0_771_771 = e16 % 127.83/82.62 | % 127.83/82.62 | Equations (6913) can reduce 4805 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (8285) ~ (all_0_744_744 = e14) % 127.83/82.62 | (8286) all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 % 127.83/82.62 | % 127.83/82.62 +-Applying beta-rule and splitting (8286), into two cases. % 127.83/82.62 |-Branch one: % 127.83/82.62 | (8170) all_0_752_752 = e13 % 127.83/82.62 | % 127.83/82.62 | Equations (8170) can reduce 7189 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (7189) ~ (all_0_752_752 = e13) % 127.83/82.62 | (8290) all_0_759_759 = e12 | all_0_766_766 = e11 % 127.83/82.62 | % 127.83/82.62 +-Applying beta-rule and splitting (8290), into two cases. % 127.83/82.62 |-Branch one: % 127.83/82.62 | (8291) all_0_759_759 = e12 % 127.83/82.62 | % 127.83/82.62 | Equations (8291) can reduce 4846 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (4846) ~ (all_0_759_759 = e12) % 127.83/82.62 | (8294) all_0_766_766 = e11 % 127.83/82.62 | % 127.83/82.62 | Combining equations (6460,8294) yields a new equation: % 127.83/82.62 | (6652) e16 = e11 % 127.83/82.62 | % 127.83/82.62 | Simplifying 6652 yields: % 127.83/82.62 | (4708) e16 = e11 % 127.83/82.62 | % 127.83/82.62 | Equations (4708) can reduce 1279 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.62 |-Branch two: % 127.83/82.62 | (6926) ~ (all_0_756_756 = e12) % 127.83/82.62 | (6629) all_0_756_756 = e11 % 127.83/82.62 | % 127.83/82.62 | Equations (6629) can reduce 6633 to: % 127.83/82.62 | (1975) $false % 127.83/82.62 | % 127.83/82.62 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (6931) ~ (all_0_742_742 = e11) % 127.83/82.63 | (6932) all_0_749_749 = e11 | all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (264), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (6561) all_0_762_762 = e14 % 127.83/82.63 | % 127.83/82.63 | Equations (6561) can reduce 493 to: % 127.83/82.63 | (1720) ~ (e14 = e12) % 127.83/82.63 | % 127.83/82.63 | From (6561) and (1224) follows: % 127.83/82.63 | (6942) op1(e11, e16) = e14 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (6932), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (6943) all_0_749_749 = e11 % 127.83/82.63 | % 127.83/82.63 | Equations (6943) can reduce 6469 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (6469) ~ (all_0_749_749 = e11) % 127.83/82.63 | (6946) all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (6946), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (6629) all_0_756_756 = e11 % 127.83/82.63 | % 127.83/82.63 | From (6629) and (4867) follows: % 127.83/82.63 | (6948) op1(e11, e16) = e12 % 127.83/82.63 | % 127.83/82.63 | Instantiating formula (1768) with e11, e16, e12, e14 and discharging atoms op1(e11, e16) = e14, op1(e11, e16) = e12, yields: % 127.83/82.63 | (6515) e14 = e12 % 127.83/82.63 | % 127.83/82.63 | Equations (6515) can reduce 1720 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (6633) ~ (all_0_756_756 = e11) % 127.83/82.63 | (6952) all_0_762_762 = e11 | all_0_768_768 = e11 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (6952), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (6953) all_0_762_762 = e11 % 127.83/82.63 | % 127.83/82.63 | Combining equations (6561,6953) yields a new equation: % 127.83/82.63 | (6954) e14 = e11 % 127.83/82.63 | % 127.83/82.63 | Simplifying 6954 yields: % 127.83/82.63 | (6955) e14 = e11 % 127.83/82.63 | % 127.83/82.63 | Equations (6955) can reduce 1845 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (6957) ~ (all_0_762_762 = e11) % 127.83/82.63 | (6933) all_0_768_768 = e11 % 127.83/82.63 | % 127.83/82.63 | Combining equations (4799,6933) yields a new equation: % 127.83/82.63 | (6652) e16 = e11 % 127.83/82.63 | % 127.83/82.63 | Simplifying 6652 yields: % 127.83/82.63 | (4708) e16 = e11 % 127.83/82.63 | % 127.83/82.63 | Equations (4708) can reduce 1279 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (6564) ~ (all_0_762_762 = e14) % 127.83/82.63 | (6565) all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (570), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (6399) all_0_740_740 = e16 % 127.83/82.63 | % 127.83/82.63 | Equations (6399) can reduce 6403 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (6403) ~ (all_0_740_740 = e16) % 127.83/82.63 | (6404) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (814), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (8185) all_0_740_740 = e15 % 127.83/82.63 | % 127.83/82.63 | From (8185) and (4876) follows: % 127.83/82.63 | (8332) op1(e15, e11) = e14 % 127.83/82.63 | % 127.83/82.63 | From (8185) and (825) follows: % 127.83/82.63 | (8333) op1(e15, e11) = e15 % 127.83/82.63 | % 127.83/82.63 | Instantiating formula (1768) with e15, e11, e14, e15 and discharging atoms op1(e15, e11) = e15, op1(e15, e11) = e14, yields: % 127.83/82.63 | (6902) e15 = e14 % 127.83/82.63 | % 127.83/82.63 | Equations (6902) can reduce 1339 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (7495) ~ (all_0_740_740 = e15) % 127.83/82.63 | (8337) all_0_747_747 = e15 | all_0_754_754 = e15 | all_0_766_766 = e15 | all_0_773_773 = e15 % 127.83/82.63 | % 127.83/82.63 +-Applying beta-rule and splitting (1286), into two cases. % 127.83/82.63 |-Branch one: % 127.83/82.63 | (7537) all_0_740_740 = e10 % 127.83/82.63 | % 127.83/82.63 | Equations (7537) can reduce 4785 to: % 127.83/82.63 | (1975) $false % 127.83/82.63 | % 127.83/82.63 |-The branch is then unsatisfiable % 127.83/82.63 |-Branch two: % 127.83/82.63 | (4785) ~ (all_0_740_740 = e10) % 127.83/82.63 | (7606) all_0_747_747 = e10 | all_0_754_754 = e10 | all_0_760_760 = e10 | all_0_766_766 = e10 | all_0_773_773 = e10 % 127.83/82.63 | % 127.83/82.64 +-Applying beta-rule and splitting (30), into two cases. % 127.83/82.64 |-Branch one: % 127.83/82.64 | (6568) all_0_756_756 = e16 % 127.83/82.64 | % 127.83/82.64 | Equations (6568) can reduce 4802 to: % 127.83/82.64 | (1975) $false % 127.83/82.64 | % 127.83/82.64 |-The branch is then unsatisfiable % 127.83/82.64 |-Branch two: % 127.83/82.64 | (4802) ~ (all_0_756_756 = e16) % 127.83/82.64 | (6572) all_0_757_757 = e16 | all_0_758_758 = e16 | all_0_759_759 = e16 | all_0_760_760 = e16 | all_0_761_761 = e16 % 127.83/82.64 | % 127.83/82.64 +-Applying beta-rule and splitting (1412), into two cases. % 127.83/82.64 |-Branch one: % 127.83/82.64 | (4674) all_0_736_736 = e14 % 127.83/82.64 | % 127.83/82.64 | Combining equations (4779,4674) yields a new equation: % 127.83/82.64 | (6701) e14 = e10 % 127.83/82.64 | % 127.83/82.64 | Equations (6701) can reduce 35 to: % 127.83/82.64 | (1975) $false % 127.83/82.64 | % 127.83/82.64 |-The branch is then unsatisfiable % 127.83/82.64 |-Branch two: % 127.83/82.64 | (8349) ~ (all_0_736_736 = e14) % 127.83/82.64 | (8350) all_0_742_742 = e14 | all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 127.83/82.64 | % 127.83/82.64 +-Applying beta-rule and splitting (170), into two cases. % 127.83/82.64 |-Branch one: % 127.83/82.64 | (7716) all_0_740_740 = e12 % 127.83/82.64 | % 127.83/82.64 | Equations (7716) can reduce 1393 to: % 127.83/82.64 | (8352) ~ (all_0_773_773 = e12) % 127.83/82.64 | % 127.83/82.64 | Simplifying 8352 yields: % 127.83/82.64 | (8353) ~ (all_0_773_773 = e12) % 127.83/82.64 | % 127.83/82.64 | From (7716) and (4876) follows: % 127.83/82.64 | (8354) op1(e12, e11) = e14 % 127.83/82.64 | % 127.83/82.64 | Instantiating formula (1768) with e12, e11, e14, all_0_760_760 and discharging atoms op1(e12, e11) = all_0_760_760, op1(e12, e11) = e14, yields: % 127.83/82.64 | (7380) all_0_760_760 = e14 % 127.83/82.64 | % 127.83/82.64 | Equations (7380) can reduce 531 to: % 127.83/82.64 | (8356) ~ (all_0_747_747 = e14) % 127.83/82.64 | % 127.83/82.64 | Equations (7380) can reduce 305 to: % 127.83/82.64 | (7160) ~ (all_0_756_756 = e14) % 127.83/82.64 | % 127.83/82.64 | Equations (7380) can reduce 810 to: % 127.83/82.64 | (8358) ~ (all_0_761_761 = e14) % 127.83/82.64 | % 127.83/82.64 | Simplifying 8358 yields: % 127.83/82.64 | (8095) ~ (all_0_761_761 = e14) % 127.83/82.64 | % 127.83/82.64 | Equations (7380) can reduce 680 to: % 127.83/82.64 | (8360) ~ (all_0_773_773 = e14) % 127.83/82.64 | % 127.83/82.64 | Simplifying 8360 yields: % 127.83/82.64 | (8361) ~ (all_0_773_773 = e14) % 127.83/82.64 | % 127.83/82.64 | Equations (7380) can reduce 6462 to: % 127.83/82.64 | (6442) ~ (e16 = e14) % 127.83/82.64 | % 127.83/82.64 | Simplifying 6442 yields: % 127.83/82.64 | (179) ~ (e16 = e14) % 127.83/82.64 | % 127.83/82.64 | Equations (7380) can reduce 674 to: % 127.83/82.64 | (218) ~ (e14 = e13) % 127.83/82.64 | % 127.83/82.64 | From (7380) and (1623) follows: % 127.83/82.64 | (7385) op1(e14, e11) = e15 % 127.83/82.64 | % 127.83/82.64 | Instantiating formula (1768) with e14, e11, e15, all_0_747_747 and discharging atoms op1(e14, e11) = all_0_747_747, op1(e14, e11) = e15, yields: % 127.83/82.64 | (7476) all_0_747_747 = e15 % 127.83/82.64 | % 127.83/82.64 | Equations (7476) can reduce 1159 to: % 127.83/82.64 | (8367) ~ (all_0_773_773 = e15) % 127.83/82.64 | % 127.83/82.64 | Simplifying 8367 yields: % 127.83/82.64 | (8368) ~ (all_0_773_773 = e15) % 127.83/82.64 | % 127.83/82.64 | Equations (7476) can reduce 8356 to: % 127.83/82.64 | (1339) ~ (e15 = e14) % 127.83/82.64 | % 127.83/82.64 | Equations (7476) can reduce 839 to: % 127.83/82.64 | (1483) ~ (e15 = e13) % 127.83/82.64 | % 127.83/82.64 | Equations (7476) can reduce 7098 to: % 127.83/82.64 | (449) ~ (e15 = e11) % 127.83/82.64 | % 127.83/82.64 +-Applying beta-rule and splitting (1755), into two cases. % 127.83/82.64 |-Branch one: % 127.83/82.64 | (7051) all_0_773_773 = e16 % 127.83/82.64 | % 127.83/82.64 | Equations (7051) can reduce 4809 to: % 127.83/82.64 | (1975) $false % 127.83/82.64 | % 127.83/82.64 |-The branch is then unsatisfiable % 127.83/82.64 |-Branch two: % 127.83/82.64 | (4809) ~ (all_0_773_773 = e16) % 127.83/82.64 | (7734) all_0_773_773 = e15 | all_0_773_773 = e14 | all_0_773_773 = e12 | all_0_773_773 = e11 | all_0_773_773 = e10 % 127.83/82.64 | % 127.83/82.64 +-Applying beta-rule and splitting (7734), into two cases. % 127.83/82.64 |-Branch one: % 127.83/82.64 | (7764) all_0_773_773 = e10 % 127.83/82.64 | % 127.83/82.64 | Equations (7764) can reduce 1713 to: % 127.83/82.64 | (1350) ~ (all_0_769_769 = e10) % 127.83/82.64 | % 127.83/82.64 | Equations (7764) can reduce 8361 to: % 127.83/82.64 | (7699) ~ (e14 = e10) % 127.83/82.64 | % 127.83/82.64 | Simplifying 7699 yields: % 127.83/82.64 | (35) ~ (e14 = e10) % 127.83/82.64 | % 127.83/82.65 | Equations (7764) can reduce 1458 to: % 127.83/82.65 | (7361) ~ (e13 = e10) % 127.83/82.65 | % 127.83/82.65 | Simplifying 7361 yields: % 127.83/82.65 | (473) ~ (e13 = e10) % 127.83/82.65 | % 127.83/82.65 | From (7764) and (155) follows: % 127.83/82.65 | (8382) op1(e10, e10) = all_0_725_725 % 127.83/82.65 | % 127.83/82.65 | Instantiating formula (1768) with e10, e10, all_0_725_725, all_0_774_774 and discharging atoms op1(e10, e10) = all_0_725_725, op1(e10, e10) = all_0_774_774, yields: % 127.83/82.65 | (8383) all_0_725_725 = all_0_774_774 % 127.83/82.65 | % 127.83/82.65 | From (8383) and (1735) follows: % 127.83/82.65 | (8384) op1(all_0_774_774, e10) = e11 % 127.83/82.65 | % 127.83/82.65 | Instantiating formula (1768) with all_0_774_774, e10, e11, all_0_732_732 and discharging atoms op1(all_0_774_774, e10) = all_0_732_732, op1(all_0_774_774, e10) = e11, yields: % 127.83/82.65 | (8385) all_0_732_732 = e11 % 127.83/82.65 | % 127.83/82.65 | From (8385) and (55) follows: % 127.83/82.65 | (8386) op1(e11, e10) = e10 % 127.83/82.65 | % 127.83/82.65 | Instantiating formula (1768) with e11, e10, e10, all_0_767_767 and discharging atoms op1(e11, e10) = all_0_767_767, op1(e11, e10) = e10, yields: % 127.83/82.65 | (6790) all_0_767_767 = e10 % 127.83/82.65 | % 127.83/82.65 | Equations (6790) can reduce 496 to: % 127.83/82.65 | (4793) ~ (all_0_762_762 = e10) % 127.83/82.65 | % 127.83/82.65 | Equations (6790) can reduce 270 to: % 127.83/82.65 | (6713) ~ (all_0_764_764 = e10) % 127.83/82.65 | % 127.83/82.65 | Equations (6790) can reduce 1053 to: % 127.83/82.65 | (6783) ~ (all_0_765_765 = e10) % 127.83/82.65 | % 127.83/82.65 +-Applying beta-rule and splitting (6565), into two cases. % 127.83/82.65 |-Branch one: % 127.83/82.65 | (8391) all_0_763_763 = e14 % 127.83/82.65 | % 127.83/82.65 | Combining equations (8391,4857) yields a new equation: % 127.83/82.65 | (6902) e15 = e14 % 127.83/82.65 | % 127.83/82.65 | Equations (6902) can reduce 1339 to: % 127.83/82.65 | (1975) $false % 127.83/82.65 | % 127.83/82.65 |-The branch is then unsatisfiable % 127.83/82.65 |-Branch two: % 127.83/82.65 | (8394) ~ (all_0_763_763 = e14) % 127.83/82.65 | (8395) all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 127.83/82.65 | % 127.83/82.65 +-Applying beta-rule and splitting (8395), into two cases. % 127.83/82.65 |-Branch one: % 127.83/82.65 | (7681) all_0_765_765 = e14 % 127.83/82.65 | % 127.83/82.65 | Equations (7681) can reduce 127 to: % 127.83/82.65 | (7633) ~ (all_0_739_739 = e14) % 127.83/82.65 | % 127.83/82.65 | Equations (7681) can reduce 271 to: % 127.83/82.65 | (6564) ~ (all_0_762_762 = e14) % 127.83/82.65 | % 127.83/82.65 | Equations (7681) can reduce 491 to: % 127.83/82.65 | (1070) ~ (all_0_764_764 = e14) % 127.83/82.65 | % 127.83/82.65 | Equations (7681) can reduce 6783 to: % 127.83/82.65 | (35) ~ (e14 = e10) % 127.83/82.65 | % 127.83/82.65 +-Applying beta-rule and splitting (1022), into two cases. % 127.83/82.65 |-Branch one: % 127.83/82.65 | (4674) all_0_736_736 = e14 % 127.83/82.65 | % 127.83/82.65 | Combining equations (4779,4674) yields a new equation: % 127.83/82.65 | (6701) e14 = e10 % 127.83/82.65 | % 127.83/82.65 | Equations (6701) can reduce 35 to: % 127.83/82.65 | (1975) $false % 127.83/82.65 | % 127.83/82.65 |-The branch is then unsatisfiable % 127.83/82.65 |-Branch two: % 127.83/82.65 | (8349) ~ (all_0_736_736 = e14) % 127.83/82.65 | (8405) all_0_737_737 = e14 | all_0_739_739 = e14 | all_0_740_740 = e14 | all_0_741_741 = e14 % 127.83/82.65 | % 127.83/82.65 +-Applying beta-rule and splitting (71), into two cases. % 127.83/82.65 |-Branch one: % 127.83/82.65 | (6489) all_0_762_762 = e13 % 127.83/82.65 | % 127.83/82.65 | Equations (6489) can reduce 493 to: % 127.83/82.65 | (1637) ~ (e13 = e12) % 127.83/82.65 | % 127.83/82.65 | From (6489) and (1224) follows: % 127.83/82.65 | (6487) op1(e11, e16) = e13 % 127.83/82.65 | % 127.83/82.65 +-Applying beta-rule and splitting (339), into two cases. % 127.83/82.65 |-Branch one: % 127.83/82.65 | (6953) all_0_762_762 = e11 % 127.83/82.65 | % 127.83/82.65 | Combining equations (6489,6953) yields a new equation: % 127.83/82.65 | (6672) e13 = e11 % 127.83/82.65 | % 127.83/82.65 | Simplifying 6672 yields: % 127.83/82.65 | (6673) e13 = e11 % 127.83/82.65 | % 127.83/82.65 | Equations (6673) can reduce 1041 to: % 127.83/82.65 | (1975) $false % 127.83/82.65 | % 127.83/82.65 |-The branch is then unsatisfiable % 127.83/82.65 |-Branch two: % 127.83/82.65 | (6957) ~ (all_0_762_762 = e11) % 127.83/82.65 | (8414) all_0_763_763 = e11 | all_0_764_764 = e11 | all_0_765_765 = e11 | all_0_766_766 = e11 | all_0_767_767 = e11 % 127.83/82.65 | % 127.83/82.65 | Equations (6489) can reduce 6957 to: % 127.83/82.65 | (1041) ~ (e13 = e11) % 127.83/82.65 | % 127.83/82.65 +-Applying beta-rule and splitting (6932), into two cases. % 127.83/82.65 |-Branch one: % 127.83/82.65 | (6943) all_0_749_749 = e11 % 127.83/82.65 | % 127.83/82.65 | Equations (6943) can reduce 6469 to: % 127.83/82.65 | (1975) $false % 127.83/82.65 | % 127.83/82.65 |-The branch is then unsatisfiable % 127.83/82.65 |-Branch two: % 127.83/82.65 | (6469) ~ (all_0_749_749 = e11) % 127.83/82.65 | (6946) all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 127.83/82.65 | % 127.83/82.66 +-Applying beta-rule and splitting (6946), into two cases. % 127.83/82.66 |-Branch one: % 127.83/82.66 | (6629) all_0_756_756 = e11 % 127.83/82.66 | % 127.83/82.66 | From (6629) and (4867) follows: % 127.83/82.66 | (6948) op1(e11, e16) = e12 % 127.83/82.66 | % 127.83/82.66 | Instantiating formula (1768) with e11, e16, e12, e13 and discharging atoms op1(e11, e16) = e13, op1(e11, e16) = e12, yields: % 127.83/82.66 | (6972) e13 = e12 % 127.83/82.66 | % 127.83/82.66 | Equations (6972) can reduce 1637 to: % 127.83/82.66 | (1975) $false % 127.83/82.66 | % 127.83/82.66 |-The branch is then unsatisfiable % 127.83/82.66 |-Branch two: % 127.83/82.66 | (6633) ~ (all_0_756_756 = e11) % 127.83/82.66 | (6952) all_0_762_762 = e11 | all_0_768_768 = e11 % 127.83/82.66 | % 127.83/82.66 +-Applying beta-rule and splitting (6952), into two cases. % 127.83/82.66 |-Branch one: % 127.83/82.66 | (6953) all_0_762_762 = e11 % 127.83/82.66 | % 127.83/82.66 | Combining equations (6489,6953) yields a new equation: % 127.83/82.66 | (6672) e13 = e11 % 127.83/82.66 | % 127.83/82.66 | Simplifying 6672 yields: % 127.83/82.66 | (6673) e13 = e11 % 127.83/82.66 | % 127.83/82.66 | Equations (6673) can reduce 1041 to: % 127.83/82.66 | (1975) $false % 127.83/82.66 | % 127.83/82.66 |-The branch is then unsatisfiable % 127.83/82.66 |-Branch two: % 127.83/82.66 | (6957) ~ (all_0_762_762 = e11) % 127.83/82.66 | (6933) all_0_768_768 = e11 % 127.83/82.66 | % 127.83/82.66 | Combining equations (4799,6933) yields a new equation: % 127.83/82.66 | (6652) e16 = e11 % 127.83/82.66 | % 127.83/82.66 | Simplifying 6652 yields: % 127.83/82.66 | (4708) e16 = e11 % 127.83/82.66 | % 127.83/82.66 | Equations (4708) can reduce 1279 to: % 127.83/82.66 | (1975) $false % 127.83/82.66 | % 127.83/82.66 |-The branch is then unsatisfiable % 127.83/82.66 |-Branch two: % 127.83/82.66 | (6984) ~ (all_0_762_762 = e13) % 127.83/82.66 | (6985) all_0_763_763 = e13 | all_0_764_764 = e13 | all_0_765_765 = e13 | all_0_767_767 = e13 % 127.83/82.66 | % 127.83/82.66 +-Applying beta-rule and splitting (6378), into two cases. % 127.83/82.66 |-Branch one: % 127.83/82.66 | (6456) all_0_762_762 = e10 % 127.83/82.66 | % 127.83/82.66 | Equations (6456) can reduce 4793 to: % 127.83/82.66 | (1975) $false % 127.83/82.66 | % 127.83/82.66 |-The branch is then unsatisfiable % 127.83/82.66 |-Branch two: % 127.83/82.66 | (4793) ~ (all_0_762_762 = e10) % 127.83/82.66 | (6989) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 % 127.83/82.66 | % 127.83/82.66 +-Applying beta-rule and splitting (6989), into two cases. % 127.83/82.66 |-Branch one: % 127.83/82.66 | (6561) all_0_762_762 = e14 % 127.83/82.66 | % 127.83/82.66 | Equations (6561) can reduce 6564 to: % 127.83/82.66 | (1975) $false % 127.83/82.66 | % 127.83/82.66 |-The branch is then unsatisfiable % 127.83/82.66 |-Branch two: % 127.83/82.66 | (6564) ~ (all_0_762_762 = e14) % 127.83/82.66 | (6993) all_0_762_762 = e13 | all_0_762_762 = e11 % 127.83/82.66 | % 127.83/82.66 +-Applying beta-rule and splitting (6985), into two cases. % 127.83/82.66 |-Branch one: % 127.83/82.66 | (7396) all_0_763_763 = e13 % 127.83/82.66 | % 127.83/82.66 | Combining equations (4857,7396) yields a new equation: % 127.83/82.66 | (6658) e15 = e13 % 127.83/82.66 | % 127.83/82.66 | Simplifying 6658 yields: % 127.83/82.66 | (4678) e15 = e13 % 127.83/82.66 | % 127.83/82.66 | Equations (4678) can reduce 1483 to: % 127.83/82.66 | (1975) $false % 127.83/82.66 | % 127.83/82.66 |-The branch is then unsatisfiable % 127.83/82.66 |-Branch two: % 127.83/82.66 | (7399) ~ (all_0_763_763 = e13) % 127.83/82.66 | (8450) all_0_764_764 = e13 | all_0_765_765 = e13 | all_0_767_767 = e13 % 127.83/82.66 | % 127.83/82.66 +-Applying beta-rule and splitting (8450), into two cases. % 127.83/82.66 |-Branch one: % 127.83/82.66 | (6728) all_0_764_764 = e13 % 127.83/82.66 | % 127.83/82.66 | Equations (6728) can reduce 1839 to: % 127.83/82.66 | (7189) ~ (all_0_752_752 = e13) % 127.83/82.66 | % 127.83/82.66 | Equations (6728) can reduce 301 to: % 127.83/82.66 | (6984) ~ (all_0_762_762 = e13) % 127.83/82.66 | % 127.83/82.66 | Equations (6728) can reduce 6423 to: % 127.83/82.66 | (6625) ~ (e16 = e13) % 127.83/82.66 | % 127.83/82.66 | Simplifying 6625 yields: % 127.83/82.66 | (1493) ~ (e16 = e13) % 127.83/82.66 | % 127.83/82.66 | Equations (6728) can reduce 1070 to: % 127.83/82.66 | (6558) ~ (e14 = e13) % 127.83/82.66 | % 127.83/82.66 | Simplifying 6558 yields: % 127.83/82.66 | (218) ~ (e14 = e13) % 127.83/82.66 | % 127.83/82.66 | Equations (6728) can reduce 6713 to: % 127.83/82.66 | (473) ~ (e13 = e10) % 127.83/82.66 | % 127.83/82.67 +-Applying beta-rule and splitting (339), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (6953) all_0_762_762 = e11 % 127.83/82.67 | % 127.83/82.67 | Equations (6953) can reduce 4803 to: % 127.83/82.67 | (6473) ~ (e16 = e11) % 127.83/82.67 | % 127.83/82.67 | Simplifying 6473 yields: % 127.83/82.67 | (1279) ~ (e16 = e11) % 127.83/82.67 | % 127.83/82.67 | From (6953) and (4866) follows: % 127.83/82.67 | (6942) op1(e11, e16) = e14 % 127.83/82.67 | % 127.83/82.67 | From (6953) and (1224) follows: % 127.83/82.67 | (7001) op1(e11, e16) = e11 % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (7081), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (7221) all_0_744_744 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (7221) can reduce 306 to: % 127.83/82.67 | (8465) ~ (all_0_737_737 = e14) % 127.83/82.67 | % 127.83/82.67 | Equations (7221) can reduce 593 to: % 127.83/82.67 | (8466) ~ (all_0_742_742 = e14) % 127.83/82.67 | % 127.83/82.67 | Equations (7221) can reduce 4717 to: % 127.83/82.67 | (6442) ~ (e16 = e14) % 127.83/82.67 | % 127.83/82.67 | Simplifying 6442 yields: % 127.83/82.67 | (179) ~ (e16 = e14) % 127.83/82.67 | % 127.83/82.67 | Equations (7221) can reduce 4834 to: % 127.83/82.67 | (1845) ~ (e14 = e11) % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (8350), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (8470) all_0_742_742 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (8470) can reduce 8466 to: % 127.83/82.67 | (1975) $false % 127.83/82.67 | % 127.83/82.67 |-The branch is then unsatisfiable % 127.83/82.67 |-Branch two: % 127.83/82.67 | (8466) ~ (all_0_742_742 = e14) % 127.83/82.67 | (8473) all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (8473), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (6497) all_0_749_749 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (6497) can reduce 328 to: % 127.83/82.67 | (6504) ~ (all_0_750_750 = e14) % 127.83/82.67 | % 127.83/82.67 | Simplifying 6504 yields: % 127.83/82.67 | (6447) ~ (all_0_750_750 = e14) % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (4742), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (6441) all_0_750_750 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (6441) can reduce 6447 to: % 127.83/82.67 | (1975) $false % 127.83/82.67 | % 127.83/82.67 |-The branch is then unsatisfiable % 127.83/82.67 |-Branch two: % 127.83/82.67 | (6447) ~ (all_0_750_750 = e14) % 127.83/82.67 | (6529) all_0_769_769 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (6529) can reduce 524 to: % 127.83/82.67 | (1720) ~ (e14 = e12) % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (299), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (7728) all_0_741_741 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (7728) can reduce 1721 to: % 127.83/82.67 | (1845) ~ (e14 = e11) % 127.83/82.67 | % 127.83/82.67 | Instantiating formula (1768) with e11, e16, e11, e14 and discharging atoms op1(e11, e16) = e14, op1(e11, e16) = e11, yields: % 127.83/82.67 | (6955) e14 = e11 % 127.83/82.67 | % 127.83/82.67 | Equations (6955) can reduce 1845 to: % 127.83/82.67 | (1975) $false % 127.83/82.67 | % 127.83/82.67 |-The branch is then unsatisfiable % 127.83/82.67 |-Branch two: % 127.83/82.67 | (8079) ~ (all_0_741_741 = e14) % 127.83/82.67 | (8080) all_0_748_748 = e14 | all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (8405), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (8488) all_0_737_737 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (8488) can reduce 8465 to: % 127.83/82.67 | (1975) $false % 127.83/82.67 | % 127.83/82.67 |-The branch is then unsatisfiable % 127.83/82.67 |-Branch two: % 127.83/82.67 | (8465) ~ (all_0_737_737 = e14) % 127.83/82.67 | (8491) all_0_739_739 = e14 | all_0_740_740 = e14 | all_0_741_741 = e14 % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (8491), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (7630) all_0_739_739 = e14 % 127.83/82.67 | % 127.83/82.67 | Equations (7630) can reduce 7633 to: % 127.83/82.67 | (1975) $false % 127.83/82.67 | % 127.83/82.67 |-The branch is then unsatisfiable % 127.83/82.67 |-Branch two: % 127.83/82.67 | (7633) ~ (all_0_739_739 = e14) % 127.83/82.67 | (8495) all_0_740_740 = e14 | all_0_741_741 = e14 % 127.83/82.67 | % 127.83/82.67 +-Applying beta-rule and splitting (8495), into two cases. % 127.83/82.67 |-Branch one: % 127.83/82.67 | (8496) all_0_740_740 = e14 % 127.83/82.67 | % 127.83/82.68 | Combining equations (8496,7716) yields a new equation: % 127.83/82.68 | (6514) e14 = e12 % 127.83/82.68 | % 127.83/82.68 | Simplifying 6514 yields: % 128.03/82.68 | (6515) e14 = e12 % 128.03/82.68 | % 128.03/82.68 | Equations (6515) can reduce 1720 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (7381) ~ (all_0_740_740 = e14) % 128.03/82.68 | (7728) all_0_741_741 = e14 % 128.03/82.68 | % 128.03/82.68 | Equations (7728) can reduce 8079 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (8503) ~ (all_0_749_749 = e14) % 128.03/82.68 | (8504) all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 128.03/82.68 | % 128.03/82.68 +-Applying beta-rule and splitting (8504), into two cases. % 128.03/82.68 |-Branch one: % 128.03/82.68 | (7198) all_0_756_756 = e14 % 128.03/82.68 | % 128.03/82.68 | Equations (7198) can reduce 7160 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (7160) ~ (all_0_756_756 = e14) % 128.03/82.68 | (8508) all_0_762_762 = e14 | all_0_768_768 = e14 % 128.03/82.68 | % 128.03/82.68 +-Applying beta-rule and splitting (8508), into two cases. % 128.03/82.68 |-Branch one: % 128.03/82.68 | (6561) all_0_762_762 = e14 % 128.03/82.68 | % 128.03/82.68 | Combining equations (6953,6561) yields a new equation: % 128.03/82.68 | (6955) e14 = e11 % 128.03/82.68 | % 128.03/82.68 | Equations (6955) can reduce 1845 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (6564) ~ (all_0_762_762 = e14) % 128.03/82.68 | (8513) all_0_768_768 = e14 % 128.03/82.68 | % 128.03/82.68 | Combining equations (8513,4799) yields a new equation: % 128.03/82.68 | (4739) e16 = e14 % 128.03/82.68 | % 128.03/82.68 | Equations (4739) can reduce 179 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (8285) ~ (all_0_744_744 = e14) % 128.03/82.68 | (8286) all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 % 128.03/82.68 | % 128.03/82.68 +-Applying beta-rule and splitting (8286), into two cases. % 128.03/82.68 |-Branch one: % 128.03/82.68 | (8170) all_0_752_752 = e13 % 128.03/82.68 | % 128.03/82.68 | Equations (8170) can reduce 7189 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (7189) ~ (all_0_752_752 = e13) % 128.03/82.68 | (8290) all_0_759_759 = e12 | all_0_766_766 = e11 % 128.03/82.68 | % 128.03/82.68 +-Applying beta-rule and splitting (8290), into two cases. % 128.03/82.68 |-Branch one: % 128.03/82.68 | (8291) all_0_759_759 = e12 % 128.03/82.68 | % 128.03/82.68 | Equations (8291) can reduce 4846 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.68 |-Branch two: % 128.03/82.68 | (4846) ~ (all_0_759_759 = e12) % 128.03/82.68 | (8294) all_0_766_766 = e11 % 128.03/82.68 | % 128.03/82.68 | Combining equations (6460,8294) yields a new equation: % 128.03/82.68 | (6652) e16 = e11 % 128.03/82.68 | % 128.03/82.68 | Simplifying 6652 yields: % 128.03/82.68 | (4708) e16 = e11 % 128.03/82.68 | % 128.03/82.68 | Equations (4708) can reduce 1279 to: % 128.03/82.68 | (1975) $false % 128.03/82.68 | % 128.03/82.68 |-The branch is then unsatisfiable % 128.03/82.69 |-Branch two: % 128.03/82.69 | (6957) ~ (all_0_762_762 = e11) % 128.03/82.69 | (8414) all_0_763_763 = e11 | all_0_764_764 = e11 | all_0_765_765 = e11 | all_0_766_766 = e11 | all_0_767_767 = e11 % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (7081), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (7221) all_0_744_744 = e14 % 128.03/82.69 | % 128.03/82.69 | Equations (7221) can reduce 593 to: % 128.03/82.69 | (8466) ~ (all_0_742_742 = e14) % 128.03/82.69 | % 128.03/82.69 | Equations (7221) can reduce 1462 to: % 128.03/82.69 | (7224) ~ (all_0_748_748 = e14) % 128.03/82.69 | % 128.03/82.69 | Simplifying 7224 yields: % 128.03/82.69 | (7225) ~ (all_0_748_748 = e14) % 128.03/82.69 | % 128.03/82.69 | Equations (7221) can reduce 4717 to: % 128.03/82.69 | (6442) ~ (e16 = e14) % 128.03/82.69 | % 128.03/82.69 | Simplifying 6442 yields: % 128.03/82.69 | (179) ~ (e16 = e14) % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (8350), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (8470) all_0_742_742 = e14 % 128.03/82.69 | % 128.03/82.69 | Equations (8470) can reduce 8466 to: % 128.03/82.69 | (1975) $false % 128.03/82.69 | % 128.03/82.69 |-The branch is then unsatisfiable % 128.03/82.69 |-Branch two: % 128.03/82.69 | (8466) ~ (all_0_742_742 = e14) % 128.03/82.69 | (8473) all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (8473), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (6497) all_0_749_749 = e14 % 128.03/82.69 | % 128.03/82.69 | Equations (6497) can reduce 141 to: % 128.03/82.69 | (8466) ~ (all_0_742_742 = e14) % 128.03/82.69 | % 128.03/82.69 | Equations (6497) can reduce 328 to: % 128.03/82.69 | (6504) ~ (all_0_750_750 = e14) % 128.03/82.69 | % 128.03/82.69 | Simplifying 6504 yields: % 128.03/82.69 | (6447) ~ (all_0_750_750 = e14) % 128.03/82.69 | % 128.03/82.69 | Equations (6497) can reduce 917 to: % 128.03/82.69 | (8545) ~ (all_0_755_755 = e14) % 128.03/82.69 | % 128.03/82.69 | Simplifying 8545 yields: % 128.03/82.69 | (8090) ~ (all_0_755_755 = e14) % 128.03/82.69 | % 128.03/82.69 | Equations (6497) can reduce 6469 to: % 128.03/82.69 | (1845) ~ (e14 = e11) % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (8414), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (8548) all_0_763_763 = e11 % 128.03/82.69 | % 128.03/82.69 | Combining equations (4857,8548) yields a new equation: % 128.03/82.69 | (8165) e15 = e11 % 128.03/82.69 | % 128.03/82.69 | Simplifying 8165 yields: % 128.03/82.69 | (8166) e15 = e11 % 128.03/82.69 | % 128.03/82.69 | Equations (8166) can reduce 449 to: % 128.03/82.69 | (1975) $false % 128.03/82.69 | % 128.03/82.69 |-The branch is then unsatisfiable % 128.03/82.69 |-Branch two: % 128.03/82.69 | (8552) ~ (all_0_763_763 = e11) % 128.03/82.69 | (8553) all_0_764_764 = e11 | all_0_765_765 = e11 | all_0_766_766 = e11 | all_0_767_767 = e11 % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (6932), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (6943) all_0_749_749 = e11 % 128.03/82.69 | % 128.03/82.69 | Combining equations (6497,6943) yields a new equation: % 128.03/82.69 | (6954) e14 = e11 % 128.03/82.69 | % 128.03/82.69 | Simplifying 6954 yields: % 128.03/82.69 | (6955) e14 = e11 % 128.03/82.69 | % 128.03/82.69 | Equations (6955) can reduce 1845 to: % 128.03/82.69 | (1975) $false % 128.03/82.69 | % 128.03/82.69 |-The branch is then unsatisfiable % 128.03/82.69 |-Branch two: % 128.03/82.69 | (6469) ~ (all_0_749_749 = e11) % 128.03/82.69 | (6946) all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (6946), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (6629) all_0_756_756 = e11 % 128.03/82.69 | % 128.03/82.69 | Equations (6629) can reduce 4802 to: % 128.03/82.69 | (6473) ~ (e16 = e11) % 128.03/82.69 | % 128.03/82.69 | Simplifying 6473 yields: % 128.03/82.69 | (1279) ~ (e16 = e11) % 128.03/82.69 | % 128.03/82.69 | Equations (6629) can reduce 4791 to: % 128.03/82.69 | (1026) ~ (e11 = e10) % 128.03/82.69 | % 128.03/82.69 +-Applying beta-rule and splitting (854), into two cases. % 128.03/82.69 |-Branch one: % 128.03/82.69 | (8564) all_0_736_736 = e13 % 128.03/82.69 | % 128.03/82.70 | Combining equations (8564,4779) yields a new equation: % 128.03/82.70 | (6857) e13 = e10 % 128.03/82.70 | % 128.03/82.70 | Simplifying 6857 yields: % 128.03/82.70 | (6858) e13 = e10 % 128.03/82.70 | % 128.03/82.70 | Equations (6858) can reduce 473 to: % 128.03/82.70 | (1975) $false % 128.03/82.70 | % 128.03/82.70 |-The branch is then unsatisfiable % 128.03/82.70 |-Branch two: % 128.03/82.70 | (8568) ~ (all_0_736_736 = e13) % 128.03/82.70 | (8569) all_0_742_742 = e13 | all_0_749_749 = e13 | all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (4742), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (6441) all_0_750_750 = e14 % 128.03/82.70 | % 128.03/82.70 | Equations (6441) can reduce 6447 to: % 128.03/82.70 | (1975) $false % 128.03/82.70 | % 128.03/82.70 |-The branch is then unsatisfiable % 128.03/82.70 |-Branch two: % 128.03/82.70 | (6447) ~ (all_0_750_750 = e14) % 128.03/82.70 | (6529) all_0_769_769 = e14 % 128.03/82.70 | % 128.03/82.70 | Equations (6529) can reduce 779 to: % 128.03/82.70 | (7174) ~ (all_0_774_774 = e14) % 128.03/82.70 | % 128.03/82.70 | Simplifying 7174 yields: % 128.03/82.70 | (7175) ~ (all_0_774_774 = e14) % 128.03/82.70 | % 128.03/82.70 | Equations (6529) can reduce 1350 to: % 128.03/82.70 | (35) ~ (e14 = e10) % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (8569), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (8577) all_0_742_742 = e13 % 128.03/82.70 | % 128.03/82.70 | Equations (8577) can reduce 8466 to: % 128.03/82.70 | (6558) ~ (e14 = e13) % 128.03/82.70 | % 128.03/82.70 | Simplifying 6558 yields: % 128.03/82.70 | (218) ~ (e14 = e13) % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (299), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (7728) all_0_741_741 = e14 % 128.03/82.70 | % 128.03/82.70 | Equations (7728) can reduce 1721 to: % 128.03/82.70 | (1845) ~ (e14 = e11) % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (4748), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (6448) all_0_750_750 = e13 % 128.03/82.70 | % 128.03/82.70 | Equations (6448) can reduce 235 to: % 128.03/82.70 | (1041) ~ (e13 = e11) % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (8553), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (6736) all_0_764_764 = e11 % 128.03/82.70 | % 128.03/82.70 | Combining equations (6736,6728) yields a new equation: % 128.03/82.70 | (6673) e13 = e11 % 128.03/82.70 | % 128.03/82.70 | Equations (6673) can reduce 1041 to: % 128.03/82.70 | (1975) $false % 128.03/82.70 | % 128.03/82.70 |-The branch is then unsatisfiable % 128.03/82.70 |-Branch two: % 128.03/82.70 | (6792) ~ (all_0_764_764 = e11) % 128.03/82.70 | (8588) all_0_765_765 = e11 | all_0_766_766 = e11 | all_0_767_767 = e11 % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (8588), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (6766) all_0_765_765 = e11 % 128.03/82.70 | % 128.03/82.70 | Combining equations (7681,6766) yields a new equation: % 128.03/82.70 | (6954) e14 = e11 % 128.03/82.70 | % 128.03/82.70 | Simplifying 6954 yields: % 128.03/82.70 | (6955) e14 = e11 % 128.03/82.70 | % 128.03/82.70 | Equations (6955) can reduce 1845 to: % 128.03/82.70 | (1975) $false % 128.03/82.70 | % 128.03/82.70 |-The branch is then unsatisfiable % 128.03/82.70 |-Branch two: % 128.03/82.70 | (6738) ~ (all_0_765_765 = e11) % 128.03/82.70 | (8594) all_0_766_766 = e11 | all_0_767_767 = e11 % 128.03/82.70 | % 128.03/82.70 +-Applying beta-rule and splitting (8594), into two cases. % 128.03/82.70 |-Branch one: % 128.03/82.70 | (8294) all_0_766_766 = e11 % 128.03/82.70 | % 128.03/82.70 | Combining equations (6460,8294) yields a new equation: % 128.03/82.70 | (6652) e16 = e11 % 128.03/82.70 | % 128.03/82.70 | Simplifying 6652 yields: % 128.03/82.70 | (4708) e16 = e11 % 128.03/82.70 | % 128.03/82.70 | Equations (4708) can reduce 1279 to: % 128.03/82.70 | (1975) $false % 128.03/82.70 | % 128.03/82.70 |-The branch is then unsatisfiable % 128.03/82.70 |-Branch two: % 128.03/82.70 | (8599) ~ (all_0_766_766 = e11) % 128.03/82.70 | (8600) all_0_767_767 = e11 % 128.03/82.70 | % 128.03/82.70 | Combining equations (6790,8600) yields a new equation: % 128.03/82.70 | (6781) e11 = e10 % 128.03/82.70 | % 128.03/82.70 | Equations (6781) can reduce 1026 to: % 128.03/82.70 | (1975) $false % 128.03/82.70 | % 128.03/82.70 |-The branch is then unsatisfiable % 128.03/82.70 |-Branch two: % 128.03/82.70 | (6439) ~ (all_0_750_750 = e13) % 128.03/82.70 | (6438) all_0_769_769 = e13 % 128.03/82.71 | % 128.03/82.71 | Combining equations (6529,6438) yields a new equation: % 128.03/82.71 | (6664) e14 = e13 % 128.03/82.71 | % 128.03/82.71 | Simplifying 6664 yields: % 128.03/82.71 | (6401) e14 = e13 % 128.03/82.71 | % 128.03/82.71 | Equations (6401) can reduce 218 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (8079) ~ (all_0_741_741 = e14) % 128.03/82.71 | (8080) all_0_748_748 = e14 | all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 128.03/82.71 | % 128.03/82.71 +-Applying beta-rule and splitting (8080), into two cases. % 128.03/82.71 |-Branch one: % 128.03/82.71 | (8081) all_0_748_748 = e14 % 128.03/82.71 | % 128.03/82.71 | Equations (8081) can reduce 7225 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (7225) ~ (all_0_748_748 = e14) % 128.03/82.71 | (8085) all_0_755_755 = e14 | all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 128.03/82.71 | % 128.03/82.71 +-Applying beta-rule and splitting (8085), into two cases. % 128.03/82.71 |-Branch one: % 128.03/82.71 | (8086) all_0_755_755 = e14 % 128.03/82.71 | % 128.03/82.71 | Equations (8086) can reduce 8090 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (8090) ~ (all_0_755_755 = e14) % 128.03/82.71 | (8091) all_0_761_761 = e14 | all_0_767_767 = e14 | all_0_774_774 = e14 % 128.03/82.71 | % 128.03/82.71 +-Applying beta-rule and splitting (8091), into two cases. % 128.03/82.71 |-Branch one: % 128.03/82.71 | (8092) all_0_761_761 = e14 % 128.03/82.71 | % 128.03/82.71 | Equations (8092) can reduce 8095 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (8095) ~ (all_0_761_761 = e14) % 128.03/82.71 | (8096) all_0_767_767 = e14 | all_0_774_774 = e14 % 128.03/82.71 | % 128.03/82.71 +-Applying beta-rule and splitting (8096), into two cases. % 128.03/82.71 |-Branch one: % 128.03/82.71 | (8097) all_0_767_767 = e14 % 128.03/82.71 | % 128.03/82.71 | Combining equations (6790,8097) yields a new equation: % 128.03/82.71 | (6701) e14 = e10 % 128.03/82.71 | % 128.03/82.71 | Equations (6701) can reduce 35 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (8100) ~ (all_0_767_767 = e14) % 128.03/82.71 | (7541) all_0_774_774 = e14 % 128.03/82.71 | % 128.03/82.71 | Equations (7541) can reduce 7175 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (8628) ~ (all_0_742_742 = e13) % 128.03/82.71 | (8629) all_0_749_749 = e13 | all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 128.03/82.71 | % 128.03/82.71 +-Applying beta-rule and splitting (8629), into two cases. % 128.03/82.71 |-Branch one: % 128.03/82.71 | (8630) all_0_749_749 = e13 % 128.03/82.71 | % 128.03/82.71 | Combining equations (8630,6497) yields a new equation: % 128.03/82.71 | (6401) e14 = e13 % 128.03/82.71 | % 128.03/82.71 | Equations (6401) can reduce 218 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.71 | (6491) ~ (all_0_749_749 = e13) % 128.03/82.71 | (8634) all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 128.03/82.71 | % 128.03/82.71 +-Applying beta-rule and splitting (8634), into two cases. % 128.03/82.71 |-Branch one: % 128.03/82.71 | (7202) all_0_756_756 = e13 % 128.03/82.71 | % 128.03/82.71 | Combining equations (7202,6629) yields a new equation: % 128.03/82.71 | (6672) e13 = e11 % 128.03/82.71 | % 128.03/82.71 | Simplifying 6672 yields: % 128.03/82.71 | (6673) e13 = e11 % 128.03/82.71 | % 128.03/82.71 | Equations (6673) can reduce 1041 to: % 128.03/82.71 | (1975) $false % 128.03/82.71 | % 128.03/82.71 |-The branch is then unsatisfiable % 128.03/82.71 |-Branch two: % 128.03/82.72 | (7138) ~ (all_0_756_756 = e13) % 128.03/82.72 | (8640) all_0_762_762 = e13 | all_0_768_768 = e13 % 128.03/82.72 | % 128.03/82.72 +-Applying beta-rule and splitting (8640), into two cases. % 128.03/82.72 |-Branch one: % 128.03/82.72 | (6489) all_0_762_762 = e13 % 128.03/82.72 | % 128.03/82.72 | Equations (6489) can reduce 6984 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (6984) ~ (all_0_762_762 = e13) % 128.03/82.72 | (6636) all_0_768_768 = e13 % 128.03/82.72 | % 128.03/82.72 | Combining equations (4799,6636) yields a new equation: % 128.03/82.72 | (4744) e16 = e13 % 128.03/82.72 | % 128.03/82.72 | Simplifying 4744 yields: % 128.03/82.72 | (4745) e16 = e13 % 128.03/82.72 | % 128.03/82.72 | Equations (4745) can reduce 1493 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (6633) ~ (all_0_756_756 = e11) % 128.03/82.72 | (6952) all_0_762_762 = e11 | all_0_768_768 = e11 % 128.03/82.72 | % 128.03/82.72 +-Applying beta-rule and splitting (6952), into two cases. % 128.03/82.72 |-Branch one: % 128.03/82.72 | (6953) all_0_762_762 = e11 % 128.03/82.72 | % 128.03/82.72 | Equations (6953) can reduce 6957 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (6957) ~ (all_0_762_762 = e11) % 128.03/82.72 | (6933) all_0_768_768 = e11 % 128.03/82.72 | % 128.03/82.72 | Combining equations (4799,6933) yields a new equation: % 128.03/82.72 | (6652) e16 = e11 % 128.03/82.72 | % 128.03/82.72 | Simplifying 6652 yields: % 128.03/82.72 | (4708) e16 = e11 % 128.03/82.72 | % 128.03/82.72 | Equations (4708) can reduce 1279 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (8503) ~ (all_0_749_749 = e14) % 128.03/82.72 | (8504) all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 128.03/82.72 | % 128.03/82.72 +-Applying beta-rule and splitting (8504), into two cases. % 128.03/82.72 |-Branch one: % 128.03/82.72 | (7198) all_0_756_756 = e14 % 128.03/82.72 | % 128.03/82.72 | Equations (7198) can reduce 7160 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (7160) ~ (all_0_756_756 = e14) % 128.03/82.72 | (8508) all_0_762_762 = e14 | all_0_768_768 = e14 % 128.03/82.72 | % 128.03/82.72 +-Applying beta-rule and splitting (8508), into two cases. % 128.03/82.72 |-Branch one: % 128.03/82.72 | (6561) all_0_762_762 = e14 % 128.03/82.72 | % 128.03/82.72 | Equations (6561) can reduce 6564 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (6564) ~ (all_0_762_762 = e14) % 128.03/82.72 | (8513) all_0_768_768 = e14 % 128.03/82.72 | % 128.03/82.72 | Combining equations (8513,4799) yields a new equation: % 128.03/82.72 | (4739) e16 = e14 % 128.03/82.72 | % 128.03/82.72 | Equations (4739) can reduce 179 to: % 128.03/82.72 | (1975) $false % 128.03/82.72 | % 128.03/82.72 |-The branch is then unsatisfiable % 128.03/82.72 |-Branch two: % 128.03/82.72 | (8285) ~ (all_0_744_744 = e14) % 128.03/82.73 | (8286) all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 % 128.03/82.73 | % 128.03/82.73 +-Applying beta-rule and splitting (8286), into two cases. % 128.03/82.73 |-Branch one: % 128.03/82.73 | (8170) all_0_752_752 = e13 % 128.03/82.73 | % 128.03/82.73 | Equations (8170) can reduce 7189 to: % 128.03/82.73 | (1975) $false % 128.03/82.73 | % 128.03/82.73 |-The branch is then unsatisfiable % 128.03/82.73 |-Branch two: % 128.03/82.73 | (7189) ~ (all_0_752_752 = e13) % 128.03/82.73 | (8290) all_0_759_759 = e12 | all_0_766_766 = e11 % 128.03/82.73 | % 128.03/82.73 +-Applying beta-rule and splitting (8290), into two cases. % 128.03/82.73 |-Branch one: % 128.03/82.73 | (8291) all_0_759_759 = e12 % 128.03/82.73 | % 128.03/82.73 | Equations (8291) can reduce 4846 to: % 128.03/82.73 | (1975) $false % 128.03/82.73 | % 128.03/82.73 |-The branch is then unsatisfiable % 128.03/82.73 |-Branch two: % 128.03/82.73 | (4846) ~ (all_0_759_759 = e12) % 128.03/82.73 | (8294) all_0_766_766 = e11 % 128.03/82.73 | % 128.03/82.73 | Combining equations (6460,8294) yields a new equation: % 128.03/82.73 | (6652) e16 = e11 % 128.03/82.73 | % 128.03/82.73 | Simplifying 6652 yields: % 128.03/82.73 | (4708) e16 = e11 % 128.03/82.73 | % 128.03/82.73 | Equations (4708) can reduce 1279 to: % 128.03/82.73 | (1975) $false % 128.03/82.73 | % 128.03/82.73 |-The branch is then unsatisfiable % 128.03/82.73 |-Branch two: % 128.03/82.73 | (6555) ~ (all_0_764_764 = e13) % 128.03/82.73 | (8683) all_0_765_765 = e13 | all_0_767_767 = e13 % 128.03/82.73 | % 128.03/82.73 +-Applying beta-rule and splitting (8683), into two cases. % 128.03/82.73 |-Branch one: % 128.03/82.73 | (8684) all_0_765_765 = e13 % 128.03/82.73 | % 128.03/82.73 | Combining equations (7681,8684) yields a new equation: % 128.03/82.73 | (6664) e14 = e13 % 128.03/82.73 | % 128.03/82.73 | Simplifying 6664 yields: % 128.03/82.73 | (6401) e14 = e13 % 128.03/82.73 | % 128.03/82.73 | Equations (6401) can reduce 218 to: % 128.03/82.73 | (1975) $false % 128.03/82.73 | % 128.03/82.73 |-The branch is then unsatisfiable % 128.03/82.73 |-Branch two: % 128.03/82.73 | (7340) ~ (all_0_765_765 = e13) % 128.03/82.73 | (6870) all_0_767_767 = e13 % 128.03/82.73 | % 128.03/82.73 | Combining equations (6790,6870) yields a new equation: % 128.03/82.73 | (6858) e13 = e10 % 128.03/82.73 | % 128.03/82.73 | Equations (6858) can reduce 473 to: % 128.03/82.73 | (1975) $false % 128.03/82.73 | % 128.03/82.73 |-The branch is then unsatisfiable % 128.03/82.73 |-Branch two: % 128.03/82.73 | (8157) ~ (all_0_765_765 = e14) % 128.03/82.73 | (8693) all_0_766_766 = e14 | all_0_767_767 = e14 % 128.03/82.73 | % 128.03/82.73 +-Applying beta-rule and splitting (8693), into two cases. % 128.03/82.73 |-Branch one: % 128.03/82.73 | (8694) all_0_766_766 = e14 % 128.03/82.73 | % 128.03/82.73 | Combining equations (6460,8694) yields a new equation: % 128.03/82.73 | (4738) e16 = e14 % 128.03/82.73 | % 128.03/82.73 | Simplifying 4738 yields: % 128.03/82.73 | (4739) e16 = e14 % 128.03/82.73 | % 128.03/82.73 | Equations (4739) can reduce 179 to: % 128.03/82.73 | (1975) $false % 128.03/82.73 | % 128.03/82.73 |-The branch is then unsatisfiable % 128.03/82.73 |-Branch two: % 128.03/82.73 | (8698) ~ (all_0_766_766 = e14) % 128.03/82.73 | (8097) all_0_767_767 = e14 % 128.03/82.73 | % 128.03/82.74 | Combining equations (8097,6790) yields a new equation: % 128.03/82.74 | (8700) e14 = e10 % 128.03/82.74 | % 128.03/82.74 | Simplifying 8700 yields: % 128.03/82.74 | (6701) e14 = e10 % 128.03/82.74 | % 128.03/82.74 | Equations (6701) can reduce 35 to: % 128.03/82.74 | (1975) $false % 128.03/82.74 | % 128.03/82.74 |-The branch is then unsatisfiable % 128.03/82.74 |-Branch two: % 128.03/82.74 | (8055) ~ (all_0_773_773 = e10) % 128.03/82.74 | (8056) all_0_773_773 = e15 | all_0_773_773 = e14 | all_0_773_773 = e12 | all_0_773_773 = e11 % 128.03/82.74 | % 128.03/82.74 +-Applying beta-rule and splitting (8056), into two cases. % 128.03/82.74 |-Branch one: % 128.03/82.74 | (8705) all_0_773_773 = e14 % 128.03/82.74 | % 128.03/82.74 | Equations (8705) can reduce 8361 to: % 128.03/82.74 | (1975) $false % 128.03/82.74 | % 128.03/82.74 |-The branch is then unsatisfiable % 128.03/82.74 |-Branch two: % 128.03/82.74 | (8361) ~ (all_0_773_773 = e14) % 128.03/82.74 | (8708) all_0_773_773 = e15 | all_0_773_773 = e12 | all_0_773_773 = e11 % 128.03/82.74 | % 128.03/82.74 +-Applying beta-rule and splitting (8708), into two cases. % 128.03/82.74 |-Branch one: % 128.03/82.74 | (8709) all_0_773_773 = e12 % 128.03/82.74 | % 128.03/82.74 | Equations (8709) can reduce 8353 to: % 128.03/82.74 | (1975) $false % 128.03/82.74 | % 128.03/82.74 |-The branch is then unsatisfiable % 128.03/82.74 |-Branch two: % 128.03/82.74 | (8353) ~ (all_0_773_773 = e12) % 128.03/82.74 | (8712) all_0_773_773 = e15 | all_0_773_773 = e11 % 128.03/82.74 | % 128.03/82.74 +-Applying beta-rule and splitting (8712), into two cases. % 128.03/82.74 |-Branch one: % 128.03/82.74 | (8713) all_0_773_773 = e11 % 128.03/82.74 | % 128.03/82.74 | Equations (8713) can reduce 7107 to: % 128.03/82.74 | (1975) $false % 128.03/82.74 | % 128.03/82.74 |-The branch is then unsatisfiable % 128.03/82.74 |-Branch two: % 128.03/82.74 | (7107) ~ (all_0_773_773 = e11) % 128.03/82.74 | (8716) all_0_773_773 = e15 % 128.03/82.74 | % 128.03/82.74 | Equations (8716) can reduce 8368 to: % 128.03/82.74 | (1975) $false % 128.03/82.74 | % 128.03/82.74 |-The branch is then unsatisfiable % 128.03/82.74 |-Branch two: % 128.03/82.74 | (8104) ~ (all_0_740_740 = e12) % 128.03/82.74 | (8105) all_0_747_747 = e12 | all_0_754_754 = e12 | all_0_760_760 = e12 | all_0_773_773 = e12 % 128.03/82.74 | % 128.03/82.74 +-Applying beta-rule and splitting (6404), into two cases. % 128.03/82.74 |-Branch one: % 128.03/82.74 | (7537) all_0_740_740 = e10 % 128.03/82.74 | % 128.03/82.74 | Equations (7537) can reduce 4785 to: % 128.03/82.74 | (1975) $false % 128.03/82.74 | % 128.03/82.74 |-The branch is then unsatisfiable % 128.03/82.74 |-Branch two: % 128.03/82.74 | (4785) ~ (all_0_740_740 = e10) % 128.03/82.74 | (7540) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 % 128.03/82.74 | % 128.03/82.74 +-Applying beta-rule and splitting (7540), into two cases. % 128.03/82.74 |-Branch one: % 128.03/82.74 | (8496) all_0_740_740 = e14 % 128.03/82.74 | % 128.03/82.74 | Equations (8496) can reduce 296 to: % 128.03/82.74 | (8725) ~ (all_0_747_747 = e14) % 128.03/82.74 | % 128.03/82.74 | Simplifying 8725 yields: % 128.03/82.74 | (8356) ~ (all_0_747_747 = e14) % 128.03/82.74 | % 128.03/82.74 | From (8496) and (4876) follows: % 128.03/82.74 | (8727) op1(e14, e11) = e14 % 128.03/82.74 | % 128.03/82.74 | Instantiating formula (1768) with e14, e11, e14, all_0_747_747 and discharging atoms op1(e14, e11) = all_0_747_747, op1(e14, e11) = e14, yields: % 128.03/82.75 | (8728) all_0_747_747 = e14 % 128.03/82.75 | % 128.03/82.75 | Equations (8728) can reduce 8356 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (7381) ~ (all_0_740_740 = e14) % 128.03/82.75 | (8731) all_0_740_740 = e15 | all_0_740_740 = e12 % 128.03/82.75 | % 128.03/82.75 +-Applying beta-rule and splitting (8731), into two cases. % 128.03/82.75 |-Branch one: % 128.03/82.75 | (7716) all_0_740_740 = e12 % 128.03/82.75 | % 128.03/82.75 | Equations (7716) can reduce 8104 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (8104) ~ (all_0_740_740 = e12) % 128.03/82.75 | (8185) all_0_740_740 = e15 % 128.03/82.75 | % 128.03/82.75 | Equations (8185) can reduce 7495 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (7004) ~ (all_0_766_766 = e16) % 128.03/82.75 | (7005) all_0_766_766 = e15 | all_0_766_766 = e14 | all_0_766_766 = e11 | all_0_766_766 = e10 % 128.03/82.75 | % 128.03/82.75 +-Applying beta-rule and splitting (1092), into two cases. % 128.03/82.75 |-Branch one: % 128.03/82.75 | (6375) all_0_762_762 = e16 % 128.03/82.75 | % 128.03/82.75 | Equations (6375) can reduce 4803 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (4803) ~ (all_0_762_762 = e16) % 128.03/82.75 | (6428) all_0_763_763 = e16 | all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 128.03/82.75 | % 128.03/82.75 +-Applying beta-rule and splitting (225), into two cases. % 128.03/82.75 |-Branch one: % 128.03/82.75 | (6417) all_0_764_764 = e16 % 128.03/82.75 | % 128.03/82.75 | From (6417) and (878) follows: % 128.03/82.75 | (6418) op1(e16, e11) = all_0_711_711 % 128.03/82.75 | % 128.03/82.75 | Instantiating formula (1768) with e16, e11, all_0_711_711, e13 and discharging atoms op1(e16, e11) = all_0_711_711, op1(e16, e11) = e13, yields: % 128.03/82.75 | (6419) all_0_711_711 = e13 % 128.03/82.75 | % 128.03/82.75 | From (6419) and (676) follows: % 128.03/82.75 | (6420) op1(e13, e11) = e13 % 128.03/82.75 | % 128.03/82.75 | Instantiating formula (1768) with e13, e11, e13, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e13, yields: % 128.03/82.75 | (6421) all_0_754_754 = e13 % 128.03/82.75 | % 128.03/82.75 | Equations (6421) can reduce 46 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (6423) ~ (all_0_764_764 = e16) % 128.03/82.75 | (6424) all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 | all_0_764_764 = e10 % 128.03/82.75 | % 128.03/82.75 +-Applying beta-rule and splitting (6428), into two cases. % 128.03/82.75 |-Branch one: % 128.03/82.75 | (7006) all_0_763_763 = e16 % 128.03/82.75 | % 128.03/82.75 | Combining equations (4857,7006) yields a new equation: % 128.03/82.75 | (4696) e16 = e15 % 128.03/82.75 | % 128.03/82.75 | Equations (4696) can reduce 1134 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (7009) ~ (all_0_763_763 = e16) % 128.03/82.75 | (7010) all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 128.03/82.75 | % 128.03/82.75 +-Applying beta-rule and splitting (7010), into two cases. % 128.03/82.75 |-Branch one: % 128.03/82.75 | (6417) all_0_764_764 = e16 % 128.03/82.75 | % 128.03/82.75 | Equations (6417) can reduce 6423 to: % 128.03/82.75 | (1975) $false % 128.03/82.75 | % 128.03/82.75 |-The branch is then unsatisfiable % 128.03/82.75 |-Branch two: % 128.03/82.75 | (6423) ~ (all_0_764_764 = e16) % 128.03/82.75 | (7014) all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 128.03/82.75 | % 128.03/82.75 +-Applying beta-rule and splitting (7014), into two cases. % 128.03/82.75 |-Branch one: % 128.03/82.75 | (7015) all_0_765_765 = e16 % 128.03/82.75 | % 128.03/82.75 | Equations (7015) can reduce 911 to: % 128.03/82.76 | (7017) ~ (all_0_766_766 = e16) % 128.03/82.76 | % 128.03/82.76 | Simplifying 7017 yields: % 128.03/82.76 | (7004) ~ (all_0_766_766 = e16) % 128.03/82.76 | % 128.03/82.76 | Equations (7015) can reduce 1481 to: % 128.03/82.76 | (1569) ~ (e16 = e12) % 128.03/82.76 | % 128.03/82.76 | From (7015) and (999) follows: % 128.03/82.76 | (7020) op1(e16, e11) = all_0_718_718 % 128.03/82.76 | % 128.03/82.76 | Instantiating formula (1768) with e16, e11, all_0_718_718, e13 and discharging atoms op1(e16, e11) = all_0_718_718, op1(e16, e11) = e13, yields: % 128.03/82.76 | (7024) all_0_718_718 = e13 % 128.03/82.76 | % 128.03/82.76 | From (7024) and (997) follows: % 128.03/82.76 | (7026) op1(e13, e11) = e12 % 128.03/82.76 | % 128.03/82.76 | From (7024) and (7020) follows: % 128.03/82.76 | (1835) op1(e16, e11) = e13 % 128.03/82.76 | % 128.03/82.76 | Instantiating formula (1768) with e13, e11, e12, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e12, yields: % 128.36/82.76 | (6830) all_0_754_754 = e12 % 128.36/82.76 | % 128.36/82.76 +-Applying beta-rule and splitting (570), into two cases. % 128.36/82.76 |-Branch one: % 128.36/82.76 | (6399) all_0_740_740 = e16 % 128.36/82.76 | % 128.36/82.76 | From (6399) and (4876) follows: % 128.36/82.76 | (6400) op1(e16, e11) = e14 % 128.36/82.76 | % 128.36/82.76 | Instantiating formula (1768) with e16, e11, e14, e13 and discharging atoms op1(e16, e11) = e14, op1(e16, e11) = e13, yields: % 128.36/82.76 | (6401) e14 = e13 % 128.36/82.76 | % 128.36/82.76 | Equations (6401) can reduce 218 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (6403) ~ (all_0_740_740 = e16) % 128.36/82.76 | (6404) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 128.36/82.76 | % 128.36/82.76 +-Applying beta-rule and splitting (759), into two cases. % 128.36/82.76 |-Branch one: % 128.36/82.76 | (6399) all_0_740_740 = e16 % 128.36/82.76 | % 128.36/82.76 | Equations (6399) can reduce 6403 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (6403) ~ (all_0_740_740 = e16) % 128.36/82.76 | (6408) all_0_747_747 = e16 | all_0_754_754 = e16 | all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 128.36/82.76 | % 128.36/82.76 +-Applying beta-rule and splitting (6408), into two cases. % 128.36/82.76 |-Branch one: % 128.36/82.76 | (7033) all_0_747_747 = e16 % 128.36/82.76 | % 128.36/82.76 | Equations (7033) can reduce 4723 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (4723) ~ (all_0_747_747 = e16) % 128.36/82.76 | (7036) all_0_754_754 = e16 | all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 128.36/82.76 | % 128.36/82.76 +-Applying beta-rule and splitting (7036), into two cases. % 128.36/82.76 |-Branch one: % 128.36/82.76 | (6878) all_0_754_754 = e16 % 128.36/82.76 | % 128.36/82.76 | Combining equations (6830,6878) yields a new equation: % 128.36/82.76 | (6569) e16 = e12 % 128.36/82.76 | % 128.36/82.76 | Equations (6569) can reduce 1569 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (6461) ~ (all_0_754_754 = e16) % 128.36/82.76 | (7041) all_0_760_760 = e16 | all_0_766_766 = e16 | all_0_773_773 = e16 % 128.36/82.76 | % 128.36/82.76 +-Applying beta-rule and splitting (7041), into two cases. % 128.36/82.76 |-Branch one: % 128.36/82.76 | (6477) all_0_760_760 = e16 % 128.36/82.76 | % 128.36/82.76 | From (6477) and (1623) follows: % 128.36/82.76 | (7043) op1(e16, e11) = e15 % 128.36/82.76 | % 128.36/82.76 | Instantiating formula (1768) with e16, e11, e15, e13 and discharging atoms op1(e16, e11) = e15, op1(e16, e11) = e13, yields: % 128.36/82.76 | (4678) e15 = e13 % 128.36/82.76 | % 128.36/82.76 | Equations (4678) can reduce 1483 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (6462) ~ (all_0_760_760 = e16) % 128.36/82.76 | (7047) all_0_766_766 = e16 | all_0_773_773 = e16 % 128.36/82.76 | % 128.36/82.76 +-Applying beta-rule and splitting (7047), into two cases. % 128.36/82.76 |-Branch one: % 128.36/82.76 | (6460) all_0_766_766 = e16 % 128.36/82.76 | % 128.36/82.76 | Equations (6460) can reduce 7004 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (7004) ~ (all_0_766_766 = e16) % 128.36/82.76 | (7051) all_0_773_773 = e16 % 128.36/82.76 | % 128.36/82.76 | Equations (7051) can reduce 4809 to: % 128.36/82.76 | (1975) $false % 128.36/82.76 | % 128.36/82.76 |-The branch is then unsatisfiable % 128.36/82.76 |-Branch two: % 128.36/82.76 | (7073) ~ (all_0_765_765 = e16) % 128.36/82.76 | (7074) all_0_766_766 = e16 | all_0_767_767 = e16 % 128.36/82.76 | % 128.36/82.77 +-Applying beta-rule and splitting (7074), into two cases. % 128.36/82.77 |-Branch one: % 128.36/82.77 | (6460) all_0_766_766 = e16 % 128.36/82.77 | % 128.36/82.77 | Equations (6460) can reduce 7004 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (7004) ~ (all_0_766_766 = e16) % 128.36/82.77 | (6409) all_0_767_767 = e16 % 128.36/82.77 | % 128.36/82.77 | Equations (6409) can reduce 4772 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (3865) ~ (all_0_667_667 = e22) % 128.36/82.77 | (8807) all_0_673_673 = e22 | all_0_686_686 = e22 % 128.36/82.77 | % 128.36/82.77 +-Applying beta-rule and splitting (5979), into two cases. % 128.36/82.77 |-Branch one: % 128.36/82.77 | (5995) all_0_675_675 = e24 % 128.36/82.77 | % 128.36/82.77 | Equations (5995) can reduce 5386 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (5386) ~ (all_0_675_675 = e24) % 128.36/82.77 | (5998) all_0_675_675 = e23 | all_0_675_675 = e22 % 128.36/82.77 | % 128.36/82.77 +-Applying beta-rule and splitting (5998), into two cases. % 128.36/82.77 |-Branch one: % 128.36/82.77 | (4031) all_0_675_675 = e22 % 128.36/82.77 | % 128.36/82.77 | Equations (4031) can reduce 3530 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (3530) ~ (all_0_675_675 = e22) % 128.36/82.77 | (3913) all_0_675_675 = e23 % 128.36/82.77 | % 128.36/82.77 | Equations (3913) can reduce 3530 to: % 128.36/82.77 | (894) ~ (e23 = e22) % 128.36/82.77 | % 128.36/82.77 +-Applying beta-rule and splitting (3927), into two cases. % 128.36/82.77 |-Branch one: % 128.36/82.77 | (3888) all_0_667_667 = e22 % 128.36/82.77 | % 128.36/82.77 | Equations (3888) can reduce 3865 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (3865) ~ (all_0_667_667 = e22) % 128.36/82.77 | (3933) all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 128.36/82.77 | % 128.36/82.77 +-Applying beta-rule and splitting (3933), into two cases. % 128.36/82.77 |-Branch one: % 128.36/82.77 | (3512) all_0_668_668 = e22 % 128.36/82.77 | % 128.36/82.77 | Combining equations (3982,3512) yields a new equation: % 128.36/82.77 | (3065) e22 = e20 % 128.36/82.77 | % 128.36/82.77 | Equations (3065) can reduce 959 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (3516) ~ (all_0_668_668 = e22) % 128.36/82.77 | (3939) all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 128.36/82.77 | % 128.36/82.77 | Equations (3982) can reduce 3516 to: % 128.36/82.77 | (3361) ~ (e22 = e20) % 128.36/82.77 | % 128.36/82.77 | Simplifying 3361 yields: % 128.36/82.77 | (959) ~ (e22 = e20) % 128.36/82.77 | % 128.36/82.77 +-Applying beta-rule and splitting (8807), into two cases. % 128.36/82.77 |-Branch one: % 128.36/82.77 | (8828) all_0_673_673 = e22 % 128.36/82.77 | % 128.36/82.77 | Combining equations (8828,5894) yields a new equation: % 128.36/82.77 | (3826) e22 = e20 % 128.36/82.77 | % 128.36/82.77 | Simplifying 3826 yields: % 128.36/82.77 | (3065) e22 = e20 % 128.36/82.77 | % 128.36/82.77 | Equations (3065) can reduce 959 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.77 |-Branch two: % 128.36/82.77 | (5256) ~ (all_0_673_673 = e22) % 128.36/82.77 | (3864) all_0_686_686 = e22 % 128.36/82.77 | % 128.36/82.77 | Combining equations (3864,5826) yields a new equation: % 128.36/82.77 | (3045) e23 = e22 % 128.36/82.77 | % 128.36/82.77 | Equations (3045) can reduce 894 to: % 128.36/82.77 | (1975) $false % 128.36/82.77 | % 128.36/82.77 |-The branch is then unsatisfiable % 128.36/82.78 |-Branch two: % 128.36/82.78 | (8836) ~ (all_0_674_674 = e26) % 128.36/82.78 | (8837) all_0_674_674 = e23 | all_0_674_674 = e22 % 128.36/82.78 | % 128.36/82.78 +-Applying beta-rule and splitting (1272), into two cases. % 128.36/82.78 |-Branch one: % 128.36/82.78 | (5968) all_0_675_675 = e21 % 128.36/82.78 | % 128.36/82.78 | Equations (5968) can reduce 5740 to: % 128.36/82.78 | (1975) $false % 128.36/82.78 | % 128.36/82.78 |-The branch is then unsatisfiable % 128.36/82.78 |-Branch two: % 128.36/82.78 | (5740) ~ (all_0_675_675 = e21) % 128.36/82.78 | (5971) all_0_675_675 = e26 | all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 | all_0_675_675 = e20 % 128.36/82.78 | % 128.36/82.78 +-Applying beta-rule and splitting (5971), into two cases. % 128.36/82.78 |-Branch one: % 128.36/82.78 | (3635) all_0_675_675 = e20 % 128.36/82.78 | % 128.36/82.78 | Equations (3635) can reduce 3775 to: % 128.36/82.78 | (1975) $false % 128.36/82.78 | % 128.36/82.78 |-The branch is then unsatisfiable % 128.36/82.78 |-Branch two: % 128.36/82.78 | (3775) ~ (all_0_675_675 = e20) % 128.36/82.78 | (5975) all_0_675_675 = e26 | all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 % 128.36/82.78 | % 128.36/82.78 +-Applying beta-rule and splitting (5975), into two cases. % 128.36/82.78 |-Branch one: % 128.36/82.78 | (5976) all_0_675_675 = e26 % 128.36/82.78 | % 128.36/82.78 | Equations (5976) can reduce 5960 to: % 128.36/82.78 | (1975) $false % 128.36/82.78 | % 128.36/82.78 |-The branch is then unsatisfiable % 128.36/82.78 |-Branch two: % 128.36/82.78 | (5960) ~ (all_0_675_675 = e26) % 128.36/82.78 | (5979) all_0_675_675 = e24 | all_0_675_675 = e23 | all_0_675_675 = e22 % 128.36/82.78 | % 128.36/82.78 +-Applying beta-rule and splitting (5979), into two cases. % 128.36/82.78 |-Branch one: % 128.36/82.78 | (5995) all_0_675_675 = e24 % 128.36/82.78 | % 128.36/82.78 | Equations (5995) can reduce 5386 to: % 128.36/82.78 | (1975) $false % 128.36/82.78 | % 128.36/82.78 |-The branch is then unsatisfiable % 128.36/82.78 |-Branch two: % 128.36/82.78 | (5386) ~ (all_0_675_675 = e24) % 128.36/82.78 | (5998) all_0_675_675 = e23 | all_0_675_675 = e22 % 128.36/82.78 | % 128.36/82.78 +-Applying beta-rule and splitting (5998), into two cases. % 128.36/82.78 |-Branch one: % 128.36/82.78 | (4031) all_0_675_675 = e22 % 128.36/82.78 | % 128.44/82.78 | Equations (4031) can reduce 3530 to: % 128.44/82.78 | (1975) $false % 128.44/82.78 | % 128.44/82.78 |-The branch is then unsatisfiable % 128.44/82.78 |-Branch two: % 128.44/82.78 | (3530) ~ (all_0_675_675 = e22) % 128.44/82.78 | (3913) all_0_675_675 = e23 % 128.44/82.78 | % 128.44/82.78 | Equations (3913) can reduce 527 to: % 128.44/82.78 | (5097) ~ (all_0_674_674 = e23) % 128.44/82.78 | % 128.44/82.78 +-Applying beta-rule and splitting (8837), into two cases. % 128.44/82.78 |-Branch one: % 128.44/82.78 | (3527) all_0_674_674 = e22 % 128.44/82.78 | % 128.44/82.78 | Equations (3527) can reduce 4038 to: % 128.44/82.78 | (1975) $false % 128.44/82.78 | % 128.44/82.78 |-The branch is then unsatisfiable % 128.44/82.78 |-Branch two: % 128.44/82.78 | (4038) ~ (all_0_674_674 = e22) % 128.44/82.78 | (8862) all_0_674_674 = e23 % 128.44/82.78 | % 128.44/82.78 | Equations (8862) can reduce 5097 to: % 128.44/82.78 | (1975) $false % 128.44/82.78 | % 128.44/82.78 |-The branch is then unsatisfiable % 128.44/82.78 |-Branch two: % 128.44/82.78 | (8864) ~ (all_0_669_669 = e26) % 128.44/82.78 | (8865) all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 % 128.44/82.78 | % 128.44/82.78 +-Applying beta-rule and splitting (872), into two cases. % 128.44/82.78 |-Branch one: % 128.44/82.78 | (3640) all_0_650_650 = e26 % 128.44/82.78 | % 128.44/82.78 | Combining equations (3640,3773) yields a new equation: % 128.44/82.78 | (2998) e26 = e22 % 128.44/82.78 | % 128.44/82.78 | Simplifying 2998 yields: % 128.44/82.78 | (2999) e26 = e22 % 128.44/82.78 | % 128.44/82.78 | Equations (2999) can reduce 792 to: % 128.44/82.78 | (1975) $false % 128.44/82.78 | % 128.44/82.78 |-The branch is then unsatisfiable % 128.44/82.78 |-Branch two: % 128.44/82.78 | (3772) ~ (all_0_650_650 = e26) % 128.44/82.78 | (8871) all_0_655_655 = e26 | all_0_662_662 = e26 | all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.44/82.78 | % 128.44/82.78 +-Applying beta-rule and splitting (8871), into two cases. % 128.44/82.78 |-Branch one: % 128.44/82.78 | (8872) all_0_655_655 = e26 % 128.44/82.78 | % 128.44/82.78 | Combining equations (8872,3073) yields a new equation: % 128.44/82.78 | (3667) e26 = e25 % 128.44/82.78 | % 128.44/82.78 | Simplifying 3667 yields: % 128.44/82.78 | (2110) e26 = e25 % 128.44/82.78 | % 128.44/82.78 | Equations (2110) can reduce 950 to: % 128.44/82.78 | (1975) $false % 128.44/82.78 | % 128.44/82.78 |-The branch is then unsatisfiable % 128.44/82.78 |-Branch two: % 128.44/82.78 | (4964) ~ (all_0_655_655 = e26) % 128.44/82.78 | (8877) all_0_662_662 = e26 | all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.44/82.78 | % 128.44/82.78 +-Applying beta-rule and splitting (8877), into two cases. % 128.44/82.78 |-Branch one: % 128.44/82.78 | (8878) all_0_662_662 = e26 % 128.44/82.78 | % 128.44/82.78 | Combining equations (8878,3594) yields a new equation: % 128.44/82.78 | (3437) e26 = e20 % 128.44/82.78 | % 128.44/82.78 | Simplifying 3437 yields: % 128.44/82.78 | (3438) e26 = e20 % 128.44/82.78 | % 128.44/82.78 | Equations (3438) can reduce 443 to: % 128.44/82.78 | (1975) $false % 128.44/82.78 | % 128.44/82.78 |-The branch is then unsatisfiable % 128.44/82.78 |-Branch two: % 128.44/82.78 | (3642) ~ (all_0_662_662 = e26) % 128.44/82.78 | (8883) all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.44/82.78 | % 128.44/82.78 +-Applying beta-rule and splitting (8883), into two cases. % 128.44/82.78 |-Branch one: % 128.44/82.78 | (5958) all_0_669_669 = e26 % 128.44/82.78 | % 128.44/82.79 | Equations (5958) can reduce 8864 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (8864) ~ (all_0_669_669 = e26) % 128.44/82.79 | (8887) all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.44/82.79 | % 128.44/82.79 +-Applying beta-rule and splitting (5953), into two cases. % 128.44/82.79 |-Branch one: % 128.44/82.79 | (5962) all_0_674_674 = e26 % 128.44/82.79 | % 128.44/82.79 | Equations (5962) can reduce 527 to: % 128.44/82.79 | (5959) ~ (all_0_675_675 = e26) % 128.44/82.79 | % 128.44/82.79 | Simplifying 5959 yields: % 128.44/82.79 | (5960) ~ (all_0_675_675 = e26) % 128.44/82.79 | % 128.44/82.79 | Equations (5962) can reduce 1753 to: % 128.44/82.79 | (1189) ~ (e26 = e24) % 128.44/82.79 | % 128.44/82.79 | Equations (5962) can reduce 2732 to: % 128.44/82.79 | (1656) ~ (e26 = e21) % 128.44/82.79 | % 128.44/82.79 +-Applying beta-rule and splitting (8887), into two cases. % 128.44/82.79 |-Branch one: % 128.44/82.79 | (5976) all_0_675_675 = e26 % 128.44/82.79 | % 128.44/82.79 | Equations (5976) can reduce 5960 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (5960) ~ (all_0_675_675 = e26) % 128.44/82.79 | (8896) all_0_681_681 = e26 | all_0_688_688 = e26 % 128.44/82.79 | % 128.44/82.79 +-Applying beta-rule and splitting (8896), into two cases. % 128.44/82.79 |-Branch one: % 128.44/82.79 | (3729) all_0_681_681 = e26 % 128.44/82.79 | % 128.44/82.79 | Combining equations (3729,3145) yields a new equation: % 128.44/82.79 | (3656) e26 = e24 % 128.44/82.79 | % 128.44/82.79 | Simplifying 3656 yields: % 128.44/82.79 | (2321) e26 = e24 % 128.44/82.79 | % 128.44/82.79 | Equations (2321) can reduce 1189 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (3679) ~ (all_0_681_681 = e26) % 128.44/82.79 | (8902) all_0_688_688 = e26 % 128.44/82.79 | % 128.44/82.79 | Combining equations (5738,8902) yields a new equation: % 128.44/82.79 | (1984) e26 = e21 % 128.44/82.79 | % 128.44/82.79 | Equations (1984) can reduce 1656 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (8836) ~ (all_0_674_674 = e26) % 128.44/82.79 | (8837) all_0_674_674 = e23 | all_0_674_674 = e22 % 128.44/82.79 | % 128.44/82.79 +-Applying beta-rule and splitting (8837), into two cases. % 128.44/82.79 |-Branch one: % 128.44/82.79 | (3527) all_0_674_674 = e22 % 128.44/82.79 | % 128.44/82.79 | Equations (3527) can reduce 4038 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (4038) ~ (all_0_674_674 = e22) % 128.44/82.79 | (8862) all_0_674_674 = e23 % 128.44/82.79 | % 128.44/82.79 | Equations (8862) can reduce 5097 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (3353) ~ (all_0_668_668 = e20) % 128.44/82.79 | (8913) all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 128.44/82.79 | % 128.44/82.79 +-Applying beta-rule and splitting (8913), into two cases. % 128.44/82.79 |-Branch one: % 128.44/82.79 | (3598) all_0_669_669 = e20 % 128.44/82.79 | % 128.44/82.79 | Equations (3598) can reduce 3354 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (3354) ~ (all_0_669_669 = e20) % 128.44/82.79 | (8917) all_0_670_670 = e20 | all_0_671_671 = e20 % 128.44/82.79 | % 128.44/82.79 +-Applying beta-rule and splitting (8917), into two cases. % 128.44/82.79 |-Branch one: % 128.44/82.79 | (3139) all_0_670_670 = e20 % 128.44/82.79 | % 128.44/82.79 | Combining equations (2391,3139) yields a new equation: % 128.44/82.79 | (3983) e21 = e20 % 128.44/82.79 | % 128.44/82.79 | Simplifying 3983 yields: % 128.44/82.79 | (2252) e21 = e20 % 128.44/82.79 | % 128.44/82.79 | Equations (2252) can reduce 360 to: % 128.44/82.79 | (1975) $false % 128.44/82.79 | % 128.44/82.79 |-The branch is then unsatisfiable % 128.44/82.79 |-Branch two: % 128.44/82.79 | (3128) ~ (all_0_670_670 = e20) % 128.44/82.79 | (8923) all_0_671_671 = e20 % 128.44/82.79 | % 128.44/82.80 | Combining equations (8923,3497) yields a new equation: % 128.44/82.80 | (3113) e25 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (3113) can reduce 239 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (8926) ~ (all_0_673_673 = e20) % 128.44/82.80 | (8927) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (1085), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (3442) all_0_672_672 = e20 % 128.44/82.80 | % 128.44/82.80 | Combining equations (3442,4058) yields a new equation: % 128.44/82.80 | (3065) e22 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (3065) can reduce 959 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (3446) ~ (all_0_672_672 = e20) % 128.44/82.80 | (8932) all_0_673_673 = e20 | all_0_674_674 = e20 | all_0_675_675 = e20 | all_0_676_676 = e20 | all_0_677_677 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (4058) can reduce 3446 to: % 128.44/82.80 | (959) ~ (e22 = e20) % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (1058), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (1988) all_0_649_649 = e22 % 128.44/82.80 | % 128.44/82.80 | Combining equations (1988,1949) yields a new equation: % 128.44/82.80 | (1989) e22 = e21 % 128.44/82.80 | % 128.44/82.80 | Simplifying 1989 yields: % 128.44/82.80 | (1990) e22 = e21 % 128.44/82.80 | % 128.44/82.80 | Equations (1990) can reduce 359 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (1992) ~ (all_0_649_649 = e22) % 128.44/82.80 | (5945) all_0_653_653 = e22 | all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 128.44/82.80 | % 128.44/82.80 | Equations (1949) can reduce 1992 to: % 128.44/82.80 | (1994) ~ (e22 = e21) % 128.44/82.80 | % 128.44/82.80 | Simplifying 1994 yields: % 128.44/82.80 | (359) ~ (e22 = e21) % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (3927), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (3888) all_0_667_667 = e22 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (576), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (3102) all_0_653_653 = e20 % 128.44/82.80 | % 128.44/82.80 | Combining equations (4958,3102) yields a new equation: % 128.44/82.80 | (3437) e26 = e20 % 128.44/82.80 | % 128.44/82.80 | Simplifying 3437 yields: % 128.44/82.80 | (3438) e26 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (3438) can reduce 443 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (3106) ~ (all_0_653_653 = e20) % 128.44/82.80 | (8948) all_0_660_660 = e20 | all_0_667_667 = e20 | all_0_673_673 = e20 | all_0_679_679 = e20 | all_0_686_686 = e20 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (2659), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (8949) all_0_673_673 = e23 % 128.44/82.80 | % 128.44/82.80 | Equations (8949) can reduce 5827 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (5827) ~ (all_0_673_673 = e23) % 128.44/82.80 | (8952) all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (8932), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (5894) all_0_673_673 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (5894) can reduce 8926 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (8926) ~ (all_0_673_673 = e20) % 128.44/82.80 | (8956) all_0_674_674 = e20 | all_0_675_675 = e20 | all_0_676_676 = e20 | all_0_677_677 = e20 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (8952), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (8862) all_0_674_674 = e23 % 128.44/82.80 | % 128.44/82.80 | Equations (8862) can reduce 5097 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (5097) ~ (all_0_674_674 = e23) % 128.44/82.80 | (8960) all_0_675_675 = e23 | all_0_677_677 = e23 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (1512), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (3436) all_0_665_665 = e20 % 128.44/82.80 | % 128.44/82.80 | Combining equations (3436,2063) yields a new equation: % 128.44/82.80 | (3104) e24 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (3104) can reduce 633 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (3440) ~ (all_0_665_665 = e20) % 128.44/82.80 | (5912) all_0_667_667 = e20 | all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (2063) can reduce 3440 to: % 128.44/82.80 | (633) ~ (e24 = e20) % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (8960), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (3913) all_0_675_675 = e23 % 128.44/82.80 | % 128.44/82.80 | Equations (3913) can reduce 3775 to: % 128.44/82.80 | (581) ~ (e23 = e20) % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (8948), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (4001) all_0_660_660 = e20 % 128.44/82.80 | % 128.44/82.80 | Combining equations (4001,3629) yields a new equation: % 128.44/82.80 | (3104) e24 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (3104) can reduce 633 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (4004) ~ (all_0_660_660 = e20) % 128.44/82.80 | (8973) all_0_667_667 = e20 | all_0_673_673 = e20 | all_0_679_679 = e20 | all_0_686_686 = e20 % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (1683), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (2600) all_0_654_654 = e20 % 128.44/82.80 | % 128.44/82.80 | Combining equations (2624,2600) yields a new equation: % 128.44/82.80 | (3426) e23 = e20 % 128.44/82.80 | % 128.44/82.80 | Simplifying 3426 yields: % 128.44/82.80 | (2604) e23 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (2604) can reduce 581 to: % 128.44/82.80 | (1975) $false % 128.44/82.80 | % 128.44/82.80 |-The branch is then unsatisfiable % 128.44/82.80 |-Branch two: % 128.44/82.80 | (2606) ~ (all_0_654_654 = e20) % 128.44/82.80 | (3570) all_0_661_661 = e20 | all_0_668_668 = e20 | all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20 % 128.44/82.80 | % 128.44/82.80 | Equations (2624) can reduce 2606 to: % 128.44/82.80 | (581) ~ (e23 = e20) % 128.44/82.80 | % 128.44/82.80 +-Applying beta-rule and splitting (8973), into two cases. % 128.44/82.80 |-Branch one: % 128.44/82.80 | (3876) all_0_667_667 = e20 % 128.44/82.80 | % 128.44/82.80 | Combining equations (3888,3876) yields a new equation: % 128.44/82.80 | (3826) e22 = e20 % 128.44/82.80 | % 128.44/82.80 | Simplifying 3826 yields: % 128.44/82.81 | (3065) e22 = e20 % 128.44/82.81 | % 128.44/82.81 | Equations (3065) can reduce 959 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (3352) ~ (all_0_667_667 = e20) % 128.44/82.81 | (8986) all_0_673_673 = e20 | all_0_679_679 = e20 | all_0_686_686 = e20 % 128.44/82.81 | % 128.44/82.81 +-Applying beta-rule and splitting (8986), into two cases. % 128.44/82.81 |-Branch one: % 128.44/82.81 | (5894) all_0_673_673 = e20 % 128.44/82.81 | % 128.44/82.81 | Equations (5894) can reduce 8926 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (8926) ~ (all_0_673_673 = e20) % 128.44/82.81 | (8990) all_0_679_679 = e20 | all_0_686_686 = e20 % 128.44/82.81 | % 128.44/82.81 +-Applying beta-rule and splitting (8990), into two cases. % 128.44/82.81 |-Branch one: % 128.44/82.81 | (8991) all_0_679_679 = e20 % 128.44/82.81 | % 128.44/82.81 | Combining equations (4221,8991) yields a new equation: % 128.44/82.81 | (3585) e25 = e20 % 128.44/82.81 | % 128.44/82.81 | Simplifying 3585 yields: % 128.44/82.81 | (3113) e25 = e20 % 128.44/82.81 | % 128.44/82.81 | Equations (3113) can reduce 239 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (8995) ~ (all_0_679_679 = e20) % 128.44/82.81 | (5810) all_0_686_686 = e20 % 128.44/82.81 | % 128.44/82.81 | Combining equations (5826,5810) yields a new equation: % 128.44/82.81 | (3426) e23 = e20 % 128.44/82.81 | % 128.44/82.81 | Simplifying 3426 yields: % 128.44/82.81 | (2604) e23 = e20 % 128.44/82.81 | % 128.44/82.81 | Equations (2604) can reduce 581 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (3562) ~ (all_0_675_675 = e23) % 128.44/82.81 | (3559) all_0_677_677 = e23 % 128.44/82.81 | % 128.44/82.81 | Combining equations (3559,5722) yields a new equation: % 128.44/82.81 | (3716) e23 = e21 % 128.44/82.81 | % 128.44/82.81 | Simplifying 3716 yields: % 128.44/82.81 | (2612) e23 = e21 % 128.44/82.81 | % 128.44/82.81 | Equations (2612) can reduce 896 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (3865) ~ (all_0_667_667 = e22) % 128.44/82.81 | (3933) all_0_668_668 = e22 | all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 128.44/82.81 | % 128.44/82.81 +-Applying beta-rule and splitting (3933), into two cases. % 128.44/82.81 |-Branch one: % 128.44/82.81 | (3512) all_0_668_668 = e22 % 128.44/82.81 | % 128.44/82.81 | Equations (3512) can reduce 3516 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (3516) ~ (all_0_668_668 = e22) % 128.44/82.81 | (3939) all_0_669_669 = e22 | all_0_670_670 = e22 | all_0_671_671 = e22 % 128.44/82.81 | % 128.44/82.81 +-Applying beta-rule and splitting (3939), into two cases. % 128.44/82.81 |-Branch one: % 128.44/82.81 | (3940) all_0_669_669 = e22 % 128.44/82.81 | % 128.44/82.81 | Equations (3940) can reduce 3849 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (3849) ~ (all_0_669_669 = e22) % 128.44/82.81 | (3943) all_0_670_670 = e22 | all_0_671_671 = e22 % 128.44/82.81 | % 128.44/82.81 +-Applying beta-rule and splitting (3943), into two cases. % 128.44/82.81 |-Branch one: % 128.44/82.81 | (3206) all_0_670_670 = e22 % 128.44/82.81 | % 128.44/82.81 | Combining equations (2391,3206) yields a new equation: % 128.44/82.81 | (1990) e22 = e21 % 128.44/82.81 | % 128.44/82.81 | Equations (1990) can reduce 359 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (2985) ~ (all_0_670_670 = e22) % 128.44/82.81 | (3816) all_0_671_671 = e22 % 128.44/82.81 | % 128.44/82.81 | Combining equations (3816,3497) yields a new equation: % 128.44/82.81 | (3817) e25 = e22 % 128.44/82.81 | % 128.44/82.81 | Equations (3817) can reduce 1558 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (3417) ~ (all_0_661_661 = e22) % 128.44/82.81 | (9023) all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 128.44/82.81 | % 128.44/82.81 +-Applying beta-rule and splitting (1718), into two cases. % 128.44/82.81 |-Branch one: % 128.44/82.81 | (2608) all_0_654_654 = e22 % 128.44/82.81 | % 128.44/82.81 | Combining equations (2624,2608) yields a new equation: % 128.44/82.81 | (3929) e23 = e22 % 128.44/82.81 | % 128.44/82.81 | Simplifying 3929 yields: % 128.44/82.81 | (3045) e23 = e22 % 128.44/82.81 | % 128.44/82.81 | Equations (3045) can reduce 894 to: % 128.44/82.81 | (1975) $false % 128.44/82.81 | % 128.44/82.81 |-The branch is then unsatisfiable % 128.44/82.81 |-Branch two: % 128.44/82.81 | (2614) ~ (all_0_654_654 = e22) % 128.44/82.82 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 128.44/82.82 | % 128.44/82.82 +-Applying beta-rule and splitting (3902), into two cases. % 128.44/82.82 |-Branch one: % 128.44/82.82 | (3905) all_0_662_662 = e23 % 128.44/82.82 | % 128.44/82.82 | Combining equations (3594,3905) yields a new equation: % 128.44/82.82 | (2604) e23 = e20 % 128.44/82.82 | % 128.44/82.82 | Equations (2604) can reduce 581 to: % 128.44/82.82 | (1975) $false % 128.44/82.82 | % 128.44/82.82 |-The branch is then unsatisfiable % 128.44/82.82 |-Branch two: % 128.44/82.82 | (2001) ~ (all_0_662_662 = e23) % 128.44/82.82 | (3908) all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 128.44/82.82 | % 128.44/82.82 +-Applying beta-rule and splitting (3908), into two cases. % 128.44/82.82 |-Branch one: % 128.44/82.82 | (3909) all_0_669_669 = e23 % 128.44/82.82 | % 128.44/82.82 | Equations (3909) can reduce 3894 to: % 128.44/82.82 | (1975) $false % 128.44/82.82 | % 128.44/82.82 |-The branch is then unsatisfiable % 128.44/82.82 |-Branch two: % 128.44/82.82 | (3894) ~ (all_0_669_669 = e23) % 128.44/82.82 | (3912) all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 128.44/82.82 | % 128.44/82.82 +-Applying beta-rule and splitting (1135), into two cases. % 128.44/82.82 |-Branch one: % 128.44/82.82 | (5890) all_0_673_673 = e21 % 128.44/82.82 | % 128.44/82.82 | Equations (5890) can reduce 1961 to: % 128.44/82.82 | (1975) $false % 128.44/82.82 | % 128.44/82.82 |-The branch is then unsatisfiable % 128.44/82.82 |-Branch two: % 128.44/82.82 | (1961) ~ (all_0_673_673 = e21) % 128.44/82.82 | (5893) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 | all_0_673_673 = e20 % 128.44/82.82 | % 128.44/82.82 +-Applying beta-rule and splitting (3912), into two cases. % 128.44/82.82 |-Branch one: % 128.44/82.82 | (3913) all_0_675_675 = e23 % 128.44/82.82 | % 128.44/82.82 | Equations (3913) can reduce 102 to: % 128.44/82.82 | (5827) ~ (all_0_673_673 = e23) % 128.44/82.82 | % 128.44/82.82 +-Applying beta-rule and splitting (5893), into two cases. % 128.44/82.82 |-Branch one: % 128.44/82.82 | (5894) all_0_673_673 = e20 % 128.44/82.82 | % 128.44/82.82 | Equations (5894) can reduce 110 to: % 128.44/82.82 | (3352) ~ (all_0_667_667 = e20) % 128.44/82.82 | % 128.44/82.82 | Equations (5894) can reduce 4966 to: % 128.44/82.82 | (3357) ~ (e26 = e20) % 128.44/82.82 | % 128.44/82.82 | Simplifying 3357 yields: % 128.44/82.82 | (443) ~ (e26 = e20) % 128.44/82.82 | % 128.44/82.82 | Equations (5894) can reduce 874 to: % 128.44/82.82 | (3453) ~ (e25 = e20) % 128.44/82.82 | % 128.44/82.82 | Simplifying 3453 yields: % 128.44/82.82 | (239) ~ (e25 = e20) % 128.44/82.82 | % 128.44/82.82 | Equations (5894) can reduce 5384 to: % 128.44/82.82 | (5481) ~ (e24 = e20) % 128.44/82.82 | % 128.56/82.82 | Simplifying 5481 yields: % 128.56/82.82 | (633) ~ (e24 = e20) % 128.56/82.82 | % 128.56/82.82 | Equations (5894) can reduce 1961 to: % 128.56/82.82 | (2247) ~ (e21 = e20) % 128.56/82.82 | % 128.56/82.82 | Simplifying 2247 yields: % 128.56/82.82 | (360) ~ (e21 = e20) % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (1512), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (3436) all_0_665_665 = e20 % 128.56/82.82 | % 128.56/82.82 | Combining equations (3436,2063) yields a new equation: % 128.56/82.82 | (3104) e24 = e20 % 128.56/82.82 | % 128.56/82.82 | Equations (3104) can reduce 633 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (3440) ~ (all_0_665_665 = e20) % 128.56/82.82 | (5912) all_0_667_667 = e20 | all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (1213), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (4397) all_0_672_672 = e26 % 128.56/82.82 | % 128.56/82.82 | Combining equations (4397,4058) yields a new equation: % 128.56/82.82 | (2998) e26 = e22 % 128.56/82.82 | % 128.56/82.82 | Simplifying 2998 yields: % 128.56/82.82 | (2999) e26 = e22 % 128.56/82.82 | % 128.56/82.82 | Equations (2999) can reduce 792 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (5206) ~ (all_0_672_672 = e26) % 128.56/82.82 | (9065) all_0_673_673 = e26 | all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (5912), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (3876) all_0_667_667 = e20 % 128.56/82.82 | % 128.56/82.82 | Equations (3876) can reduce 3352 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (3352) ~ (all_0_667_667 = e20) % 128.56/82.82 | (5916) all_0_668_668 = e20 | all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (5916), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (3982) all_0_668_668 = e20 % 128.56/82.82 | % 128.56/82.82 | Equations (3982) can reduce 808 to: % 128.56/82.82 | (3980) ~ (all_0_661_661 = e20) % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (1238), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (2573) all_0_661_661 = e21 % 128.56/82.82 | % 128.56/82.82 | Equations (2573) can reduce 2693 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (2693) ~ (all_0_661_661 = e21) % 128.56/82.82 | (3318) all_0_661_661 = e26 | all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 | all_0_661_661 = e20 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (2615), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (3508) all_0_661_661 = e22 % 128.56/82.82 | % 128.56/82.82 | Equations (3508) can reduce 3417 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (3417) ~ (all_0_661_661 = e22) % 128.56/82.82 | (3511) all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (3318), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (3571) all_0_661_661 = e20 % 128.56/82.82 | % 128.56/82.82 | Equations (3571) can reduce 3980 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (3980) ~ (all_0_661_661 = e20) % 128.56/82.82 | (4105) all_0_661_661 = e26 | all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (9065), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (9084) all_0_673_673 = e26 % 128.56/82.82 | % 128.56/82.82 | Combining equations (5894,9084) yields a new equation: % 128.56/82.82 | (3438) e26 = e20 % 128.56/82.82 | % 128.56/82.82 | Equations (3438) can reduce 443 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (4966) ~ (all_0_673_673 = e26) % 128.56/82.82 | (9088) all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (9088), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (5962) all_0_674_674 = e26 % 128.56/82.82 | % 128.56/82.82 | Equations (5962) can reduce 382 to: % 128.56/82.82 | (3365) ~ (all_0_661_661 = e26) % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (4105), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (4106) all_0_661_661 = e26 % 128.56/82.82 | % 128.56/82.82 | Equations (4106) can reduce 3365 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (3365) ~ (all_0_661_661 = e26) % 128.56/82.82 | (4109) all_0_661_661 = e25 | all_0_661_661 = e23 | all_0_661_661 = e22 % 128.56/82.82 | % 128.56/82.82 +-Applying beta-rule and splitting (4109), into two cases. % 128.56/82.82 |-Branch one: % 128.56/82.82 | (3508) all_0_661_661 = e22 % 128.56/82.82 | % 128.56/82.82 | Equations (3508) can reduce 3417 to: % 128.56/82.82 | (1975) $false % 128.56/82.82 | % 128.56/82.82 |-The branch is then unsatisfiable % 128.56/82.82 |-Branch two: % 128.56/82.82 | (3417) ~ (all_0_661_661 = e22) % 128.56/82.83 | (4113) all_0_661_661 = e25 | all_0_661_661 = e23 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (4113), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (4114) all_0_661_661 = e23 % 128.56/82.83 | % 128.56/82.83 | Equations (4114) can reduce 1999 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (1999) ~ (all_0_661_661 = e23) % 128.56/82.83 | (3471) all_0_661_661 = e25 % 128.56/82.83 | % 128.56/82.83 | Equations (3471) can reduce 3297 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (8836) ~ (all_0_674_674 = e26) % 128.56/82.83 | (9105) all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (9105), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (5976) all_0_675_675 = e26 % 128.56/82.83 | % 128.56/82.83 | Combining equations (3913,5976) yields a new equation: % 128.56/82.83 | (2596) e26 = e23 % 128.56/82.83 | % 128.56/82.83 | Equations (2596) can reduce 1282 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (5960) ~ (all_0_675_675 = e26) % 128.56/82.83 | (9110) all_0_676_676 = e26 | all_0_677_677 = e26 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (9110), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (4158) all_0_676_676 = e26 % 128.56/82.83 | % 128.56/82.83 | Combining equations (4330,4158) yields a new equation: % 128.56/82.83 | (2321) e26 = e24 % 128.56/82.83 | % 128.56/82.83 | Equations (2321) can reduce 1189 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (4162) ~ (all_0_676_676 = e26) % 128.56/82.83 | (3672) all_0_677_677 = e26 % 128.56/82.83 | % 128.56/82.83 | Combining equations (3672,5722) yields a new equation: % 128.56/82.83 | (1983) e26 = e21 % 128.56/82.83 | % 128.56/82.83 | Simplifying 1983 yields: % 128.56/82.83 | (1984) e26 = e21 % 128.56/82.83 | % 128.56/82.83 | Equations (1984) can reduce 1656 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (3353) ~ (all_0_668_668 = e20) % 128.56/82.83 | (8913) all_0_669_669 = e20 | all_0_670_670 = e20 | all_0_671_671 = e20 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (374), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (5946) all_0_669_669 = e21 % 128.56/82.83 | % 128.56/82.83 | Equations (5946) can reduce 5739 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (5739) ~ (all_0_669_669 = e21) % 128.56/82.83 | (5949) all_0_669_669 = e26 | all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 | all_0_669_669 = e20 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (5949), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (3598) all_0_669_669 = e20 % 128.56/82.83 | % 128.56/82.83 | Equations (3598) can reduce 3354 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (3354) ~ (all_0_669_669 = e20) % 128.56/82.83 | (5957) all_0_669_669 = e26 | all_0_669_669 = e25 | all_0_669_669 = e24 | all_0_669_669 = e23 | all_0_669_669 = e22 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (8913), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (3598) all_0_669_669 = e20 % 128.56/82.83 | % 128.56/82.83 | Equations (3598) can reduce 3354 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (3354) ~ (all_0_669_669 = e20) % 128.56/82.83 | (8917) all_0_670_670 = e20 | all_0_671_671 = e20 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (8917), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.83 | (3139) all_0_670_670 = e20 % 128.56/82.83 | % 128.56/82.83 | Combining equations (2391,3139) yields a new equation: % 128.56/82.83 | (3983) e21 = e20 % 128.56/82.83 | % 128.56/82.83 | Simplifying 3983 yields: % 128.56/82.83 | (2252) e21 = e20 % 128.56/82.83 | % 128.56/82.83 | Equations (2252) can reduce 360 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (3128) ~ (all_0_670_670 = e20) % 128.56/82.83 | (8923) all_0_671_671 = e20 % 128.56/82.83 | % 128.56/82.83 | Combining equations (3497,8923) yields a new equation: % 128.56/82.83 | (3585) e25 = e20 % 128.56/82.83 | % 128.56/82.83 | Simplifying 3585 yields: % 128.56/82.83 | (3113) e25 = e20 % 128.56/82.83 | % 128.56/82.83 | Equations (3113) can reduce 239 to: % 128.56/82.83 | (1975) $false % 128.56/82.83 | % 128.56/82.83 |-The branch is then unsatisfiable % 128.56/82.83 |-Branch two: % 128.56/82.83 | (8926) ~ (all_0_673_673 = e20) % 128.56/82.83 | (8927) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 % 128.56/82.83 | % 128.56/82.83 +-Applying beta-rule and splitting (8927), into two cases. % 128.56/82.83 |-Branch one: % 128.56/82.84 | (9084) all_0_673_673 = e26 % 128.56/82.84 | % 128.56/82.84 | Equations (9084) can reduce 4966 to: % 128.56/82.84 | (1975) $false % 128.56/82.84 | % 128.56/82.84 |-The branch is then unsatisfiable % 128.56/82.84 |-Branch two: % 128.56/82.84 | (4966) ~ (all_0_673_673 = e26) % 128.56/82.84 | (9147) all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 % 128.56/82.84 | % 128.56/82.84 +-Applying beta-rule and splitting (9147), into two cases. % 128.56/82.84 |-Branch one: % 128.56/82.84 | (9148) all_0_673_673 = e24 % 128.56/82.84 | % 128.56/82.84 | Equations (9148) can reduce 5384 to: % 128.56/82.84 | (1975) $false % 128.56/82.84 | % 128.56/82.84 |-The branch is then unsatisfiable % 128.56/82.84 |-Branch two: % 128.56/82.84 | (5384) ~ (all_0_673_673 = e24) % 128.56/82.84 | (9151) all_0_673_673 = e23 | all_0_673_673 = e22 % 128.56/82.84 | % 128.62/82.84 +-Applying beta-rule and splitting (9151), into two cases. % 128.62/82.84 |-Branch one: % 128.62/82.84 | (8828) all_0_673_673 = e22 % 128.62/82.84 | % 128.62/82.84 | Equations (8828) can reduce 5256 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.84 |-Branch two: % 128.62/82.84 | (5256) ~ (all_0_673_673 = e22) % 128.62/82.84 | (8949) all_0_673_673 = e23 % 128.62/82.84 | % 128.62/82.84 | Equations (8949) can reduce 5827 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.84 |-Branch two: % 128.62/82.84 | (3562) ~ (all_0_675_675 = e23) % 128.62/82.84 | (3916) all_0_681_681 = e23 | all_0_688_688 = e23 % 128.62/82.84 | % 128.62/82.84 +-Applying beta-rule and splitting (3916), into two cases. % 128.62/82.84 |-Branch one: % 128.62/82.84 | (3737) all_0_681_681 = e23 % 128.62/82.84 | % 128.62/82.84 | Combining equations (3145,3737) yields a new equation: % 128.62/82.84 | (3682) e24 = e23 % 128.62/82.84 | % 128.62/82.84 | Simplifying 3682 yields: % 128.62/82.84 | (2028) e24 = e23 % 128.62/82.84 | % 128.62/82.84 | Equations (2028) can reduce 572 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.84 |-Branch two: % 128.62/82.84 | (3520) ~ (all_0_681_681 = e23) % 128.62/82.84 | (3920) all_0_688_688 = e23 % 128.62/82.84 | % 128.62/82.84 | Combining equations (3920,5738) yields a new equation: % 128.62/82.84 | (3716) e23 = e21 % 128.62/82.84 | % 128.62/82.84 | Simplifying 3716 yields: % 128.62/82.84 | (2612) e23 = e21 % 128.62/82.84 | % 128.62/82.84 | Equations (2612) can reduce 896 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.84 |-Branch two: % 128.62/82.84 | (9168) ~ (all_0_687_687 = e25) % 128.62/82.84 | (9169) all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 128.62/82.84 | % 128.62/82.84 +-Applying beta-rule and splitting (9169), into two cases. % 128.62/82.84 |-Branch one: % 128.62/82.84 | (9170) all_0_688_688 = e25 % 128.62/82.84 | % 128.62/82.84 | Combining equations (5738,9170) yields a new equation: % 128.62/82.84 | (2129) e25 = e21 % 128.62/82.84 | % 128.62/82.84 | Equations (2129) can reduce 1020 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.84 |-Branch two: % 128.62/82.84 | (9173) ~ (all_0_688_688 = e25) % 128.62/82.84 | (9174) all_0_689_689 = e25 | all_0_690_690 = e25 % 128.62/82.84 | % 128.62/82.84 +-Applying beta-rule and splitting (9174), into two cases. % 128.62/82.84 |-Branch one: % 128.62/82.84 | (3260) all_0_689_689 = e25 % 128.62/82.84 | % 128.62/82.84 | Combining equations (3126,3260) yields a new equation: % 128.62/82.84 | (3113) e25 = e20 % 128.62/82.84 | % 128.62/82.84 | Equations (3113) can reduce 239 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.84 |-Branch two: % 128.62/82.84 | (2811) ~ (all_0_689_689 = e25) % 128.62/82.84 | (9179) all_0_690_690 = e25 % 128.62/82.84 | % 128.62/82.84 | Combining equations (3825,9179) yields a new equation: % 128.62/82.84 | (3817) e25 = e22 % 128.62/82.84 | % 128.62/82.84 | Equations (3817) can reduce 1558 to: % 128.62/82.84 | (1975) $false % 128.62/82.84 | % 128.62/82.84 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (9182) ~ (all_0_671_671 = e25) % 128.62/82.85 | (9183) all_0_683_683 = e25 | all_0_690_690 = e25 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (9183), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (9184) all_0_683_683 = e25 % 128.62/82.85 | % 128.62/82.85 | Combining equations (5565,9184) yields a new equation: % 128.62/82.85 | (3113) e25 = e20 % 128.62/82.85 | % 128.62/82.85 | Equations (3113) can reduce 239 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (9187) ~ (all_0_683_683 = e25) % 128.62/82.85 | (9179) all_0_690_690 = e25 % 128.62/82.85 | % 128.62/82.85 | Combining equations (9179,3825) yields a new equation: % 128.62/82.85 | (4229) e25 = e22 % 128.62/82.85 | % 128.62/82.85 | Simplifying 4229 yields: % 128.62/82.85 | (3817) e25 = e22 % 128.62/82.85 | % 128.62/82.85 | Equations (3817) can reduce 1558 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (9192) ~ (all_0_686_686 = e23) % 128.62/82.85 | (3085) all_0_686_686 = e25 % 128.62/82.85 | % 128.62/82.85 | Equations (3085) can reduce 3285 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (2003) ~ (all_0_664_664 = e23) % 128.62/82.85 | (3553) all_0_671_671 = e23 | all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (3553), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (3554) all_0_671_671 = e23 % 128.62/82.85 | % 128.62/82.85 | Equations (3554) can reduce 3557 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (3557) ~ (all_0_671_671 = e23) % 128.62/82.85 | (3558) all_0_677_677 = e23 | all_0_683_683 = e23 | all_0_690_690 = e23 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (1530), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (5730) all_0_686_686 = e21 % 128.62/82.85 | % 128.62/82.85 | Equations (5730) can reduce 1965 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (1965) ~ (all_0_686_686 = e21) % 128.62/82.85 | (5809) all_0_686_686 = e26 | all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 | all_0_686_686 = e20 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (3558), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (3559) all_0_677_677 = e23 % 128.62/82.85 | % 128.62/82.85 | Combining equations (5722,3559) yields a new equation: % 128.62/82.85 | (2612) e23 = e21 % 128.62/82.85 | % 128.62/82.85 | Equations (2612) can reduce 896 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (4015) ~ (all_0_677_677 = e23) % 128.62/82.85 | (4016) all_0_683_683 = e23 | all_0_690_690 = e23 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (3068), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (3803) all_0_664_664 = e25 % 128.62/82.85 | % 128.62/82.85 | Equations (3803) can reduce 3499 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (3499) ~ (all_0_664_664 = e25) % 128.62/82.85 | (5844) all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (5809), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (5810) all_0_686_686 = e20 % 128.62/82.85 | % 128.62/82.85 | Equations (5810) can reduce 3538 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (3538) ~ (all_0_686_686 = e20) % 128.62/82.85 | (5813) all_0_686_686 = e26 | all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (5844), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (3497) all_0_671_671 = e25 % 128.62/82.85 | % 128.62/82.85 | Equations (3497) can reduce 3819 to: % 128.62/82.85 | (1558) ~ (e25 = e22) % 128.62/82.85 | % 128.62/82.85 | Equations (3497) can reduce 4924 to: % 128.62/82.85 | (1020) ~ (e25 = e21) % 128.62/82.85 | % 128.62/82.85 | Equations (3497) can reduce 5570 to: % 128.62/82.85 | (239) ~ (e25 = e20) % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (3286), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (3484) all_0_687_687 = e25 % 128.62/82.85 | % 128.62/82.85 | Equations (3484) can reduce 771 to: % 128.62/82.85 | (3285) ~ (all_0_686_686 = e25) % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (5813), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (5814) all_0_686_686 = e26 % 128.62/82.85 | % 128.62/82.85 | Equations (5814) can reduce 5208 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (5208) ~ (all_0_686_686 = e26) % 128.62/82.85 | (5817) all_0_686_686 = e25 | all_0_686_686 = e24 | all_0_686_686 = e23 | all_0_686_686 = e22 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (5817), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (5818) all_0_686_686 = e24 % 128.62/82.85 | % 128.62/82.85 | Equations (5818) can reduce 4988 to: % 128.62/82.85 | (1975) $false % 128.62/82.85 | % 128.62/82.85 |-The branch is then unsatisfiable % 128.62/82.85 |-Branch two: % 128.62/82.85 | (4988) ~ (all_0_686_686 = e24) % 128.62/82.85 | (5821) all_0_686_686 = e25 | all_0_686_686 = e23 | all_0_686_686 = e22 % 128.62/82.85 | % 128.62/82.85 +-Applying beta-rule and splitting (5821), into two cases. % 128.62/82.85 |-Branch one: % 128.62/82.85 | (3864) all_0_686_686 = e22 % 128.62/82.85 | % 128.62/82.85 | Equations (3864) can reduce 3957 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (3957) ~ (all_0_686_686 = e22) % 128.62/82.86 | (5825) all_0_686_686 = e25 | all_0_686_686 = e23 % 128.62/82.86 | % 128.62/82.86 +-Applying beta-rule and splitting (5825), into two cases. % 128.62/82.86 |-Branch one: % 128.62/82.86 | (5826) all_0_686_686 = e23 % 128.62/82.86 | % 128.62/82.86 | Equations (5826) can reduce 3957 to: % 128.62/82.86 | (894) ~ (e23 = e22) % 128.62/82.86 | % 128.62/82.86 | Equations (5826) can reduce 3538 to: % 128.62/82.86 | (581) ~ (e23 = e20) % 128.62/82.86 | % 128.62/82.86 +-Applying beta-rule and splitting (4016), into two cases. % 128.62/82.86 |-Branch one: % 128.62/82.86 | (4017) all_0_683_683 = e23 % 128.62/82.86 | % 128.62/82.86 | Combining equations (4017,5565) yields a new equation: % 128.62/82.86 | (3426) e23 = e20 % 128.62/82.86 | % 128.62/82.86 | Simplifying 3426 yields: % 128.62/82.86 | (2604) e23 = e20 % 128.62/82.86 | % 128.62/82.86 | Equations (2604) can reduce 581 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (3522) ~ (all_0_683_683 = e23) % 128.62/82.86 | (4020) all_0_690_690 = e23 % 128.62/82.86 | % 128.62/82.86 | Combining equations (3825,4020) yields a new equation: % 128.62/82.86 | (3045) e23 = e22 % 128.62/82.86 | % 128.62/82.86 | Equations (3045) can reduce 894 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (9192) ~ (all_0_686_686 = e23) % 128.62/82.86 | (3085) all_0_686_686 = e25 % 128.62/82.86 | % 128.62/82.86 | Equations (3085) can reduce 3285 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (9168) ~ (all_0_687_687 = e25) % 128.62/82.86 | (9169) all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 128.62/82.86 | % 128.62/82.86 +-Applying beta-rule and splitting (9169), into two cases. % 128.62/82.86 |-Branch one: % 128.62/82.86 | (9170) all_0_688_688 = e25 % 128.62/82.86 | % 128.62/82.86 | Combining equations (5738,9170) yields a new equation: % 128.62/82.86 | (2129) e25 = e21 % 128.62/82.86 | % 128.62/82.86 | Equations (2129) can reduce 1020 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (9173) ~ (all_0_688_688 = e25) % 128.62/82.86 | (9174) all_0_689_689 = e25 | all_0_690_690 = e25 % 128.62/82.86 | % 128.62/82.86 +-Applying beta-rule and splitting (9174), into two cases. % 128.62/82.86 |-Branch one: % 128.62/82.86 | (3260) all_0_689_689 = e25 % 128.62/82.86 | % 128.62/82.86 | Combining equations (3126,3260) yields a new equation: % 128.62/82.86 | (3113) e25 = e20 % 128.62/82.86 | % 128.62/82.86 | Equations (3113) can reduce 239 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (2811) ~ (all_0_689_689 = e25) % 128.62/82.86 | (9179) all_0_690_690 = e25 % 128.62/82.86 | % 128.62/82.86 | Combining equations (9179,3825) yields a new equation: % 128.62/82.86 | (4229) e25 = e22 % 128.62/82.86 | % 128.62/82.86 | Simplifying 4229 yields: % 128.62/82.86 | (3817) e25 = e22 % 128.62/82.86 | % 128.62/82.86 | Equations (3817) can reduce 1558 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (9182) ~ (all_0_671_671 = e25) % 128.62/82.86 | (9183) all_0_683_683 = e25 | all_0_690_690 = e25 % 128.62/82.86 | % 128.62/82.86 +-Applying beta-rule and splitting (9183), into two cases. % 128.62/82.86 |-Branch one: % 128.62/82.86 | (9184) all_0_683_683 = e25 % 128.62/82.86 | % 128.62/82.86 | Combining equations (5565,9184) yields a new equation: % 128.62/82.86 | (3113) e25 = e20 % 128.62/82.86 | % 128.62/82.86 | Equations (3113) can reduce 239 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.86 |-Branch two: % 128.62/82.86 | (9187) ~ (all_0_683_683 = e25) % 128.62/82.86 | (9179) all_0_690_690 = e25 % 128.62/82.86 | % 128.62/82.86 | Combining equations (3825,9179) yields a new equation: % 128.62/82.86 | (3817) e25 = e22 % 128.62/82.86 | % 128.62/82.86 | Equations (3817) can reduce 1558 to: % 128.62/82.86 | (1975) $false % 128.62/82.86 | % 128.62/82.86 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (9274) ~ (all_0_688_688 = e21) % 128.62/82.87 | (9275) all_0_689_689 = e21 | all_0_690_690 = e21 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (9275), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (2938) all_0_689_689 = e21 % 128.62/82.87 | % 128.62/82.87 | Combining equations (3126,2938) yields a new equation: % 128.62/82.87 | (2252) e21 = e20 % 128.62/82.87 | % 128.62/82.87 | Equations (2252) can reduce 360 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (2799) ~ (all_0_689_689 = e21) % 128.62/82.87 | (9280) all_0_690_690 = e21 % 128.62/82.87 | % 128.62/82.87 | Equations (9280) can reduce 3394 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (9282) ~ (all_0_677_677 = e21) % 128.62/82.87 | (9283) all_0_677_677 = e26 | all_0_677_677 = e24 | all_0_677_677 = e23 | all_0_677_677 = e22 | all_0_677_677 = e20 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (5334), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (3190) all_0_664_664 = e21 % 128.62/82.87 | % 128.62/82.87 | Equations (3190) can reduce 3168 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (3168) ~ (all_0_664_664 = e21) % 128.62/82.87 | (9287) all_0_671_671 = e21 | all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (2132), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (5890) all_0_673_673 = e21 % 128.62/82.87 | % 128.62/82.87 | Equations (5890) can reduce 1961 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (1961) ~ (all_0_673_673 = e21) % 128.62/82.87 | (9291) all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (9287), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (9292) all_0_671_671 = e21 % 128.62/82.87 | % 128.62/82.87 | Equations (9292) can reduce 4924 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (4924) ~ (all_0_671_671 = e21) % 128.62/82.87 | (9295) all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (9283), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (9296) all_0_677_677 = e20 % 128.62/82.87 | % 128.62/82.87 | Equations (9296) can reduce 3537 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (3537) ~ (all_0_677_677 = e20) % 128.62/82.87 | (9299) all_0_677_677 = e26 | all_0_677_677 = e24 | all_0_677_677 = e23 | all_0_677_677 = e22 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (9291), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (2707) all_0_674_674 = e21 % 128.62/82.87 | % 128.62/82.87 | Equations (2707) can reduce 2732 to: % 128.62/82.87 | (1975) $false % 128.62/82.87 | % 128.62/82.87 |-The branch is then unsatisfiable % 128.62/82.87 |-Branch two: % 128.62/82.87 | (2732) ~ (all_0_674_674 = e21) % 128.62/82.87 | (9303) all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (9303), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (5968) all_0_675_675 = e21 % 128.62/82.87 | % 128.62/82.87 | Equations (5968) can reduce 672 to: % 128.62/82.87 | (5739) ~ (all_0_669_669 = e21) % 128.62/82.87 | % 128.62/82.87 | Equations (5968) can reduce 425 to: % 128.62/82.87 | (9306) ~ (all_0_677_677 = e21) % 128.62/82.87 | % 128.62/82.87 | Simplifying 9306 yields: % 128.62/82.87 | (9282) ~ (all_0_677_677 = e21) % 128.62/82.87 | % 128.62/82.87 | Equations (5968) can reduce 200 to: % 128.62/82.87 | (9308) ~ (all_0_688_688 = e21) % 128.62/82.87 | % 128.62/82.87 | Simplifying 9308 yields: % 128.62/82.87 | (9274) ~ (all_0_688_688 = e21) % 128.62/82.87 | % 128.62/82.87 | Equations (5968) can reduce 511 to: % 128.62/82.87 | (2080) ~ (e25 = e21) % 128.62/82.87 | % 128.62/82.87 | Simplifying 2080 yields: % 128.62/82.87 | (1020) ~ (e25 = e21) % 128.62/82.87 | % 128.62/82.87 +-Applying beta-rule and splitting (872), into two cases. % 128.62/82.87 |-Branch one: % 128.62/82.87 | (3640) all_0_650_650 = e26 % 128.62/82.87 | % 128.62/82.87 | Combining equations (3640,3773) yields a new equation: % 128.62/82.87 | (2998) e26 = e22 % 128.62/82.87 | % 128.62/82.88 | Simplifying 2998 yields: % 128.62/82.88 | (2999) e26 = e22 % 128.62/82.88 | % 128.62/82.88 | Equations (2999) can reduce 792 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (3772) ~ (all_0_650_650 = e26) % 128.62/82.88 | (8871) all_0_655_655 = e26 | all_0_662_662 = e26 | all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (8871), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (8872) all_0_655_655 = e26 % 128.62/82.88 | % 128.62/82.88 | Combining equations (8872,3073) yields a new equation: % 128.62/82.88 | (3667) e26 = e25 % 128.62/82.88 | % 128.62/82.88 | Simplifying 3667 yields: % 128.62/82.88 | (2110) e26 = e25 % 128.62/82.88 | % 128.62/82.88 | Equations (2110) can reduce 950 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (4964) ~ (all_0_655_655 = e26) % 128.62/82.88 | (8877) all_0_662_662 = e26 | all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (8877), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (8878) all_0_662_662 = e26 % 128.62/82.88 | % 128.62/82.88 | Equations (8878) can reduce 3642 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (3642) ~ (all_0_662_662 = e26) % 128.62/82.88 | (8883) all_0_669_669 = e26 | all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (8883), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (5958) all_0_669_669 = e26 % 128.62/82.88 | % 128.62/82.88 | Equations (5958) can reduce 1100 to: % 128.62/82.88 | (5211) ~ (all_0_688_688 = e26) % 128.62/82.88 | % 128.62/82.88 | Simplifying 5211 yields: % 128.62/82.88 | (5212) ~ (all_0_688_688 = e26) % 128.62/82.88 | % 128.62/82.88 | Equations (5958) can reduce 4972 to: % 128.62/82.88 | (1189) ~ (e26 = e24) % 128.62/82.88 | % 128.62/82.88 | Equations (5958) can reduce 3849 to: % 128.62/82.88 | (792) ~ (e26 = e22) % 128.62/82.88 | % 128.62/82.88 | Equations (5958) can reduce 5739 to: % 128.62/82.88 | (1656) ~ (e26 = e21) % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (1213), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (4397) all_0_672_672 = e26 % 128.62/82.88 | % 128.62/82.88 | Combining equations (4058,4397) yields a new equation: % 128.62/82.88 | (2999) e26 = e22 % 128.62/82.88 | % 128.62/82.88 | Equations (2999) can reduce 792 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (5206) ~ (all_0_672_672 = e26) % 128.62/82.88 | (9065) all_0_673_673 = e26 | all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (9065), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (9084) all_0_673_673 = e26 % 128.62/82.88 | % 128.62/82.88 | Equations (9084) can reduce 4966 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (4966) ~ (all_0_673_673 = e26) % 128.62/82.88 | (9088) all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (9088), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (5962) all_0_674_674 = e26 % 128.62/82.88 | % 128.62/82.88 | Equations (5962) can reduce 413 to: % 128.62/82.88 | (5295) ~ (all_0_677_677 = e26) % 128.62/82.88 | % 128.62/82.88 | Simplifying 5295 yields: % 128.62/82.88 | (3676) ~ (all_0_677_677 = e26) % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (15), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (5738) all_0_688_688 = e21 % 128.62/82.88 | % 128.62/82.88 | Equations (5738) can reduce 9274 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (9274) ~ (all_0_688_688 = e21) % 128.62/82.88 | (9349) all_0_688_688 = e26 | all_0_688_688 = e25 | all_0_688_688 = e24 | all_0_688_688 = e23 | all_0_688_688 = e22 | all_0_688_688 = e20 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (9295), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (5722) all_0_677_677 = e21 % 128.62/82.88 | % 128.62/82.88 | Equations (5722) can reduce 9282 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (9282) ~ (all_0_677_677 = e21) % 128.62/82.88 | (9353) all_0_683_683 = e21 | all_0_690_690 = e21 % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (9353), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (3167) all_0_683_683 = e21 % 128.62/82.88 | % 128.62/82.88 | Combining equations (5565,3167) yields a new equation: % 128.62/82.88 | (2252) e21 = e20 % 128.62/82.88 | % 128.62/82.88 | Equations (2252) can reduce 360 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (4894) ~ (all_0_683_683 = e21) % 128.62/82.88 | (9280) all_0_690_690 = e21 % 128.62/82.88 | % 128.62/82.88 | Equations (9280) can reduce 1479 to: % 128.62/82.88 | (4924) ~ (all_0_671_671 = e21) % 128.62/82.88 | % 128.62/82.88 +-Applying beta-rule and splitting (1235), into two cases. % 128.62/82.88 |-Branch one: % 128.62/82.88 | (3061) all_0_657_657 = e25 % 128.62/82.88 | % 128.62/82.88 | Combining equations (3279,3061) yields a new equation: % 128.62/82.88 | (3094) e25 = e24 % 128.62/82.88 | % 128.62/82.88 | Equations (3094) can reduce 169 to: % 128.62/82.88 | (1975) $false % 128.62/82.88 | % 128.62/82.88 |-The branch is then unsatisfiable % 128.62/82.88 |-Branch two: % 128.62/82.88 | (3067) ~ (all_0_657_657 = e25) % 128.62/82.88 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 128.62/82.88 | % 128.62/82.89 +-Applying beta-rule and splitting (3068), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3803) all_0_664_664 = e25 % 128.62/82.89 | % 128.62/82.89 | Equations (3803) can reduce 3499 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (3499) ~ (all_0_664_664 = e25) % 128.62/82.89 | (5844) all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (5844), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3497) all_0_671_671 = e25 % 128.62/82.89 | % 128.62/82.89 | Equations (3497) can reduce 6 to: % 128.62/82.89 | (3463) ~ (all_0_668_668 = e25) % 128.62/82.89 | % 128.62/82.89 | Equations (3497) can reduce 4924 to: % 128.62/82.89 | (1020) ~ (e25 = e21) % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9299), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3672) all_0_677_677 = e26 % 128.62/82.89 | % 128.62/82.89 | Equations (3672) can reduce 3676 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (3676) ~ (all_0_677_677 = e26) % 128.62/82.89 | (9375) all_0_677_677 = e24 | all_0_677_677 = e23 | all_0_677_677 = e22 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9349), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3780) all_0_688_688 = e20 % 128.62/82.89 | % 128.62/82.89 | Equations (3780) can reduce 3539 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (3539) ~ (all_0_688_688 = e20) % 128.62/82.89 | (9379) all_0_688_688 = e26 | all_0_688_688 = e25 | all_0_688_688 = e24 | all_0_688_688 = e23 | all_0_688_688 = e22 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9379), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (8902) all_0_688_688 = e26 % 128.62/82.89 | % 128.62/82.89 | Equations (8902) can reduce 5212 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (5212) ~ (all_0_688_688 = e26) % 128.62/82.89 | (9383) all_0_688_688 = e25 | all_0_688_688 = e24 | all_0_688_688 = e23 | all_0_688_688 = e22 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (3048), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3471) all_0_661_661 = e25 % 128.62/82.89 | % 128.62/82.89 | Equations (3471) can reduce 3297 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (3297) ~ (all_0_661_661 = e25) % 128.62/82.89 | (3474) all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (3474), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3459) all_0_668_668 = e25 % 128.62/82.89 | % 128.62/82.89 | Equations (3459) can reduce 3463 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (3463) ~ (all_0_668_668 = e25) % 128.62/82.89 | (3480) all_0_680_680 = e25 | all_0_687_687 = e25 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (3480), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (2579) all_0_680_680 = e25 % 128.62/82.89 | % 128.62/82.89 | Combining equations (2380,2579) yields a new equation: % 128.62/82.89 | (2129) e25 = e21 % 128.62/82.89 | % 128.62/82.89 | Equations (2129) can reduce 1020 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (2809) ~ (all_0_680_680 = e25) % 128.62/82.89 | (3484) all_0_687_687 = e25 % 128.62/82.89 | % 128.62/82.89 | Equations (3484) can reduce 646 to: % 128.62/82.89 | (9397) ~ (all_0_688_688 = e25) % 128.62/82.89 | % 128.62/82.89 | Simplifying 9397 yields: % 128.62/82.89 | (9173) ~ (all_0_688_688 = e25) % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9375), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (9399) all_0_677_677 = e24 % 128.62/82.89 | % 128.62/82.89 | Equations (9399) can reduce 5388 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (5388) ~ (all_0_677_677 = e24) % 128.62/82.89 | (9402) all_0_677_677 = e23 | all_0_677_677 = e22 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9402), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (3821) all_0_677_677 = e22 % 128.62/82.89 | % 128.62/82.89 | Equations (3821) can reduce 3532 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (3532) ~ (all_0_677_677 = e22) % 128.62/82.89 | (3559) all_0_677_677 = e23 % 128.62/82.89 | % 128.62/82.89 | Equations (3559) can reduce 1597 to: % 128.62/82.89 | (5827) ~ (all_0_673_673 = e23) % 128.62/82.89 | % 128.62/82.89 | Equations (3559) can reduce 3676 to: % 128.62/82.89 | (5830) ~ (e26 = e23) % 128.62/82.89 | % 128.62/82.89 | Simplifying 5830 yields: % 128.62/82.89 | (1282) ~ (e26 = e23) % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (422), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (9410) all_0_653_653 = e23 % 128.62/82.89 | % 128.62/82.89 | Combining equations (4958,9410) yields a new equation: % 128.62/82.89 | (3673) e26 = e23 % 128.62/82.89 | % 128.62/82.89 | Simplifying 3673 yields: % 128.62/82.89 | (2596) e26 = e23 % 128.62/82.89 | % 128.62/82.89 | Equations (2596) can reduce 1282 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (9414) ~ (all_0_653_653 = e23) % 128.62/82.89 | (9415) all_0_660_660 = e23 | all_0_667_667 = e23 | all_0_673_673 = e23 | all_0_679_679 = e23 | all_0_686_686 = e23 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9383), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.89 | (9416) all_0_688_688 = e24 % 128.62/82.89 | % 128.62/82.89 | Equations (9416) can reduce 4990 to: % 128.62/82.89 | (1975) $false % 128.62/82.89 | % 128.62/82.89 |-The branch is then unsatisfiable % 128.62/82.89 |-Branch two: % 128.62/82.89 | (4990) ~ (all_0_688_688 = e24) % 128.62/82.89 | (9419) all_0_688_688 = e25 | all_0_688_688 = e23 | all_0_688_688 = e22 % 128.62/82.89 | % 128.62/82.89 +-Applying beta-rule and splitting (9419), into two cases. % 128.62/82.89 |-Branch one: % 128.62/82.90 | (3964) all_0_688_688 = e22 % 128.62/82.90 | % 128.62/82.90 | Equations (3964) can reduce 3851 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.90 |-Branch two: % 128.62/82.90 | (3851) ~ (all_0_688_688 = e22) % 128.62/82.90 | (9423) all_0_688_688 = e25 | all_0_688_688 = e23 % 128.62/82.90 | % 128.62/82.90 +-Applying beta-rule and splitting (9423), into two cases. % 128.62/82.90 |-Branch one: % 128.62/82.90 | (3920) all_0_688_688 = e23 % 128.62/82.90 | % 128.62/82.90 | Equations (3920) can reduce 164 to: % 128.62/82.90 | (9192) ~ (all_0_686_686 = e23) % 128.62/82.90 | % 128.62/82.90 | Equations (3920) can reduce 9173 to: % 128.62/82.90 | (2008) ~ (e25 = e23) % 128.62/82.90 | % 128.62/82.90 | Simplifying 2008 yields: % 128.62/82.90 | (1480) ~ (e25 = e23) % 128.62/82.90 | % 128.62/82.90 | Equations (3920) can reduce 4990 to: % 128.62/82.90 | (5098) ~ (e24 = e23) % 128.62/82.90 | % 128.62/82.90 | Simplifying 5098 yields: % 128.62/82.90 | (572) ~ (e24 = e23) % 128.62/82.90 | % 128.62/82.90 +-Applying beta-rule and splitting (9415), into two cases. % 128.62/82.90 |-Branch one: % 128.62/82.90 | (9430) all_0_660_660 = e23 % 128.62/82.90 | % 128.62/82.90 | Combining equations (9430,3629) yields a new equation: % 128.62/82.90 | (2028) e24 = e23 % 128.62/82.90 | % 128.62/82.90 | Equations (2028) can reduce 572 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.90 |-Branch two: % 128.62/82.90 | (9433) ~ (all_0_660_660 = e23) % 128.62/82.90 | (9434) all_0_667_667 = e23 | all_0_673_673 = e23 | all_0_679_679 = e23 | all_0_686_686 = e23 % 128.62/82.90 | % 128.62/82.90 +-Applying beta-rule and splitting (9434), into two cases. % 128.62/82.90 |-Branch one: % 128.62/82.90 | (3892) all_0_667_667 = e23 % 128.62/82.90 | % 128.62/82.90 | Equations (3892) can reduce 3954 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.90 |-Branch two: % 128.62/82.90 | (3954) ~ (all_0_667_667 = e23) % 128.62/82.90 | (9438) all_0_673_673 = e23 | all_0_679_679 = e23 | all_0_686_686 = e23 % 128.62/82.90 | % 128.62/82.90 +-Applying beta-rule and splitting (9438), into two cases. % 128.62/82.90 |-Branch one: % 128.62/82.90 | (8949) all_0_673_673 = e23 % 128.62/82.90 | % 128.62/82.90 | Equations (8949) can reduce 5827 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.90 |-Branch two: % 128.62/82.90 | (5827) ~ (all_0_673_673 = e23) % 128.62/82.90 | (9442) all_0_679_679 = e23 | all_0_686_686 = e23 % 128.62/82.90 | % 128.62/82.90 +-Applying beta-rule and splitting (9442), into two cases. % 128.62/82.90 |-Branch one: % 128.62/82.90 | (9443) all_0_679_679 = e23 % 128.62/82.90 | % 128.62/82.90 | Combining equations (9443,4221) yields a new equation: % 128.62/82.90 | (2087) e25 = e23 % 128.62/82.90 | % 128.62/82.90 | Equations (2087) can reduce 1480 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.90 |-Branch two: % 128.62/82.90 | (9446) ~ (all_0_679_679 = e23) % 128.62/82.90 | (5826) all_0_686_686 = e23 % 128.62/82.90 | % 128.62/82.90 | Equations (5826) can reduce 9192 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.90 |-Branch two: % 128.62/82.90 | (9449) ~ (all_0_688_688 = e23) % 128.62/82.90 | (9170) all_0_688_688 = e25 % 128.62/82.90 | % 128.62/82.90 | Equations (9170) can reduce 9173 to: % 128.62/82.90 | (1975) $false % 128.62/82.90 | % 128.62/82.90 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (9182) ~ (all_0_671_671 = e25) % 128.62/82.91 | (9183) all_0_683_683 = e25 | all_0_690_690 = e25 % 128.62/82.91 | % 128.62/82.91 +-Applying beta-rule and splitting (9183), into two cases. % 128.62/82.91 |-Branch one: % 128.62/82.91 | (9184) all_0_683_683 = e25 % 128.62/82.91 | % 128.62/82.91 | Combining equations (5565,9184) yields a new equation: % 128.62/82.91 | (3113) e25 = e20 % 128.62/82.91 | % 128.62/82.91 | Equations (3113) can reduce 239 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (9187) ~ (all_0_683_683 = e25) % 128.62/82.91 | (9179) all_0_690_690 = e25 % 128.62/82.91 | % 128.62/82.91 | Combining equations (9179,9280) yields a new equation: % 128.62/82.91 | (3163) e25 = e21 % 128.62/82.91 | % 128.62/82.91 | Simplifying 3163 yields: % 128.62/82.91 | (2129) e25 = e21 % 128.62/82.91 | % 128.62/82.91 | Equations (2129) can reduce 1020 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (8836) ~ (all_0_674_674 = e26) % 128.62/82.91 | (9105) all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 128.62/82.91 | % 128.62/82.91 +-Applying beta-rule and splitting (9105), into two cases. % 128.62/82.91 |-Branch one: % 128.62/82.91 | (5976) all_0_675_675 = e26 % 128.62/82.91 | % 128.62/82.91 | Combining equations (5968,5976) yields a new equation: % 128.62/82.91 | (1984) e26 = e21 % 128.62/82.91 | % 128.62/82.91 | Equations (1984) can reduce 1656 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (5960) ~ (all_0_675_675 = e26) % 128.62/82.91 | (9110) all_0_676_676 = e26 | all_0_677_677 = e26 % 128.62/82.91 | % 128.62/82.91 +-Applying beta-rule and splitting (9110), into two cases. % 128.62/82.91 |-Branch one: % 128.62/82.91 | (4158) all_0_676_676 = e26 % 128.62/82.91 | % 128.62/82.91 | Combining equations (4158,4330) yields a new equation: % 128.62/82.91 | (3656) e26 = e24 % 128.62/82.91 | % 128.62/82.91 | Simplifying 3656 yields: % 128.62/82.91 | (2321) e26 = e24 % 128.62/82.91 | % 128.62/82.91 | Equations (2321) can reduce 1189 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (4162) ~ (all_0_676_676 = e26) % 128.62/82.91 | (3672) all_0_677_677 = e26 % 128.62/82.91 | % 128.62/82.91 | Equations (3672) can reduce 3676 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (8864) ~ (all_0_669_669 = e26) % 128.62/82.91 | (8887) all_0_675_675 = e26 | all_0_681_681 = e26 | all_0_688_688 = e26 % 128.62/82.91 | % 128.62/82.91 +-Applying beta-rule and splitting (8887), into two cases. % 128.62/82.91 |-Branch one: % 128.62/82.91 | (5976) all_0_675_675 = e26 % 128.62/82.91 | % 128.62/82.91 | Combining equations (5976,5968) yields a new equation: % 128.62/82.91 | (1983) e26 = e21 % 128.62/82.91 | % 128.62/82.91 | Simplifying 1983 yields: % 128.62/82.91 | (1984) e26 = e21 % 128.62/82.91 | % 128.62/82.91 | Equations (1984) can reduce 1656 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.91 | (5960) ~ (all_0_675_675 = e26) % 128.62/82.91 | (8896) all_0_681_681 = e26 | all_0_688_688 = e26 % 128.62/82.91 | % 128.62/82.91 +-Applying beta-rule and splitting (8896), into two cases. % 128.62/82.91 |-Branch one: % 128.62/82.91 | (3729) all_0_681_681 = e26 % 128.62/82.91 | % 128.62/82.91 | Combining equations (3145,3729) yields a new equation: % 128.62/82.91 | (2321) e26 = e24 % 128.62/82.91 | % 128.62/82.91 | Equations (2321) can reduce 1189 to: % 128.62/82.91 | (1975) $false % 128.62/82.91 | % 128.62/82.91 |-The branch is then unsatisfiable % 128.62/82.91 |-Branch two: % 128.62/82.92 | (3679) ~ (all_0_681_681 = e26) % 128.91/82.92 | (8902) all_0_688_688 = e26 % 128.91/82.92 | % 128.91/82.92 | Equations (8902) can reduce 5212 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (5740) ~ (all_0_675_675 = e21) % 128.91/82.92 | (9491) all_0_676_676 = e21 | all_0_677_677 = e21 % 128.91/82.92 | % 128.91/82.92 +-Applying beta-rule and splitting (9491), into two cases. % 128.91/82.92 |-Branch one: % 128.91/82.92 | (2792) all_0_676_676 = e21 % 128.91/82.92 | % 128.91/82.92 | Combining equations (4330,2792) yields a new equation: % 128.91/82.92 | (2323) e24 = e21 % 128.91/82.92 | % 128.91/82.92 | Simplifying 2323 yields: % 128.91/82.92 | (2180) e24 = e21 % 128.91/82.92 | % 128.91/82.92 | Equations (2180) can reduce 149 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (4392) ~ (all_0_676_676 = e21) % 128.91/82.92 | (5722) all_0_677_677 = e21 % 128.91/82.92 | % 128.91/82.92 | Equations (5722) can reduce 9282 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (3192) ~ (all_0_681_681 = e24) % 128.91/82.92 | (3193) all_0_682_682 = e24 | all_0_683_683 = e24 % 128.91/82.92 | % 128.91/82.92 +-Applying beta-rule and splitting (3097), into two cases. % 128.91/82.92 |-Branch one: % 128.91/82.92 | (3692) all_0_662_662 = e24 % 128.91/82.92 | % 128.91/82.92 | Equations (3692) can reduce 3757 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (3757) ~ (all_0_662_662 = e24) % 128.91/82.92 | (9504) all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 128.91/82.92 | % 128.91/82.92 +-Applying beta-rule and splitting (9504), into two cases. % 128.91/82.92 |-Branch one: % 128.91/82.92 | (9505) all_0_669_669 = e24 % 128.91/82.92 | % 128.91/82.92 | Equations (9505) can reduce 4972 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (4972) ~ (all_0_669_669 = e24) % 128.91/82.92 | (9508) all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 128.91/82.92 | % 128.91/82.92 +-Applying beta-rule and splitting (9508), into two cases. % 128.91/82.92 |-Branch one: % 128.91/82.92 | (5995) all_0_675_675 = e24 % 128.91/82.92 | % 128.91/82.92 | Equations (5995) can reduce 5386 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (5386) ~ (all_0_675_675 = e24) % 128.91/82.92 | (9512) all_0_681_681 = e24 | all_0_688_688 = e24 % 128.91/82.92 | % 128.91/82.92 +-Applying beta-rule and splitting (9512), into two cases. % 128.91/82.92 |-Branch one: % 128.91/82.92 | (3145) all_0_681_681 = e24 % 128.91/82.92 | % 128.91/82.92 | Equations (3145) can reduce 3192 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.92 |-Branch two: % 128.91/82.92 | (3192) ~ (all_0_681_681 = e24) % 128.91/82.92 | (9416) all_0_688_688 = e24 % 128.91/82.92 | % 128.91/82.92 | Equations (9416) can reduce 4990 to: % 128.91/82.92 | (1975) $false % 128.91/82.92 | % 128.91/82.92 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (4226) ~ (all_0_655_655 = e25) % 128.91/82.93 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (4227), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (2273) all_0_656_656 = e25 % 128.91/82.93 | % 128.91/82.93 | Combining equations (2157,2273) yields a new equation: % 128.91/82.93 | (3817) e25 = e22 % 128.91/82.93 | % 128.91/82.93 | Equations (3817) can reduce 1558 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (2279) ~ (all_0_656_656 = e25) % 128.91/82.93 | (3061) all_0_657_657 = e25 % 128.91/82.93 | % 128.91/82.93 | Combining equations (3279,3061) yields a new equation: % 128.91/82.93 | (3094) e25 = e24 % 128.91/82.93 | % 128.91/82.93 | Equations (3094) can reduce 169 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (3829) ~ (all_0_657_657 = e24) % 128.91/82.93 | (9528) all_0_664_664 = e24 | all_0_671_671 = e24 | all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (9528), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (3283) all_0_664_664 = e24 % 128.91/82.93 | % 128.91/82.93 | Equations (3283) can reduce 3281 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (3281) ~ (all_0_664_664 = e24) % 128.91/82.93 | (9532) all_0_671_671 = e24 | all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (9532), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (9533) all_0_671_671 = e24 % 128.91/82.93 | % 128.91/82.93 | Equations (9533) can reduce 2045 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (2045) ~ (all_0_671_671 = e24) % 128.91/82.93 | (9536) all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (9536), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (9399) all_0_677_677 = e24 % 128.91/82.93 | % 128.91/82.93 | Equations (9399) can reduce 5388 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (5388) ~ (all_0_677_677 = e24) % 128.91/82.93 | (9540) all_0_683_683 = e24 | all_0_690_690 = e24 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (9540), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (3198) all_0_683_683 = e24 % 128.91/82.93 | % 128.91/82.93 | Combining equations (3198,5565) yields a new equation: % 128.91/82.93 | (3103) e24 = e20 % 128.91/82.93 | % 128.91/82.93 | Simplifying 3103 yields: % 128.91/82.93 | (3104) e24 = e20 % 128.91/82.93 | % 128.91/82.93 | Equations (3104) can reduce 633 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (3124) ~ (all_0_683_683 = e24) % 128.91/82.93 | (3123) all_0_690_690 = e24 % 128.91/82.93 | % 128.91/82.93 | Equations (3123) can reduce 4992 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (3247) ~ (all_0_689_689 = e20) % 128.91/82.93 | (3248) all_0_689_689 = e26 | all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (3248), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (3249) all_0_689_689 = e26 % 128.91/82.93 | % 128.91/82.93 | Equations (3249) can reduce 2019 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (2019) ~ (all_0_689_689 = e26) % 128.91/82.93 | (3252) all_0_689_689 = e25 | all_0_689_689 = e24 | all_0_689_689 = e22 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (3252), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (3253) all_0_689_689 = e24 % 128.91/82.93 | % 128.91/82.93 | Equations (3253) can reduce 3125 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (3125) ~ (all_0_689_689 = e24) % 128.91/82.93 | (3256) all_0_689_689 = e25 | all_0_689_689 = e22 % 128.91/82.93 | % 128.91/82.93 +-Applying beta-rule and splitting (3256), into two cases. % 128.91/82.93 |-Branch one: % 128.91/82.93 | (3257) all_0_689_689 = e22 % 128.91/82.93 | % 128.91/82.93 | Equations (3257) can reduce 2987 to: % 128.91/82.93 | (1975) $false % 128.91/82.93 | % 128.91/82.93 |-The branch is then unsatisfiable % 128.91/82.93 |-Branch two: % 128.91/82.93 | (2987) ~ (all_0_689_689 = e22) % 128.91/82.93 | (3260) all_0_689_689 = e25 % 128.91/82.93 | % 128.91/82.93 | Equations (3260) can reduce 2811 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (3632) ~ (all_0_660_660 = e24) % 128.91/82.94 | (3633) all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (3633), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (3884) all_0_667_667 = e24 % 128.91/82.94 | % 128.91/82.94 | Equations (3884) can reduce 2039 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (2039) ~ (all_0_667_667 = e24) % 128.91/82.94 | (9568) all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (9568), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (9148) all_0_673_673 = e24 % 128.91/82.94 | % 128.91/82.94 | Equations (9148) can reduce 5384 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (5384) ~ (all_0_673_673 = e24) % 128.91/82.94 | (9572) all_0_679_679 = e24 | all_0_686_686 = e24 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (9572), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (3129) all_0_679_679 = e24 % 128.91/82.94 | % 128.91/82.94 | Combining equations (4221,3129) yields a new equation: % 128.91/82.94 | (3093) e25 = e24 % 128.91/82.94 | % 128.91/82.94 | Simplifying 3093 yields: % 128.91/82.94 | (3094) e25 = e24 % 128.91/82.94 | % 128.91/82.94 | Equations (3094) can reduce 169 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (3101) ~ (all_0_679_679 = e24) % 128.91/82.94 | (5818) all_0_686_686 = e24 % 128.91/82.94 | % 128.91/82.94 | Equations (5818) can reduce 4988 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (2244) ~ (all_0_656_656 = e22) % 128.91/82.94 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (673), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (2097) all_0_652_652 = e22 % 128.91/82.94 | % 128.91/82.94 | Combining equations (2091,2097) yields a new equation: % 128.91/82.94 | (3065) e22 = e20 % 128.91/82.94 | % 128.91/82.94 | Equations (3065) can reduce 959 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (2101) ~ (all_0_652_652 = e22) % 128.91/82.94 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (2765), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (5980) all_0_653_653 = e22 % 128.91/82.94 | % 128.91/82.94 | Combining equations (4958,5980) yields a new equation: % 128.91/82.94 | (2998) e26 = e22 % 128.91/82.94 | % 128.91/82.94 | Simplifying 2998 yields: % 128.91/82.94 | (2999) e26 = e22 % 128.91/82.94 | % 128.91/82.94 | Equations (2999) can reduce 792 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (5984) ~ (all_0_653_653 = e22) % 128.91/82.94 | (9592) all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (9592), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (2608) all_0_654_654 = e22 % 128.91/82.94 | % 128.91/82.94 | Combining equations (2624,2608) yields a new equation: % 128.91/82.94 | (3929) e23 = e22 % 128.91/82.94 | % 128.91/82.94 | Simplifying 3929 yields: % 128.91/82.94 | (3045) e23 = e22 % 128.91/82.94 | % 128.91/82.94 | Equations (3045) can reduce 894 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (2614) ~ (all_0_654_654 = e22) % 128.91/82.94 | (9598) all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (9598), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (9599) all_0_655_655 = e22 % 128.91/82.94 | % 128.91/82.94 | Equations (9599) can reduce 5277 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (5277) ~ (all_0_655_655 = e22) % 128.91/82.94 | (9602) all_0_656_656 = e22 | all_0_657_657 = e22 % 128.91/82.94 | % 128.91/82.94 +-Applying beta-rule and splitting (9602), into two cases. % 128.91/82.94 |-Branch one: % 128.91/82.94 | (2157) all_0_656_656 = e22 % 128.91/82.94 | % 128.91/82.94 | Equations (2157) can reduce 2244 to: % 128.91/82.94 | (1975) $false % 128.91/82.94 | % 128.91/82.94 |-The branch is then unsatisfiable % 128.91/82.94 |-Branch two: % 128.91/82.94 | (2244) ~ (all_0_656_656 = e22) % 128.91/82.95 | (3807) all_0_657_657 = e22 % 128.91/82.95 | % 128.91/82.95 | From (3807) and (766) follows: % 128.91/82.95 | (9607) op2(e22, e25) = all_0_643_643 % 128.91/82.95 | % 128.91/82.95 | Instantiating formula (364) with e22, e25, all_0_643_643, e25 and discharging atoms op2(e22, e25) = all_0_643_643, op2(e22, e25) = e25, yields: % 128.91/82.95 | (9608) all_0_643_643 = e25 % 128.91/82.95 | % 128.91/82.95 | From (9608) and (487) follows: % 128.91/82.95 | (9609) op2(e25, e25) = e20 % 128.91/82.95 | % 128.91/82.95 | Instantiating formula (364) with e25, e25, e20, e21 and discharging atoms op2(e25, e25) = e21, op2(e25, e25) = e20, yields: % 128.91/82.95 | (2252) e21 = e20 % 128.91/82.95 | % 128.91/82.95 | Equations (2252) can reduce 360 to: % 128.91/82.95 | (1975) $false % 128.91/82.95 | % 128.91/82.95 |-The branch is then unsatisfiable % 128.91/82.95 |-Branch two: % 128.91/82.95 | (4061) ~ (all_0_672_672 = e22) % 128.91/82.95 | (3858) all_0_684_684 = e22 % 128.91/82.95 | % 128.91/82.95 | Combining equations (3858,2093) yields a new equation: % 128.91/82.95 | (2999) e26 = e22 % 128.91/82.95 | % 128.91/82.95 | Equations (2999) can reduce 792 to: % 128.91/82.95 | (1975) $false % 128.91/82.95 | % 128.91/82.95 |-The branch is then unsatisfiable % 128.91/82.95 |-Branch two: % 128.91/82.95 | (2095) ~ (all_0_652_652 = e20) % 128.91/82.95 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 128.91/82.95 | % 128.91/82.95 +-Applying beta-rule and splitting (2096), into two cases. % 128.91/82.95 |-Branch one: % 128.91/82.95 | (2107) all_0_652_652 = e26 % 128.91/82.95 | % 128.91/82.95 | Equations (2107) can reduce 2112 to: % 128.91/82.95 | (1975) $false % 128.91/82.95 | % 128.91/82.95 |-The branch is then unsatisfiable % 128.91/82.95 |-Branch two: % 128.91/82.95 | (2112) ~ (all_0_652_652 = e26) % 128.91/82.95 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 128.91/82.95 | % 128.91/82.95 +-Applying beta-rule and splitting (2117), into two cases. % 128.91/82.95 |-Branch one: % 128.91/82.95 | (2083) all_0_652_652 = e24 % 128.91/82.95 | % 128.91/82.95 | Equations (2083) can reduce 2089 to: % 128.91/82.95 | (1975) $false % 128.91/82.95 | % 128.91/82.95 |-The branch is then unsatisfiable % 128.91/82.95 |-Branch two: % 128.91/82.95 | (2089) ~ (all_0_652_652 = e24) % 128.91/82.95 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 128.91/82.95 | % 128.91/82.95 +-Applying beta-rule and splitting (2121), into two cases. % 128.91/82.95 |-Branch one: % 128.91/82.95 | (2097) all_0_652_652 = e22 % 128.91/82.95 | % 128.91/82.95 | Equations (2097) can reduce 417 to: % 128.91/82.95 | (9627) ~ (all_0_684_684 = e22) % 128.91/82.95 | % 128.91/82.95 | Simplifying 9627 yields: % 128.91/82.95 | (3862) ~ (all_0_684_684 = e22) % 128.91/82.95 | % 128.91/82.95 | From (2097) and (602) follows: % 128.91/82.95 | (2098) op2(e22, e26) = e26 % 128.91/82.95 | % 128.91/82.95 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 128.91/82.95 | (4397) all_0_672_672 = e26 % 128.91/82.95 | % 128.91/82.95 | Equations (4397) can reduce 142 to: % 128.91/82.95 | (9631) ~ (all_0_684_684 = e26) % 128.91/82.95 | % 128.91/82.95 | Simplifying 9631 yields: % 128.91/82.95 | (2017) ~ (all_0_684_684 = e26) % 128.91/82.95 | % 128.91/82.95 +-Applying beta-rule and splitting (670), into two cases. % 128.91/82.95 |-Branch one: % 128.91/82.95 | (2144) all_0_684_684 = e21 % 128.91/82.95 | % 128.91/82.95 | Equations (2144) can reduce 2271 to: % 128.91/82.95 | (1975) $false % 128.91/82.95 | % 128.91/82.95 |-The branch is then unsatisfiable % 128.91/82.95 |-Branch two: % 128.91/82.95 | (2271) ~ (all_0_684_684 = e21) % 128.91/82.95 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 128.91/82.95 | % 128.91/82.95 +-Applying beta-rule and splitting (9636), into two cases. % 128.91/82.95 |-Branch one: % 128.91/82.95 | (4046) all_0_684_684 = e20 % 128.91/82.95 | % 128.91/82.95 | Equations (4046) can reduce 421 to: % 128.91/82.95 | (3453) ~ (e25 = e20) % 128.91/82.95 | % 128.91/82.95 | Simplifying 3453 yields: % 128.91/82.95 | (239) ~ (e25 = e20) % 128.91/82.95 | % 128.91/82.95 | From (4046) and (1299) follows: % 128.91/82.95 | (9640) op2(e20, e26) = e25 % 128.91/82.95 | % 128.91/82.95 | From (4046) and (510) follows: % 128.91/82.95 | (9641) op2(e20, e26) = e20 % 128.91/82.95 | % 128.91/82.95 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 128.91/82.95 | (3113) e25 = e20 % 128.91/82.95 | % 128.91/82.96 | Equations (3113) can reduce 239 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (9644) ~ (all_0_684_684 = e20) % 128.91/82.96 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (9645), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2093) all_0_684_684 = e26 % 128.91/82.96 | % 128.91/82.96 | Equations (2093) can reduce 2017 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2017) ~ (all_0_684_684 = e26) % 128.91/82.96 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (9649), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (4358) all_0_684_684 = e24 % 128.91/82.96 | % 128.91/82.96 | Equations (4358) can reduce 4986 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (4986) ~ (all_0_684_684 = e24) % 128.91/82.96 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (9653), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (3858) all_0_684_684 = e22 % 128.91/82.96 | % 128.91/82.96 | Equations (3858) can reduce 3862 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (3862) ~ (all_0_684_684 = e22) % 128.91/82.96 | (2664) all_0_684_684 = e23 % 128.91/82.96 | % 128.91/82.96 | Equations (2664) can reduce 2668 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2101) ~ (all_0_652_652 = e22) % 128.91/82.96 | (2125) all_0_652_652 = e23 % 128.91/82.96 | % 128.91/82.96 | Equations (2125) can reduce 2209 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2065) ~ (all_0_658_658 = e21) % 128.91/82.96 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (330), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2059) all_0_658_658 = e21 % 128.91/82.96 | % 128.91/82.96 | Equations (2059) can reduce 2065 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2065) ~ (all_0_658_658 = e21) % 128.91/82.96 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (206), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2057) all_0_682_682 = e21 % 128.91/82.96 | % 128.91/82.96 | Equations (2057) can reduce 2148 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2148) ~ (all_0_682_682 = e21) % 128.91/82.96 | (2149) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e20 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (1052), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2061) all_0_678_678 = e23 % 128.91/82.96 | % 128.91/82.96 | From (2061) and (1972) follows: % 128.91/82.96 | (2062) op2(e23, e26) = e24 % 128.91/82.96 | % 128.91/82.96 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 128.91/82.96 | (2063) all_0_665_665 = e24 % 128.91/82.96 | % 128.91/82.96 | From (2063) and (307) follows: % 128.91/82.96 | (4977) op2(e24, e26) = e21 % 128.91/82.96 | % 128.91/82.96 | Instantiating formula (364) with e24, e26, e21, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e21, yields: % 128.91/82.96 | (2059) all_0_658_658 = e21 % 128.91/82.96 | % 128.91/82.96 | Equations (2059) can reduce 2065 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2590) ~ (all_0_678_678 = e23) % 128.91/82.96 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (1246), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2067) all_0_678_678 = e21 % 128.91/82.96 | % 128.91/82.96 | Equations (2067) can reduce 2058 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2058) ~ (all_0_678_678 = e21) % 128.91/82.96 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (880), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2273) all_0_656_656 = e25 % 128.91/82.96 | % 128.91/82.96 | From (2273) and (4651) follows: % 128.91/82.96 | (9685) op2(e25, e21) = e24 % 128.91/82.96 | % 128.91/82.96 | From (2273) and (254) follows: % 128.91/82.96 | (9686) op2(e25, e21) = e25 % 128.91/82.96 | % 128.91/82.96 | Instantiating formula (364) with e25, e21, e24, e25 and discharging atoms op2(e25, e21) = e25, op2(e25, e21) = e24, yields: % 128.91/82.96 | (3094) e25 = e24 % 128.91/82.96 | % 128.91/82.96 | Equations (3094) can reduce 169 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2279) ~ (all_0_656_656 = e25) % 128.91/82.96 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (1166), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (3049) all_0_653_653 = e25 % 128.91/82.96 | % 128.91/82.96 | Equations (3049) can reduce 3055 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (3055) ~ (all_0_653_653 = e25) % 128.91/82.96 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (36), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2144) all_0_684_684 = e21 % 128.91/82.96 | % 128.91/82.96 | From (2144) and (1299) follows: % 128.91/82.96 | (2145) op2(e21, e26) = e25 % 128.91/82.96 | % 128.91/82.96 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 128.91/82.96 | (2146) all_0_678_678 = e25 % 128.91/82.96 | % 128.91/82.96 | Equations (2146) can reduce 1675 to: % 128.91/82.96 | (1975) $false % 128.91/82.96 | % 128.91/82.96 |-The branch is then unsatisfiable % 128.91/82.96 |-Branch two: % 128.91/82.96 | (2271) ~ (all_0_684_684 = e21) % 128.91/82.96 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 128.91/82.96 | % 128.91/82.96 +-Applying beta-rule and splitting (2066), into two cases. % 128.91/82.96 |-Branch one: % 128.91/82.96 | (2071) all_0_665_665 = e21 % 128.91/82.96 | % 128.91/82.97 | Equations (2071) can reduce 2077 to: % 128.91/82.97 | (1975) $false % 128.91/82.97 | % 128.91/82.97 |-The branch is then unsatisfiable % 128.91/82.97 |-Branch two: % 128.91/82.97 | (2077) ~ (all_0_665_665 = e21) % 128.91/82.97 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (2136), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2079) all_0_672_672 = e21 % 128.91/82.97 | % 128.91/82.97 | From (2079) and (1758) follows: % 128.91/82.97 | (2082) op2(e22, e26) = e21 % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (177), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2157) all_0_656_656 = e22 % 128.91/82.97 | % 128.91/82.97 | Equations (2157) can reduce 1243 to: % 128.91/82.97 | (2101) ~ (all_0_652_652 = e22) % 128.91/82.97 | % 128.91/82.97 | Equations (2157) can reduce 1102 to: % 128.91/82.97 | (2982) ~ (all_0_663_663 = e22) % 128.91/82.97 | % 128.91/82.97 | Simplifying 2982 yields: % 128.91/82.97 | (2983) ~ (all_0_663_663 = e22) % 128.91/82.97 | % 128.91/82.97 | Equations (2157) can reduce 1208 to: % 128.91/82.97 | (2990) ~ (e23 = e22) % 128.91/82.97 | % 128.91/82.97 | Simplifying 2990 yields: % 128.91/82.97 | (894) ~ (e23 = e22) % 128.91/82.97 | % 128.91/82.97 | From (2157) and (897) follows: % 128.91/82.97 | (2994) op2(e22, e25) = all_0_636_636 % 128.91/82.97 | % 128.91/82.97 | From (2157) and (4651) follows: % 128.91/82.97 | (5371) op2(e22, e21) = e24 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e22, e25, all_0_636_636, e25 and discharging atoms op2(e22, e25) = all_0_636_636, op2(e22, e25) = e25, yields: % 128.91/82.97 | (2995) all_0_636_636 = e25 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e22, e21, e24, all_0_676_676 and discharging atoms op2(e22, e21) = all_0_676_676, op2(e22, e21) = e24, yields: % 128.91/82.97 | (4330) all_0_676_676 = e24 % 128.91/82.97 | % 128.91/82.97 | Equations (4330) can reduce 513 to: % 128.91/82.97 | (3211) ~ (all_0_663_663 = e24) % 128.91/82.97 | % 128.91/82.97 | Equations (4330) can reduce 370 to: % 128.91/82.97 | (9718) ~ (all_0_682_682 = e24) % 128.91/82.97 | % 128.91/82.97 | Simplifying 9718 yields: % 128.91/82.97 | (3197) ~ (all_0_682_682 = e24) % 128.91/82.97 | % 128.91/82.97 | From (2995) and (166) follows: % 128.91/82.97 | (1547) op2(e25, e25) = e21 % 128.91/82.97 | % 128.91/82.97 | From (4330) and (465) follows: % 128.91/82.97 | (5395) op2(e24, e21) = e25 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e24, e21, e25, all_0_663_663 and discharging atoms op2(e24, e21) = all_0_663_663, op2(e24, e21) = e25, yields: % 128.91/82.97 | (3234) all_0_663_663 = e25 % 128.91/82.97 | % 128.91/82.97 | Equations (3234) can reduce 146 to: % 128.91/82.97 | (4644) ~ (all_0_682_682 = e25) % 128.91/82.97 | % 128.91/82.97 | Simplifying 4644 yields: % 128.91/82.97 | (4645) ~ (all_0_682_682 = e25) % 128.91/82.97 | % 128.91/82.97 | Equations (3234) can reduce 3211 to: % 128.91/82.97 | (169) ~ (e25 = e24) % 128.91/82.97 | % 128.91/82.97 | Equations (3234) can reduce 2983 to: % 128.91/82.97 | (1558) ~ (e25 = e22) % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (1410), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2955) all_0_678_678 = e24 % 128.91/82.97 | % 128.91/82.97 | Equations (2955) can reduce 1371 to: % 128.91/82.97 | (2944) ~ (all_0_658_658 = e24) % 128.91/82.97 | % 128.91/82.97 | From (2955) and (1972) follows: % 128.91/82.97 | (4294) op2(e24, e26) = e24 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 128.91/82.97 | (3319) all_0_658_658 = e24 % 128.91/82.97 | % 128.91/82.97 | Equations (3319) can reduce 2944 to: % 128.91/82.97 | (1975) $false % 128.91/82.97 | % 128.91/82.97 |-The branch is then unsatisfiable % 128.91/82.97 |-Branch two: % 128.91/82.97 | (2946) ~ (all_0_678_678 = e24) % 128.91/82.97 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (347), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2097) all_0_652_652 = e22 % 128.91/82.97 | % 128.91/82.97 | Equations (2097) can reduce 2101 to: % 128.91/82.97 | (1975) $false % 128.91/82.97 | % 128.91/82.97 |-The branch is then unsatisfiable % 128.91/82.97 |-Branch two: % 128.91/82.97 | (2101) ~ (all_0_652_652 = e22) % 128.91/82.97 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (1600), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2246) all_0_656_656 = e20 % 128.91/82.97 | % 128.91/82.97 | Combining equations (2246,2157) yields a new equation: % 128.91/82.97 | (3065) e22 = e20 % 128.91/82.97 | % 128.91/82.97 | Equations (3065) can reduce 959 to: % 128.91/82.97 | (1975) $false % 128.91/82.97 | % 128.91/82.97 |-The branch is then unsatisfiable % 128.91/82.97 |-Branch two: % 128.91/82.97 | (2254) ~ (all_0_656_656 = e20) % 128.91/82.97 | (2976) all_0_663_663 = e20 | all_0_670_670 = e20 | all_0_676_676 = e20 | all_0_682_682 = e20 | all_0_689_689 = e20 % 128.91/82.97 | % 128.91/82.97 | Equations (2157) can reduce 2254 to: % 128.91/82.97 | (959) ~ (e22 = e20) % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (118), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2691) all_0_654_654 = e25 % 128.91/82.97 | % 128.91/82.97 | From (2691) and (1559) follows: % 128.91/82.97 | (3042) op2(e25, e25) = all_0_623_623 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e25, e25, all_0_623_623, e21 and discharging atoms op2(e25, e25) = all_0_623_623, op2(e25, e25) = e21, yields: % 128.91/82.97 | (3043) all_0_623_623 = e21 % 128.91/82.97 | % 128.91/82.97 | From (3043) and (65) follows: % 128.91/82.97 | (3044) op2(e21, e25) = e23 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e21, e25, e23, e22 and discharging atoms op2(e21, e25) = e23, op2(e21, e25) = e22, yields: % 128.91/82.97 | (3045) e23 = e22 % 128.91/82.97 | % 128.91/82.97 | Equations (3045) can reduce 894 to: % 128.91/82.97 | (1975) $false % 128.91/82.97 | % 128.91/82.97 |-The branch is then unsatisfiable % 128.91/82.97 |-Branch two: % 128.91/82.97 | (2580) ~ (all_0_654_654 = e25) % 128.91/82.97 | (3048) all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (387), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (3073) all_0_655_655 = e25 % 128.91/82.97 | % 128.91/82.97 | Equations (3073) can reduce 277 to: % 128.91/82.97 | (1020) ~ (e25 = e21) % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (930), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2083) all_0_652_652 = e24 % 128.91/82.97 | % 128.91/82.97 | From (2083) and (602) follows: % 128.91/82.97 | (2084) op2(e24, e26) = e26 % 128.91/82.97 | % 128.91/82.97 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 128.91/82.97 | (2085) all_0_658_658 = e26 % 128.91/82.97 | % 128.91/82.97 | Equations (2085) can reduce 3364 to: % 128.91/82.97 | (1975) $false % 128.91/82.97 | % 128.91/82.97 |-The branch is then unsatisfiable % 128.91/82.97 |-Branch two: % 128.91/82.97 | (2089) ~ (all_0_652_652 = e24) % 128.91/82.97 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (196), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.97 | (2091) all_0_652_652 = e20 % 128.91/82.97 | % 128.91/82.97 | Equations (2091) can reduce 1525 to: % 128.91/82.97 | (9761) ~ (all_0_678_678 = e20) % 128.91/82.97 | % 128.91/82.97 | Simplifying 9761 yields: % 128.91/82.97 | (4045) ~ (all_0_678_678 = e20) % 128.91/82.97 | % 128.91/82.97 +-Applying beta-rule and splitting (2070), into two cases. % 128.91/82.97 |-Branch one: % 128.91/82.98 | (3448) all_0_678_678 = e20 % 128.91/82.98 | % 128.91/82.98 | Equations (3448) can reduce 4045 to: % 128.91/82.98 | (1975) $false % 128.91/82.98 | % 128.91/82.98 |-The branch is then unsatisfiable % 128.91/82.98 |-Branch two: % 128.91/82.98 | (4045) ~ (all_0_678_678 = e20) % 129.12/82.98 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (4141), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (4142) all_0_678_678 = e26 % 129.12/82.98 | % 129.12/82.98 | From (4142) and (1972) follows: % 129.12/82.98 | (9768) op2(e26, e26) = e24 % 129.12/82.98 | % 129.12/82.98 | Instantiating formula (364) with e26, e26, e24, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e24, yields: % 129.12/82.98 | (3094) e25 = e24 % 129.12/82.98 | % 129.12/82.98 | Equations (3094) can reduce 169 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (3347) ~ (all_0_678_678 = e26) % 129.12/82.98 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (4145), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (2955) all_0_678_678 = e24 % 129.12/82.98 | % 129.12/82.98 | Equations (2955) can reduce 2946 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (2946) ~ (all_0_678_678 = e24) % 129.12/82.98 | (2061) all_0_678_678 = e23 % 129.12/82.98 | % 129.12/82.98 | Equations (2061) can reduce 2590 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (2095) ~ (all_0_652_652 = e20) % 129.12/82.98 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (1225), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (2125) all_0_652_652 = e23 % 129.12/82.98 | % 129.12/82.98 | Equations (2125) can reduce 1525 to: % 129.12/82.98 | (3330) ~ (all_0_678_678 = e23) % 129.12/82.98 | % 129.12/82.98 | Simplifying 3330 yields: % 129.12/82.98 | (2590) ~ (all_0_678_678 = e23) % 129.12/82.98 | % 129.12/82.98 | From (2125) and (602) follows: % 129.12/82.98 | (2126) op2(e23, e26) = e26 % 129.12/82.98 | % 129.12/82.98 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 129.12/82.98 | (2127) all_0_665_665 = e26 % 129.12/82.98 | % 129.12/82.98 | Equations (2127) can reduce 1470 to: % 129.12/82.98 | (3346) ~ (all_0_678_678 = e26) % 129.12/82.98 | % 129.12/82.98 | Simplifying 3346 yields: % 129.12/82.98 | (3347) ~ (all_0_678_678 = e26) % 129.12/82.98 | % 129.12/82.98 | From (2127) and (307) follows: % 129.12/82.98 | (2128) op2(e26, e26) = e21 % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (2070), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (3448) all_0_678_678 = e20 % 129.12/82.98 | % 129.12/82.98 | Equations (3448) can reduce 298 to: % 129.12/82.98 | (9789) ~ (all_0_682_682 = e20) % 129.12/82.98 | % 129.12/82.98 | Simplifying 9789 yields: % 129.12/82.98 | (9790) ~ (all_0_682_682 = e20) % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (2149), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (9791) all_0_682_682 = e20 % 129.12/82.98 | % 129.12/82.98 | Equations (9791) can reduce 9790 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (9790) ~ (all_0_682_682 = e20) % 129.12/82.98 | (9794) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (9794), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (4164) all_0_682_682 = e26 % 129.12/82.98 | % 129.12/82.98 | From (4164)(4164) and (1059) follows: % 129.12/82.98 | (5030) op2(e26, e26) = all_0_600_600 % 129.12/82.98 | % 129.12/82.98 | Instantiating formula (364) with e26, e26, all_0_600_600, e25 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e25, yields: % 129.12/82.98 | (5039) all_0_600_600 = e25 % 129.12/82.98 | % 129.12/82.98 | Instantiating formula (364) with e26, e26, e21, all_0_600_600 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e21, yields: % 129.12/82.98 | (2838) all_0_600_600 = e21 % 129.12/82.98 | % 129.12/82.98 | Combining equations (2838,5039) yields a new equation: % 129.12/82.98 | (2129) e25 = e21 % 129.12/82.98 | % 129.12/82.98 | Equations (2129) can reduce 1020 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (4168) ~ (all_0_682_682 = e26) % 129.12/82.98 | (9802) all_0_682_682 = e25 | all_0_682_682 = e24 % 129.12/82.98 | % 129.12/82.98 +-Applying beta-rule and splitting (9802), into two cases. % 129.12/82.98 |-Branch one: % 129.12/82.98 | (3194) all_0_682_682 = e24 % 129.12/82.98 | % 129.12/82.98 | Equations (3194) can reduce 3197 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (3197) ~ (all_0_682_682 = e24) % 129.12/82.98 | (2803) all_0_682_682 = e25 % 129.12/82.98 | % 129.12/82.98 | Equations (2803) can reduce 4645 to: % 129.12/82.98 | (1975) $false % 129.12/82.98 | % 129.12/82.98 |-The branch is then unsatisfiable % 129.12/82.98 |-Branch two: % 129.12/82.98 | (4045) ~ (all_0_678_678 = e20) % 129.12/82.98 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/82.98 | % 129.12/82.99 +-Applying beta-rule and splitting (4141), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (4142) all_0_678_678 = e26 % 129.12/82.99 | % 129.12/82.99 | Equations (4142) can reduce 3347 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (3347) ~ (all_0_678_678 = e26) % 129.12/82.99 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (4145), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (2955) all_0_678_678 = e24 % 129.12/82.99 | % 129.12/82.99 | Equations (2955) can reduce 2946 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (2946) ~ (all_0_678_678 = e24) % 129.12/82.99 | (2061) all_0_678_678 = e23 % 129.12/82.99 | % 129.12/82.99 | Equations (2061) can reduce 2590 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (2209) ~ (all_0_652_652 = e23) % 129.12/82.99 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (2096), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (2107) all_0_652_652 = e26 % 129.12/82.99 | % 129.12/82.99 | Equations (2107) can reduce 1525 to: % 129.12/82.99 | (3346) ~ (all_0_678_678 = e26) % 129.12/82.99 | % 129.12/82.99 | Simplifying 3346 yields: % 129.12/82.99 | (3347) ~ (all_0_678_678 = e26) % 129.12/82.99 | % 129.12/82.99 | From (2107) and (602) follows: % 129.12/82.99 | (2109) op2(e26, e26) = e26 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (2070), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (3448) all_0_678_678 = e20 % 129.12/82.99 | % 129.12/82.99 | Equations (3448) can reduce 298 to: % 129.12/82.99 | (9789) ~ (all_0_682_682 = e20) % 129.12/82.99 | % 129.12/82.99 | Simplifying 9789 yields: % 129.12/82.99 | (9790) ~ (all_0_682_682 = e20) % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (2149), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (9791) all_0_682_682 = e20 % 129.12/82.99 | % 129.12/82.99 | Equations (9791) can reduce 9790 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (9790) ~ (all_0_682_682 = e20) % 129.12/82.99 | (9794) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (9794), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (4164) all_0_682_682 = e26 % 129.12/82.99 | % 129.12/82.99 | Equations (4164) can reduce 4645 to: % 129.12/82.99 | (950) ~ (e26 = e25) % 129.12/82.99 | % 129.12/82.99 | From (4164)(4164) and (1059) follows: % 129.12/82.99 | (5030) op2(e26, e26) = all_0_600_600 % 129.12/82.99 | % 129.12/82.99 | Instantiating formula (364) with e26, e26, all_0_600_600, e25 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e25, yields: % 129.12/82.99 | (5039) all_0_600_600 = e25 % 129.12/82.99 | % 129.12/82.99 | Instantiating formula (364) with e26, e26, e26, all_0_600_600 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e26, yields: % 129.12/82.99 | (9836) all_0_600_600 = e26 % 129.12/82.99 | % 129.12/82.99 | Combining equations (9836,5039) yields a new equation: % 129.12/82.99 | (3667) e26 = e25 % 129.12/82.99 | % 129.12/82.99 | Simplifying 3667 yields: % 129.12/82.99 | (2110) e26 = e25 % 129.12/82.99 | % 129.12/82.99 | Equations (2110) can reduce 950 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (4168) ~ (all_0_682_682 = e26) % 129.12/82.99 | (9802) all_0_682_682 = e25 | all_0_682_682 = e24 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (9802), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (3194) all_0_682_682 = e24 % 129.12/82.99 | % 129.12/82.99 | Equations (3194) can reduce 3197 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (3197) ~ (all_0_682_682 = e24) % 129.12/82.99 | (2803) all_0_682_682 = e25 % 129.12/82.99 | % 129.12/82.99 | Equations (2803) can reduce 4645 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (4045) ~ (all_0_678_678 = e20) % 129.12/82.99 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (4141), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (4142) all_0_678_678 = e26 % 129.12/82.99 | % 129.12/82.99 | Equations (4142) can reduce 3347 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (3347) ~ (all_0_678_678 = e26) % 129.12/82.99 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/82.99 | % 129.12/82.99 +-Applying beta-rule and splitting (4145), into two cases. % 129.12/82.99 |-Branch one: % 129.12/82.99 | (2955) all_0_678_678 = e24 % 129.12/82.99 | % 129.12/82.99 | Equations (2955) can reduce 2946 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/82.99 | (2946) ~ (all_0_678_678 = e24) % 129.12/82.99 | (2061) all_0_678_678 = e23 % 129.12/82.99 | % 129.12/82.99 | Equations (2061) can reduce 2590 to: % 129.12/82.99 | (1975) $false % 129.12/82.99 | % 129.12/82.99 |-The branch is then unsatisfiable % 129.12/82.99 |-Branch two: % 129.12/83.00 | (2112) ~ (all_0_652_652 = e26) % 129.12/83.00 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (2117), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (2083) all_0_652_652 = e24 % 129.12/83.00 | % 129.12/83.00 | Equations (2083) can reduce 2089 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.00 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (2121), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (2097) all_0_652_652 = e22 % 129.12/83.00 | % 129.12/83.00 | Equations (2097) can reduce 2101 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (2101) ~ (all_0_652_652 = e22) % 129.12/83.00 | (2125) all_0_652_652 = e23 % 129.12/83.00 | % 129.12/83.00 | Equations (2125) can reduce 2209 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (4226) ~ (all_0_655_655 = e25) % 129.12/83.00 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (3056), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (2691) all_0_654_654 = e25 % 129.12/83.00 | % 129.12/83.00 | Equations (2691) can reduce 2580 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (2580) ~ (all_0_654_654 = e25) % 129.12/83.00 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (3072), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (3073) all_0_655_655 = e25 % 129.12/83.00 | % 129.12/83.00 | Equations (3073) can reduce 4226 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (4226) ~ (all_0_655_655 = e25) % 129.12/83.00 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (4227), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (2273) all_0_656_656 = e25 % 129.12/83.00 | % 129.12/83.00 | Combining equations (2273,2157) yields a new equation: % 129.12/83.00 | (4229) e25 = e22 % 129.12/83.00 | % 129.12/83.00 | Simplifying 4229 yields: % 129.12/83.00 | (3817) e25 = e22 % 129.12/83.00 | % 129.12/83.00 | Equations (3817) can reduce 1558 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (2279) ~ (all_0_656_656 = e25) % 129.12/83.00 | (3061) all_0_657_657 = e25 % 129.12/83.00 | % 129.12/83.00 | From (3061) and (766) follows: % 129.12/83.00 | (3062) op2(e25, e25) = all_0_643_643 % 129.12/83.00 | % 129.12/83.00 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 129.12/83.00 | (3063) all_0_643_643 = e21 % 129.12/83.00 | % 129.12/83.00 | From (3063) and (487) follows: % 129.12/83.00 | (3064) op2(e21, e25) = e20 % 129.12/83.00 | % 129.12/83.00 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 129.12/83.00 | (3065) e22 = e20 % 129.12/83.00 | % 129.12/83.00 | Equations (3065) can reduce 959 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (2244) ~ (all_0_656_656 = e22) % 129.12/83.00 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (1691), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (2246) all_0_656_656 = e20 % 129.12/83.00 | % 129.12/83.00 | From (2246) and (897) follows: % 129.12/83.00 | (2249) op2(e20, e25) = all_0_636_636 % 129.12/83.00 | % 129.12/83.00 | From (2246) and (4651) follows: % 129.12/83.00 | (9894) op2(e20, e21) = e24 % 129.12/83.00 | % 129.12/83.00 | Instantiating formula (364) with e20, e25, all_0_636_636, all_0_685_685 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = all_0_685_685, yields: % 129.12/83.00 | (9895) all_0_636_636 = all_0_685_685 % 129.12/83.00 | % 129.12/83.00 | Instantiating formula (364) with e20, e21, e24, all_0_689_689 and discharging atoms op2(e20, e21) = all_0_689_689, op2(e20, e21) = e24, yields: % 129.12/83.00 | (3253) all_0_689_689 = e24 % 129.12/83.00 | % 129.12/83.00 | Equations (3253) can reduce 1104 to: % 129.12/83.00 | (4614) ~ (all_0_685_685 = e24) % 129.12/83.00 | % 129.12/83.00 | From (9895) and (166) follows: % 129.12/83.00 | (9898) op2(all_0_685_685, e25) = e21 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (2031), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (2036) all_0_666_666 = e24 % 129.12/83.00 | % 129.12/83.00 | Equations (2036) can reduce 1662 to: % 129.12/83.00 | (9900) ~ (all_0_685_685 = e24) % 129.12/83.00 | % 129.12/83.00 | Simplifying 9900 yields: % 129.12/83.00 | (4614) ~ (all_0_685_685 = e24) % 129.12/83.00 | % 129.12/83.00 | Equations (2036) can reduce 279 to: % 129.12/83.00 | (149) ~ (e24 = e21) % 129.12/83.00 | % 129.12/83.00 | From (2036) and (348) follows: % 129.12/83.00 | (2052) op2(e23, e25) = e24 % 129.12/83.00 | % 129.12/83.00 +-Applying beta-rule and splitting (4488), into two cases. % 129.12/83.00 |-Branch one: % 129.12/83.00 | (4484) all_0_685_685 = e24 % 129.12/83.00 | % 129.12/83.00 | Equations (4484) can reduce 4614 to: % 129.12/83.00 | (1975) $false % 129.12/83.00 | % 129.12/83.00 |-The branch is then unsatisfiable % 129.12/83.00 |-Branch two: % 129.12/83.00 | (4614) ~ (all_0_685_685 = e24) % 129.12/83.00 | (4615) all_0_685_685 = e23 % 129.12/83.00 | % 129.12/83.00 | From (4615) and (9898) follows: % 129.12/83.01 | (9908) op2(e23, e25) = e21 % 129.12/83.01 | % 129.12/83.01 | Instantiating formula (364) with e23, e25, e21, e24 and discharging atoms op2(e23, e25) = e24, op2(e23, e25) = e21, yields: % 129.12/83.01 | (2180) e24 = e21 % 129.12/83.01 | % 129.12/83.01 | Equations (2180) can reduce 149 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (4483) ~ (all_0_666_666 = e24) % 129.12/83.01 | (4484) all_0_685_685 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (4484) can reduce 4614 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2254) ~ (all_0_656_656 = e20) % 129.12/83.01 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (347), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2097) all_0_652_652 = e22 % 129.12/83.01 | % 129.12/83.01 | From (2097) and (602) follows: % 129.12/83.01 | (2098) op2(e22, e26) = e26 % 129.12/83.01 | % 129.12/83.01 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 129.12/83.01 | (1984) e26 = e21 % 129.12/83.01 | % 129.12/83.01 | Equations (1984) can reduce 1656 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2101) ~ (all_0_652_652 = e22) % 129.12/83.01 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (196), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2091) all_0_652_652 = e20 % 129.12/83.01 | % 129.12/83.01 | Equations (2091) can reduce 1525 to: % 129.12/83.01 | (9761) ~ (all_0_678_678 = e20) % 129.12/83.01 | % 129.12/83.01 | Simplifying 9761 yields: % 129.12/83.01 | (4045) ~ (all_0_678_678 = e20) % 129.12/83.01 | % 129.12/83.01 | From (2091) and (602) follows: % 129.12/83.01 | (2092) op2(e20, e26) = e26 % 129.12/83.01 | % 129.12/83.01 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 129.12/83.01 | (2093) all_0_684_684 = e26 % 129.12/83.01 | % 129.12/83.01 | Equations (2093) can reduce 290 to: % 129.12/83.01 | (3347) ~ (all_0_678_678 = e26) % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (2070), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (3448) all_0_678_678 = e20 % 129.12/83.01 | % 129.12/83.01 | Equations (3448) can reduce 4045 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (4045) ~ (all_0_678_678 = e20) % 129.12/83.01 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (4141), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (4142) all_0_678_678 = e26 % 129.12/83.01 | % 129.12/83.01 | Equations (4142) can reduce 3347 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (3347) ~ (all_0_678_678 = e26) % 129.12/83.01 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (4145), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2955) all_0_678_678 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (2955) can reduce 1371 to: % 129.12/83.01 | (2944) ~ (all_0_658_658 = e24) % 129.12/83.01 | % 129.12/83.01 | From (2955) and (1972) follows: % 129.12/83.01 | (4294) op2(e24, e26) = e24 % 129.12/83.01 | % 129.12/83.01 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 129.12/83.01 | (3319) all_0_658_658 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (3319) can reduce 2944 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2946) ~ (all_0_678_678 = e24) % 129.12/83.01 | (2061) all_0_678_678 = e23 % 129.12/83.01 | % 129.12/83.01 | Equations (2061) can reduce 2590 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2095) ~ (all_0_652_652 = e20) % 129.12/83.01 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (1410), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2955) all_0_678_678 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (2955) can reduce 1371 to: % 129.12/83.01 | (2944) ~ (all_0_658_658 = e24) % 129.12/83.01 | % 129.12/83.01 | From (2955) and (1972) follows: % 129.12/83.01 | (4294) op2(e24, e26) = e24 % 129.12/83.01 | % 129.12/83.01 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 129.12/83.01 | (3319) all_0_658_658 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (3319) can reduce 2944 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2946) ~ (all_0_678_678 = e24) % 129.12/83.01 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (387), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (3073) all_0_655_655 = e25 % 129.12/83.01 | % 129.12/83.01 | Equations (3073) can reduce 675 to: % 129.12/83.01 | (9954) ~ (all_0_656_656 = e25) % 129.12/83.01 | % 129.12/83.01 | Simplifying 9954 yields: % 129.12/83.01 | (2279) ~ (all_0_656_656 = e25) % 129.12/83.01 | % 129.12/83.01 | Equations (3073) can reduce 277 to: % 129.12/83.01 | (1020) ~ (e25 = e21) % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (930), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2083) all_0_652_652 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (2083) can reduce 1243 to: % 129.12/83.01 | (2311) ~ (all_0_656_656 = e24) % 129.12/83.01 | % 129.12/83.01 | Simplifying 2311 yields: % 129.12/83.01 | (2312) ~ (all_0_656_656 = e24) % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (2255), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2315) all_0_656_656 = e26 % 129.12/83.01 | % 129.12/83.01 | From (2315) and (4651) follows: % 129.12/83.01 | (9961) op2(e26, e21) = e24 % 129.12/83.01 | % 129.12/83.01 | Instantiating formula (364) with e26, e21, e24, e23 and discharging atoms op2(e26, e21) = e24, op2(e26, e21) = e23, yields: % 129.12/83.01 | (2028) e24 = e23 % 129.12/83.01 | % 129.12/83.01 | Equations (2028) can reduce 572 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2326) ~ (all_0_656_656 = e26) % 129.12/83.01 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (2327), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2328) all_0_656_656 = e24 % 129.12/83.01 | % 129.12/83.01 | Equations (2328) can reduce 2312 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2312) ~ (all_0_656_656 = e24) % 129.12/83.01 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 129.12/83.01 | % 129.12/83.01 +-Applying beta-rule and splitting (2331), into two cases. % 129.12/83.01 |-Branch one: % 129.12/83.01 | (2157) all_0_656_656 = e22 % 129.12/83.01 | % 129.12/83.01 | Equations (2157) can reduce 2244 to: % 129.12/83.01 | (1975) $false % 129.12/83.01 | % 129.12/83.01 |-The branch is then unsatisfiable % 129.12/83.01 |-Branch two: % 129.12/83.01 | (2244) ~ (all_0_656_656 = e22) % 129.12/83.02 | (2273) all_0_656_656 = e25 % 129.12/83.02 | % 129.12/83.02 | Equations (2273) can reduce 2279 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.02 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (1580), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (2083) all_0_652_652 = e24 % 129.12/83.02 | % 129.12/83.02 | Equations (2083) can reduce 2089 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.02 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (673), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (2097) all_0_652_652 = e22 % 129.12/83.02 | % 129.12/83.02 | Equations (2097) can reduce 2101 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (2101) ~ (all_0_652_652 = e22) % 129.12/83.02 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (1225), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (2125) all_0_652_652 = e23 % 129.12/83.02 | % 129.12/83.02 | From (2125) and (602) follows: % 129.12/83.02 | (2126) op2(e23, e26) = e26 % 129.12/83.02 | % 129.12/83.02 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 129.12/83.02 | (2127) all_0_665_665 = e26 % 129.12/83.02 | % 129.12/83.02 | From (2127) and (307) follows: % 129.12/83.02 | (2128) op2(e26, e26) = e21 % 129.12/83.02 | % 129.12/83.02 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 129.12/83.02 | (2129) e25 = e21 % 129.12/83.02 | % 129.12/83.02 | Equations (2129) can reduce 1020 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (2209) ~ (all_0_652_652 = e23) % 129.12/83.02 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (2096), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (2107) all_0_652_652 = e26 % 129.12/83.02 | % 129.12/83.02 | Equations (2107) can reduce 1243 to: % 129.12/83.02 | (9994) ~ (all_0_656_656 = e26) % 129.12/83.02 | % 129.12/83.02 | Simplifying 9994 yields: % 129.12/83.02 | (2326) ~ (all_0_656_656 = e26) % 129.12/83.02 | % 129.12/83.02 | Equations (2107) can reduce 1525 to: % 129.12/83.02 | (3346) ~ (all_0_678_678 = e26) % 129.12/83.02 | % 129.12/83.02 | Simplifying 3346 yields: % 129.12/83.02 | (3347) ~ (all_0_678_678 = e26) % 129.12/83.02 | % 129.12/83.02 | From (2107) and (602) follows: % 129.12/83.02 | (2109) op2(e26, e26) = e26 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (2070), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (3448) all_0_678_678 = e20 % 129.12/83.02 | % 129.12/83.02 | Equations (3448) can reduce 298 to: % 129.12/83.02 | (9789) ~ (all_0_682_682 = e20) % 129.12/83.02 | % 129.12/83.02 | Simplifying 9789 yields: % 129.12/83.02 | (9790) ~ (all_0_682_682 = e20) % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (2255), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (2315) all_0_656_656 = e26 % 129.12/83.02 | % 129.12/83.02 | Equations (2315) can reduce 2326 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (2326) ~ (all_0_656_656 = e26) % 129.12/83.02 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (2327), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (2328) all_0_656_656 = e24 % 129.12/83.02 | % 129.12/83.02 | Equations (2328) can reduce 580 to: % 129.12/83.02 | (9718) ~ (all_0_682_682 = e24) % 129.12/83.02 | % 129.12/83.02 | Simplifying 9718 yields: % 129.12/83.02 | (3197) ~ (all_0_682_682 = e24) % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (2149), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (9791) all_0_682_682 = e20 % 129.12/83.02 | % 129.12/83.02 | Equations (9791) can reduce 9790 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (9790) ~ (all_0_682_682 = e20) % 129.12/83.02 | (9794) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (9794), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (4164) all_0_682_682 = e26 % 129.12/83.02 | % 129.12/83.02 | Equations (4164) can reduce 4645 to: % 129.12/83.02 | (950) ~ (e26 = e25) % 129.12/83.02 | % 129.12/83.02 | From (4164)(4164) and (1059) follows: % 129.12/83.02 | (5030) op2(e26, e26) = all_0_600_600 % 129.12/83.02 | % 129.12/83.02 | Instantiating formula (364) with e26, e26, all_0_600_600, e25 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e25, yields: % 129.12/83.02 | (5039) all_0_600_600 = e25 % 129.12/83.02 | % 129.12/83.02 | Instantiating formula (364) with e26, e26, e26, all_0_600_600 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e26, yields: % 129.12/83.02 | (9836) all_0_600_600 = e26 % 129.12/83.02 | % 129.12/83.02 | Combining equations (9836,5039) yields a new equation: % 129.12/83.02 | (3667) e26 = e25 % 129.12/83.02 | % 129.12/83.02 | Simplifying 3667 yields: % 129.12/83.02 | (2110) e26 = e25 % 129.12/83.02 | % 129.12/83.02 | Equations (2110) can reduce 950 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (4168) ~ (all_0_682_682 = e26) % 129.12/83.02 | (9802) all_0_682_682 = e25 | all_0_682_682 = e24 % 129.12/83.02 | % 129.12/83.02 +-Applying beta-rule and splitting (9802), into two cases. % 129.12/83.02 |-Branch one: % 129.12/83.02 | (3194) all_0_682_682 = e24 % 129.12/83.02 | % 129.12/83.02 | Equations (3194) can reduce 3197 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.02 |-Branch two: % 129.12/83.02 | (3197) ~ (all_0_682_682 = e24) % 129.12/83.02 | (2803) all_0_682_682 = e25 % 129.12/83.02 | % 129.12/83.02 | Equations (2803) can reduce 4645 to: % 129.12/83.02 | (1975) $false % 129.12/83.02 | % 129.12/83.02 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2312) ~ (all_0_656_656 = e24) % 129.12/83.03 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (2331), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2157) all_0_656_656 = e22 % 129.12/83.03 | % 129.12/83.03 | Equations (2157) can reduce 2244 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2244) ~ (all_0_656_656 = e22) % 129.12/83.03 | (2273) all_0_656_656 = e25 % 129.12/83.03 | % 129.12/83.03 | Equations (2273) can reduce 2279 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (4045) ~ (all_0_678_678 = e20) % 129.12/83.03 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (4141), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (4142) all_0_678_678 = e26 % 129.12/83.03 | % 129.12/83.03 | Equations (4142) can reduce 3347 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (3347) ~ (all_0_678_678 = e26) % 129.12/83.03 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (4145), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2955) all_0_678_678 = e24 % 129.12/83.03 | % 129.12/83.03 | Equations (2955) can reduce 2946 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2946) ~ (all_0_678_678 = e24) % 129.12/83.03 | (2061) all_0_678_678 = e23 % 129.12/83.03 | % 129.12/83.03 | Equations (2061) can reduce 2590 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2112) ~ (all_0_652_652 = e26) % 129.12/83.03 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (2117), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2083) all_0_652_652 = e24 % 129.12/83.03 | % 129.12/83.03 | Equations (2083) can reduce 2089 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.03 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (2121), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2097) all_0_652_652 = e22 % 129.12/83.03 | % 129.12/83.03 | Equations (2097) can reduce 2101 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2101) ~ (all_0_652_652 = e22) % 129.12/83.03 | (2125) all_0_652_652 = e23 % 129.12/83.03 | % 129.12/83.03 | Equations (2125) can reduce 2209 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (4226) ~ (all_0_655_655 = e25) % 129.12/83.03 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (118), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2691) all_0_654_654 = e25 % 129.12/83.03 | % 129.12/83.03 | From (2691) and (1559) follows: % 129.12/83.03 | (3042) op2(e25, e25) = all_0_623_623 % 129.12/83.03 | % 129.12/83.03 | Instantiating formula (364) with e25, e25, all_0_623_623, e21 and discharging atoms op2(e25, e25) = all_0_623_623, op2(e25, e25) = e21, yields: % 129.12/83.03 | (3043) all_0_623_623 = e21 % 129.12/83.03 | % 129.12/83.03 | From (3043) and (65) follows: % 129.12/83.03 | (3044) op2(e21, e25) = e23 % 129.12/83.03 | % 129.12/83.03 | Instantiating formula (364) with e21, e25, e23, e22 and discharging atoms op2(e21, e25) = e23, op2(e21, e25) = e22, yields: % 129.12/83.03 | (3045) e23 = e22 % 129.12/83.03 | % 129.12/83.03 | Equations (3045) can reduce 894 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2580) ~ (all_0_654_654 = e25) % 129.12/83.03 | (3048) all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (3056), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2691) all_0_654_654 = e25 % 129.12/83.03 | % 129.12/83.03 | Equations (2691) can reduce 2580 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2580) ~ (all_0_654_654 = e25) % 129.12/83.03 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (3072), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (3073) all_0_655_655 = e25 % 129.12/83.03 | % 129.12/83.03 | Equations (3073) can reduce 4226 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (4226) ~ (all_0_655_655 = e25) % 129.12/83.03 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (4227), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2273) all_0_656_656 = e25 % 129.12/83.03 | % 129.12/83.03 | Equations (2273) can reduce 2279 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2279) ~ (all_0_656_656 = e25) % 129.12/83.03 | (3061) all_0_657_657 = e25 % 129.12/83.03 | % 129.12/83.03 | From (3061) and (766) follows: % 129.12/83.03 | (3062) op2(e25, e25) = all_0_643_643 % 129.12/83.03 | % 129.12/83.03 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 129.12/83.03 | (3063) all_0_643_643 = e21 % 129.12/83.03 | % 129.12/83.03 | From (3063) and (487) follows: % 129.12/83.03 | (3064) op2(e21, e25) = e20 % 129.12/83.03 | % 129.12/83.03 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 129.12/83.03 | (3065) e22 = e20 % 129.12/83.03 | % 129.12/83.03 | Equations (3065) can reduce 959 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2131) ~ (all_0_672_672 = e21) % 129.12/83.03 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 129.12/83.03 | % 129.12/83.03 +-Applying beta-rule and splitting (2140), into two cases. % 129.12/83.03 |-Branch one: % 129.12/83.03 | (2067) all_0_678_678 = e21 % 129.12/83.03 | % 129.12/83.03 | Equations (2067) can reduce 2058 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.03 |-Branch two: % 129.12/83.03 | (2058) ~ (all_0_678_678 = e21) % 129.12/83.03 | (2144) all_0_684_684 = e21 % 129.12/83.03 | % 129.12/83.03 | Equations (2144) can reduce 2271 to: % 129.12/83.03 | (1975) $false % 129.12/83.03 | % 129.12/83.03 |-The branch is then unsatisfiable % 129.12/83.04 |-Branch two: % 129.12/83.04 | (2560) ~ (all_0_680_680 = e21) % 129.12/83.04 | (2561) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 | all_0_680_680 = e20 % 129.12/83.04 | % 129.12/83.04 +-Applying beta-rule and splitting (1648), into two cases. % 129.12/83.04 |-Branch one: % 129.12/83.04 | (2573) all_0_661_661 = e21 % 129.12/83.04 | % 129.12/83.04 | Equations (2573) can reduce 728 to: % 129.12/83.04 | (2065) ~ (all_0_658_658 = e21) % 129.12/83.04 | % 129.12/83.04 | Equations (2573) can reduce 3365 to: % 129.12/83.04 | (5744) ~ (e26 = e21) % 129.12/83.04 | % 129.12/83.04 | Simplifying 5744 yields: % 129.12/83.04 | (1656) ~ (e26 = e21) % 129.12/83.04 | % 129.12/83.04 | Equations (2573) can reduce 1660 to: % 129.12/83.04 | (1966) ~ (e24 = e21) % 129.12/83.04 | % 129.12/83.04 | Simplifying 1966 yields: % 129.12/83.04 | (149) ~ (e24 = e21) % 129.12/83.04 | % 129.12/83.04 | From (2573) and (1727) follows: % 129.12/83.04 | (10099) op2(e21, e24) = all_0_624_624 % 129.12/83.04 | % 129.12/83.04 | Instantiating formula (364) with e21, e24, all_0_624_624, e25 and discharging atoms op2(e21, e24) = all_0_624_624, op2(e21, e24) = e25, yields: % 129.12/83.04 | (10100) all_0_624_624 = e25 % 129.12/83.04 | % 129.12/83.04 | From (10100) and (747) follows: % 129.12/83.04 | (4522) op2(e25, e24) = e23 % 129.12/83.04 | % 129.12/83.04 | Instantiating formula (364) with e25, e24, e23, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e23, yields: % 129.12/83.04 | (9410) all_0_653_653 = e23 % 129.12/83.04 | % 129.12/83.04 | Equations (9410) can reduce 1086 to: % 129.12/83.04 | (2209) ~ (all_0_652_652 = e23) % 129.12/83.04 | % 129.12/83.04 | Equations (9410) can reduce 442 to: % 129.12/83.04 | (3324) ~ (all_0_654_654 = e23) % 129.12/83.04 | % 129.12/83.04 | Simplifying 3324 yields: % 129.12/83.04 | (2690) ~ (all_0_654_654 = e23) % 129.12/83.04 | % 129.12/83.04 | Equations (9410) can reduce 3055 to: % 129.12/83.04 | (2008) ~ (e25 = e23) % 129.12/83.04 | % 129.12/83.04 | Simplifying 2008 yields: % 129.12/83.04 | (1480) ~ (e25 = e23) % 129.12/83.04 | % 129.12/83.04 | Equations (9410) can reduce 1724 to: % 129.12/83.04 | (896) ~ (e23 = e21) % 129.12/83.04 | % 129.12/83.04 | From (9410) and (683) follows: % 129.12/83.04 | (10109) op2(e23, e25) = all_0_617_617 % 129.12/83.04 | % 129.12/83.04 | Instantiating formula (364) with e23, e25, all_0_617_617, all_0_666_666 and discharging atoms op2(e23, e25) = all_0_617_617, op2(e23, e25) = all_0_666_666, yields: % 129.12/83.04 | (10110) all_0_617_617 = all_0_666_666 % 129.12/83.04 | % 129.12/83.04 | From (10110) and (555) follows: % 129.12/83.04 | (10111) op2(all_0_666_666, e25) = e24 % 129.12/83.04 | % 129.12/83.04 | From (10110) and (10109) follows: % 129.12/83.04 | (348) op2(e23, e25) = all_0_666_666 % 129.12/83.04 | % 129.12/83.04 +-Applying beta-rule and splitting (118), into two cases. % 129.12/83.04 |-Branch one: % 129.12/83.04 | (2691) all_0_654_654 = e25 % 129.12/83.04 | % 129.12/83.04 | From (2691) and (1559) follows: % 129.12/83.04 | (3042) op2(e25, e25) = all_0_623_623 % 129.12/83.04 | % 129.12/83.04 | Instantiating formula (364) with e25, e25, all_0_623_623, e21 and discharging atoms op2(e25, e25) = all_0_623_623, op2(e25, e25) = e21, yields: % 129.12/83.04 | (3043) all_0_623_623 = e21 % 129.12/83.04 | % 129.12/83.04 | From (3043) and (65) follows: % 129.12/83.04 | (3044) op2(e21, e25) = e23 % 129.12/83.04 | % 129.12/83.04 | Instantiating formula (364) with e21, e25, e23, e22 and discharging atoms op2(e21, e25) = e23, op2(e21, e25) = e22, yields: % 129.12/83.04 | (3045) e23 = e22 % 129.12/83.04 | % 129.12/83.04 | Equations (3045) can reduce 894 to: % 129.12/83.04 | (1975) $false % 129.12/83.04 | % 129.12/83.04 |-The branch is then unsatisfiable % 129.12/83.04 |-Branch two: % 129.12/83.04 | (2580) ~ (all_0_654_654 = e25) % 129.12/83.04 | (3048) all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 129.12/83.04 | % 129.12/83.04 +-Applying beta-rule and splitting (1006), into two cases. % 129.12/83.04 |-Branch one: % 129.12/83.04 | (2600) all_0_654_654 = e20 % 129.12/83.04 | % 129.12/83.04 | Equations (2600) can reduce 1815 to: % 129.12/83.04 | (2095) ~ (all_0_652_652 = e20) % 129.12/83.04 | % 129.12/83.04 | Equations (2600) can reduce 2580 to: % 129.12/83.04 | (3453) ~ (e25 = e20) % 129.12/83.04 | % 129.12/83.04 | Simplifying 3453 yields: % 129.12/83.04 | (239) ~ (e25 = e20) % 129.12/83.04 | % 129.12/83.04 | From (2600) and (1559) follows: % 129.12/83.04 | (2601) op2(e20, e25) = all_0_623_623 % 129.12/83.04 | % 129.12/83.04 | Instantiating formula (364) with e20, e25, all_0_623_623, all_0_685_685 and discharging atoms op2(e20, e25) = all_0_623_623, op2(e20, e25) = all_0_685_685, yields: % 129.12/83.04 | (10126) all_0_623_623 = all_0_685_685 % 129.12/83.04 | % 129.12/83.04 | From (10126) and (65) follows: % 129.12/83.04 | (10127) op2(all_0_685_685, e25) = e23 % 129.12/83.04 | % 129.12/83.04 +-Applying beta-rule and splitting (196), into two cases. % 129.12/83.04 |-Branch one: % 129.12/83.04 | (2091) all_0_652_652 = e20 % 129.12/83.04 | % 129.12/83.05 | Equations (2091) can reduce 2095 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2095) ~ (all_0_652_652 = e20) % 129.12/83.05 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (1718), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2608) all_0_654_654 = e22 % 129.12/83.05 | % 129.12/83.05 | Combining equations (2600,2608) yields a new equation: % 129.12/83.05 | (3065) e22 = e20 % 129.12/83.05 | % 129.12/83.05 | Equations (3065) can reduce 959 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2614) ~ (all_0_654_654 = e22) % 129.12/83.05 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 129.12/83.05 | % 129.12/83.05 | Equations (2600) can reduce 2614 to: % 129.12/83.05 | (3361) ~ (e22 = e20) % 129.12/83.05 | % 129.12/83.05 | Simplifying 3361 yields: % 129.12/83.05 | (959) ~ (e22 = e20) % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (1166), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (3049) all_0_653_653 = e25 % 129.12/83.05 | % 129.12/83.05 | Combining equations (9410,3049) yields a new equation: % 129.12/83.05 | (2087) e25 = e23 % 129.12/83.05 | % 129.12/83.05 | Equations (2087) can reduce 1480 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (3055) ~ (all_0_653_653 = e25) % 129.12/83.05 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (1760), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2059) all_0_658_658 = e21 % 129.12/83.05 | % 129.12/83.05 | Equations (2059) can reduce 2065 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2065) ~ (all_0_658_658 = e21) % 129.12/83.05 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (782), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2067) all_0_678_678 = e21 % 129.12/83.05 | % 129.12/83.05 | From (2067) and (1972) follows: % 129.12/83.05 | (2178) op2(e21, e26) = e24 % 129.12/83.05 | % 129.12/83.05 | From (2067) and (1003) follows: % 129.12/83.05 | (2074) op2(e21, e26) = e21 % 129.12/83.05 | % 129.12/83.05 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 129.12/83.05 | (2180) e24 = e21 % 129.12/83.05 | % 129.12/83.05 | Equations (2180) can reduce 149 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2058) ~ (all_0_678_678 = e21) % 129.12/83.05 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (1246), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2067) all_0_678_678 = e21 % 129.12/83.05 | % 129.12/83.05 | Equations (2067) can reduce 2058 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2058) ~ (all_0_678_678 = e21) % 129.12/83.05 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (650), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2670) all_0_658_658 = e23 % 129.12/83.05 | % 129.12/83.05 | Equations (2670) can reduce 682 to: % 129.12/83.05 | (10160) ~ (all_0_665_665 = e23) % 129.12/83.05 | % 129.12/83.05 | Simplifying 10160 yields: % 129.12/83.05 | (2679) ~ (all_0_665_665 = e23) % 129.12/83.05 | % 129.12/83.05 | From (2670) and (873) follows: % 129.12/83.05 | (2676) op2(e23, e26) = e23 % 129.12/83.05 | % 129.12/83.05 | Instantiating formula (364) with e23, e26, e23, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e23, yields: % 129.12/83.05 | (2674) all_0_665_665 = e23 % 129.12/83.05 | % 129.12/83.05 | Equations (2674) can reduce 2679 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (1997) ~ (all_0_658_658 = e23) % 129.12/83.05 | (10166) all_0_659_659 = e23 | all_0_660_660 = e23 | all_0_661_661 = e23 | all_0_662_662 = e23 | all_0_664_664 = e23 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (340), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2059) all_0_658_658 = e21 % 129.12/83.05 | % 129.12/83.05 | Equations (2059) can reduce 2065 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2065) ~ (all_0_658_658 = e21) % 129.12/83.05 | (2962) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 | all_0_658_658 = e20 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (1410), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2955) all_0_678_678 = e24 % 129.12/83.05 | % 129.12/83.05 | Equations (2955) can reduce 1371 to: % 129.12/83.05 | (2944) ~ (all_0_658_658 = e24) % 129.12/83.05 | % 129.12/83.05 | From (2955) and (1972) follows: % 129.12/83.05 | (4294) op2(e24, e26) = e24 % 129.12/83.05 | % 129.12/83.05 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 129.12/83.05 | (3319) all_0_658_658 = e24 % 129.12/83.05 | % 129.12/83.05 | Equations (3319) can reduce 2944 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (2946) ~ (all_0_678_678 = e24) % 129.12/83.05 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (1052), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2061) all_0_678_678 = e23 % 129.12/83.05 | % 129.12/83.05 | From (2061) and (1972) follows: % 129.12/83.05 | (2062) op2(e23, e26) = e24 % 129.12/83.05 | % 129.12/83.05 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 129.12/83.05 | (2063) all_0_665_665 = e24 % 129.12/83.05 | % 129.12/83.05 | Equations (2063) can reduce 697 to: % 129.12/83.05 | (4967) ~ (all_0_666_666 = e24) % 129.12/83.05 | % 129.12/83.05 | Simplifying 4967 yields: % 129.12/83.05 | (4483) ~ (all_0_666_666 = e24) % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (2035), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (2036) all_0_666_666 = e24 % 129.12/83.05 | % 129.12/83.05 | Equations (2036) can reduce 4483 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (4483) ~ (all_0_666_666 = e24) % 129.12/83.05 | (4997) all_0_666_666 = e23 % 129.12/83.05 | % 129.12/83.05 | Equations (4997) can reduce 1662 to: % 129.12/83.05 | (2006) ~ (all_0_685_685 = e23) % 129.12/83.05 | % 129.12/83.05 | Simplifying 2006 yields: % 129.12/83.05 | (2007) ~ (all_0_685_685 = e23) % 129.12/83.05 | % 129.12/83.05 | From (4997) and (10111) follows: % 129.12/83.05 | (2052) op2(e23, e25) = e24 % 129.12/83.05 | % 129.12/83.05 | From (4997) and (348) follows: % 129.12/83.05 | (5005) op2(e23, e25) = e23 % 129.12/83.05 | % 129.12/83.05 +-Applying beta-rule and splitting (4488), into two cases. % 129.12/83.05 |-Branch one: % 129.12/83.05 | (4484) all_0_685_685 = e24 % 129.12/83.05 | % 129.12/83.05 | Equations (4484) can reduce 2007 to: % 129.12/83.05 | (572) ~ (e24 = e23) % 129.12/83.05 | % 129.12/83.05 | Instantiating formula (364) with e23, e25, e23, e24 and discharging atoms op2(e23, e25) = e24, op2(e23, e25) = e23, yields: % 129.12/83.05 | (2028) e24 = e23 % 129.12/83.05 | % 129.12/83.05 | Equations (2028) can reduce 572 to: % 129.12/83.05 | (1975) $false % 129.12/83.05 | % 129.12/83.05 |-The branch is then unsatisfiable % 129.12/83.05 |-Branch two: % 129.12/83.05 | (4614) ~ (all_0_685_685 = e24) % 129.12/83.05 | (4615) all_0_685_685 = e23 % 129.12/83.05 | % 129.12/83.06 | Equations (4615) can reduce 2007 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2590) ~ (all_0_678_678 = e23) % 129.12/83.06 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (930), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2083) all_0_652_652 = e24 % 129.12/83.06 | % 129.12/83.06 | From (2083) and (602) follows: % 129.12/83.06 | (2084) op2(e24, e26) = e26 % 129.12/83.06 | % 129.12/83.06 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 129.12/83.06 | (2085) all_0_658_658 = e26 % 129.12/83.06 | % 129.12/83.06 | Equations (2085) can reduce 3364 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.06 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (140), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2627) all_0_672_672 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2627) can reduce 1537 to: % 129.12/83.06 | (2209) ~ (all_0_652_652 = e23) % 129.12/83.06 | % 129.12/83.06 | From (2627) and (1758) follows: % 129.12/83.06 | (10208) op2(e22, e26) = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (1580), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2083) all_0_652_652 = e24 % 129.12/83.06 | % 129.12/83.06 | Equations (2083) can reduce 2089 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.06 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (347), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2097) all_0_652_652 = e22 % 129.12/83.06 | % 129.12/83.06 | From (2097) and (602) follows: % 129.12/83.06 | (2098) op2(e22, e26) = e26 % 129.12/83.06 | % 129.12/83.06 | Instantiating formula (364) with e22, e26, e26, e23 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e23, yields: % 129.12/83.06 | (2596) e26 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2596) can reduce 1282 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2101) ~ (all_0_652_652 = e22) % 129.12/83.06 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2096), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2107) all_0_652_652 = e26 % 129.12/83.06 | % 129.12/83.06 | Equations (2107) can reduce 1658 to: % 129.12/83.06 | (950) ~ (e26 = e25) % 129.12/83.06 | % 129.12/83.06 | From (2107) and (602) follows: % 129.12/83.06 | (2109) op2(e26, e26) = e26 % 129.12/83.06 | % 129.12/83.06 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 129.12/83.06 | (2110) e26 = e25 % 129.12/83.06 | % 129.12/83.06 | Equations (2110) can reduce 950 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2112) ~ (all_0_652_652 = e26) % 129.12/83.06 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2117), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2083) all_0_652_652 = e24 % 129.12/83.06 | % 129.12/83.06 | Equations (2083) can reduce 2089 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2089) ~ (all_0_652_652 = e24) % 129.12/83.06 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2121), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2097) all_0_652_652 = e22 % 129.12/83.06 | % 129.12/83.06 | Equations (2097) can reduce 2101 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2101) ~ (all_0_652_652 = e22) % 129.12/83.06 | (2125) all_0_652_652 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2125) can reduce 2209 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2658) ~ (all_0_672_672 = e23) % 129.12/83.06 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (937), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2125) all_0_652_652 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2125) can reduce 2209 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2209) ~ (all_0_652_652 = e23) % 129.12/83.06 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (880), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2273) all_0_656_656 = e25 % 129.12/83.06 | % 129.12/83.06 | From (2273) and (4651) follows: % 129.12/83.06 | (9685) op2(e25, e21) = e24 % 129.12/83.06 | % 129.12/83.06 | From (2273) and (254) follows: % 129.12/83.06 | (9686) op2(e25, e21) = e25 % 129.12/83.06 | % 129.12/83.06 | Instantiating formula (364) with e25, e21, e24, e25 and discharging atoms op2(e25, e21) = e25, op2(e25, e21) = e24, yields: % 129.12/83.06 | (3094) e25 = e24 % 129.12/83.06 | % 129.12/83.06 | Equations (3094) can reduce 169 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2279) ~ (all_0_656_656 = e25) % 129.12/83.06 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (193), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2071) all_0_665_665 = e21 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2309), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2670) all_0_658_658 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2670) can reduce 1997 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (1997) ~ (all_0_658_658 = e23) % 129.12/83.06 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2673), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2674) all_0_665_665 = e23 % 129.12/83.06 | % 129.12/83.06 | Combining equations (2071,2674) yields a new equation: % 129.12/83.06 | (2612) e23 = e21 % 129.12/83.06 | % 129.12/83.06 | Equations (2612) can reduce 896 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2679) ~ (all_0_665_665 = e23) % 129.12/83.06 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2680), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2627) all_0_672_672 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2627) can reduce 2658 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2658) ~ (all_0_672_672 = e23) % 129.12/83.06 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (2684), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (2061) all_0_678_678 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2061) can reduce 2590 to: % 129.12/83.06 | (1975) $false % 129.12/83.06 | % 129.12/83.06 |-The branch is then unsatisfiable % 129.12/83.06 |-Branch two: % 129.12/83.06 | (2590) ~ (all_0_678_678 = e23) % 129.12/83.06 | (2664) all_0_684_684 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (2664) can reduce 861 to: % 129.12/83.06 | (2006) ~ (all_0_685_685 = e23) % 129.12/83.06 | % 129.12/83.06 | Simplifying 2006 yields: % 129.12/83.06 | (2007) ~ (all_0_685_685 = e23) % 129.12/83.06 | % 129.12/83.06 +-Applying beta-rule and splitting (4618), into two cases. % 129.12/83.06 |-Branch one: % 129.12/83.06 | (4997) all_0_666_666 = e23 % 129.12/83.06 | % 129.12/83.06 | Equations (4997) can reduce 1662 to: % 129.12/83.06 | (2006) ~ (all_0_685_685 = e23) % 129.12/83.06 | % 129.12/83.06 | Simplifying 2006 yields: % 129.12/83.06 | (2007) ~ (all_0_685_685 = e23) % 129.12/83.06 | % 129.12/83.06 | From (4997) and (10111) follows: % 129.12/83.07 | (2052) op2(e23, e25) = e24 % 129.12/83.07 | % 129.12/83.07 | From (4997) and (348) follows: % 129.12/83.07 | (5005) op2(e23, e25) = e23 % 129.12/83.07 | % 129.12/83.07 +-Applying beta-rule and splitting (2031), into two cases. % 129.12/83.07 |-Branch one: % 129.12/83.07 | (2036) all_0_666_666 = e24 % 129.12/83.07 | % 129.12/83.07 | Combining equations (2036,4997) yields a new equation: % 129.12/83.07 | (3682) e24 = e23 % 129.12/83.07 | % 129.12/83.07 | Simplifying 3682 yields: % 129.12/83.07 | (2028) e24 = e23 % 129.12/83.07 | % 129.12/83.07 | Equations (2028) can reduce 572 to: % 129.12/83.07 | (1975) $false % 129.12/83.07 | % 129.12/83.07 |-The branch is then unsatisfiable % 129.12/83.07 |-Branch two: % 129.12/83.07 | (4483) ~ (all_0_666_666 = e24) % 129.12/83.07 | (4484) all_0_685_685 = e24 % 129.12/83.07 | % 129.12/83.07 | Equations (4484) can reduce 2007 to: % 129.12/83.07 | (572) ~ (e24 = e23) % 129.12/83.07 | % 129.12/83.07 | Instantiating formula (364) with e23, e25, e23, e24 and discharging atoms op2(e23, e25) = e24, op2(e23, e25) = e23, yields: % 129.12/83.07 | (2028) e24 = e23 % 129.12/83.07 | % 129.12/83.07 | Equations (2028) can reduce 572 to: % 129.12/83.07 | (1975) $false % 129.12/83.07 | % 129.12/83.07 |-The branch is then unsatisfiable % 129.12/83.07 |-Branch two: % 129.12/83.07 | (2005) ~ (all_0_666_666 = e23) % 129.12/83.07 | (4615) all_0_685_685 = e23 % 129.12/83.07 | % 129.12/83.07 | Equations (4615) can reduce 2007 to: % 129.12/83.07 | (1975) $false % 129.12/83.07 | % 129.12/83.07 |-The branch is then unsatisfiable % 129.12/83.07 |-Branch two: % 129.12/83.07 | (2077) ~ (all_0_665_665 = e21) % 129.12/83.07 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 129.12/83.07 | % 129.12/83.07 +-Applying beta-rule and splitting (1235), into two cases. % 129.12/83.07 |-Branch one: % 129.12/83.07 | (3061) all_0_657_657 = e25 % 129.12/83.07 | % 129.12/83.07 | From (3061) and (766) follows: % 129.12/83.07 | (3062) op2(e25, e25) = all_0_643_643 % 129.12/83.07 | % 129.12/83.07 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 129.12/83.07 | (3063) all_0_643_643 = e21 % 129.12/83.07 | % 129.12/83.07 | From (3063) and (487) follows: % 129.12/83.07 | (3064) op2(e21, e25) = e20 % 129.12/83.07 | % 129.12/83.07 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 129.12/83.07 | (3065) e22 = e20 % 129.12/83.07 | % 129.12/83.07 | Equations (3065) can reduce 959 to: % 129.12/83.07 | (1975) $false % 129.12/83.07 | % 129.12/83.07 |-The branch is then unsatisfiable % 129.12/83.07 |-Branch two: % 129.12/83.07 | (3067) ~ (all_0_657_657 = e25) % 129.12/83.07 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 129.12/83.07 | % 129.12/83.07 +-Applying beta-rule and splitting (3056), into two cases. % 129.12/83.07 |-Branch one: % 129.12/83.07 | (2691) all_0_654_654 = e25 % 129.12/83.07 | % 129.12/83.07 | Combining equations (2600,2691) yields a new equation: % 129.12/83.07 | (3113) e25 = e20 % 129.12/83.07 | % 129.12/83.07 | Equations (3113) can reduce 239 to: % 129.12/83.07 | (1975) $false % 129.12/83.07 | % 129.12/83.07 |-The branch is then unsatisfiable % 129.12/83.07 |-Branch two: % 129.12/83.07 | (2580) ~ (all_0_654_654 = e25) % 129.12/83.07 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 129.12/83.07 | % 129.12/83.07 +-Applying beta-rule and splitting (3072), into two cases. % 129.12/83.07 |-Branch one: % 129.12/83.07 | (3073) all_0_655_655 = e25 % 129.12/83.07 | % 129.12/83.07 | Equations (3073) can reduce 647 to: % 129.12/83.07 | (1658) ~ (all_0_652_652 = e25) % 129.12/83.07 | % 129.12/83.07 | From (3073) and (767) follows: % 129.12/83.07 | (3081) op2(e25, e25) = all_0_630_630 % 129.12/83.07 | % 129.12/83.07 | Instantiating formula (364) with e25, e25, all_0_630_630, e21 and discharging atoms op2(e25, e25) = all_0_630_630, op2(e25, e25) = e21, yields: % 129.12/83.07 | (3082) all_0_630_630 = e21 % 129.12/83.07 | % 129.12/83.07 | From (3082) and (3081) follows: % 129.12/83.07 | (1547) op2(e25, e25) = e21 % 129.12/83.07 | % 129.12/83.07 +-Applying beta-rule and splitting (673), into two cases. % 129.12/83.07 |-Branch one: % 129.12/83.07 | (2097) all_0_652_652 = e22 % 129.12/83.07 | % 129.12/83.07 | Equations (2097) can reduce 615 to: % 129.12/83.07 | (10306) ~ (all_0_658_658 = e22) % 129.12/83.07 | % 129.12/83.07 | Simplifying 10306 yields: % 129.12/83.07 | (4050) ~ (all_0_658_658 = e22) % 129.12/83.07 | % 129.12/83.07 | Equations (2097) can reduce 1152 to: % 129.12/83.07 | (10308) ~ (all_0_665_665 = e22) % 129.12/83.07 | % 129.12/83.07 | Simplifying 10308 yields: % 129.12/83.07 | (3926) ~ (all_0_665_665 = e22) % 129.12/83.07 | % 129.12/83.07 | From (2097) and (602) follows: % 129.12/83.07 | (2098) op2(e22, e26) = e26 % 129.12/83.07 | % 129.12/83.07 | From (2097) and (974) follows: % 129.12/83.07 | (4396) op2(e22, e25) = all_0_607_607 % 129.12/83.07 | % 129.12/83.07 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 129.12/83.07 | (4397) all_0_672_672 = e26 % 129.12/83.07 | % 129.12/83.07 | Instantiating formula (364) with e22, e25, all_0_607_607, e25 and discharging atoms op2(e22, e25) = all_0_607_607, op2(e22, e25) = e25, yields: % 129.40/83.07 | (4398) all_0_607_607 = e25 % 129.40/83.07 | % 129.40/83.07 | Equations (4397) can reduce 904 to: % 129.40/83.07 | (3364) ~ (all_0_658_658 = e26) % 129.40/83.07 | % 129.40/83.07 | Equations (4397) can reduce 1223 to: % 129.40/83.07 | (4500) ~ (all_0_665_665 = e26) % 129.40/83.07 | % 129.40/83.07 | Equations (4397) can reduce 1116 to: % 129.40/83.07 | (3346) ~ (all_0_678_678 = e26) % 129.40/83.07 | % 129.40/83.07 | Simplifying 3346 yields: % 129.40/83.07 | (3347) ~ (all_0_678_678 = e26) % 129.40/83.07 | % 129.40/83.07 | From (4398) and (744) follows: % 129.40/83.07 | (4400) op2(e25, e25) = e26 % 129.40/83.07 | % 129.40/83.07 +-Applying beta-rule and splitting (2070), into two cases. % 129.40/83.07 |-Branch one: % 129.40/83.07 | (3448) all_0_678_678 = e20 % 129.40/83.07 | % 129.40/83.08 | Equations (3448) can reduce 1371 to: % 129.40/83.08 | (3434) ~ (all_0_658_658 = e20) % 129.40/83.08 | % 129.40/83.08 | Equations (3448) can reduce 1470 to: % 129.40/83.08 | (3440) ~ (all_0_665_665 = e20) % 129.40/83.08 | % 129.40/83.08 | Equations (3448) can reduce 2058 to: % 129.40/83.08 | (2247) ~ (e21 = e20) % 129.40/83.08 | % 129.40/83.08 | Simplifying 2247 yields: % 129.40/83.08 | (360) ~ (e21 = e20) % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2066), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2071) all_0_665_665 = e21 % 129.40/83.08 | % 129.40/83.08 | Equations (2071) can reduce 2077 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (2077) ~ (all_0_665_665 = e21) % 129.40/83.08 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2962), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (3431) all_0_658_658 = e20 % 129.40/83.08 | % 129.40/83.08 | Equations (3431) can reduce 3434 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (3434) ~ (all_0_658_658 = e20) % 129.40/83.08 | (4126) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (4126), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2085) all_0_658_658 = e26 % 129.40/83.08 | % 129.40/83.08 | Equations (2085) can reduce 3364 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (3364) ~ (all_0_658_658 = e26) % 129.40/83.08 | (4130) all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2136), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2079) all_0_672_672 = e21 % 129.40/83.08 | % 129.40/83.08 | Combining equations (2079,4397) yields a new equation: % 129.40/83.08 | (1984) e26 = e21 % 129.40/83.08 | % 129.40/83.08 | Equations (1984) can reduce 1656 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (2131) ~ (all_0_672_672 = e21) % 129.40/83.08 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (4130), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (3319) all_0_658_658 = e24 % 129.40/83.08 | % 129.40/83.08 | Equations (3319) can reduce 682 to: % 129.40/83.08 | (10342) ~ (all_0_665_665 = e24) % 129.40/83.08 | % 129.40/83.08 | Simplifying 10342 yields: % 129.40/83.08 | (2037) ~ (all_0_665_665 = e24) % 129.40/83.08 | % 129.40/83.08 | Equations (3319) can reduce 1997 to: % 129.40/83.08 | (572) ~ (e24 = e23) % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2140), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2067) all_0_678_678 = e21 % 129.40/83.08 | % 129.40/83.08 | Combining equations (2067,3448) yields a new equation: % 129.40/83.08 | (3983) e21 = e20 % 129.40/83.08 | % 129.40/83.08 | Simplifying 3983 yields: % 129.40/83.08 | (2252) e21 = e20 % 129.40/83.08 | % 129.40/83.08 | Equations (2252) can reduce 360 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (2058) ~ (all_0_678_678 = e21) % 129.40/83.08 | (2144) all_0_684_684 = e21 % 129.40/83.08 | % 129.40/83.08 | Equations (2144) can reduce 645 to: % 129.40/83.08 | (2077) ~ (all_0_665_665 = e21) % 129.40/83.08 | % 129.40/83.08 | Equations (2144) can reduce 861 to: % 129.40/83.08 | (10352) ~ (all_0_685_685 = e21) % 129.40/83.08 | % 129.40/83.08 | Simplifying 10352 yields: % 129.40/83.08 | (228) ~ (all_0_685_685 = e21) % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (575), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2071) all_0_665_665 = e21 % 129.40/83.08 | % 129.40/83.08 | Equations (2071) can reduce 2077 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (2077) ~ (all_0_665_665 = e21) % 129.40/83.08 | (10357) all_0_665_665 = e26 | all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 | all_0_665_665 = e20 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2309), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2670) all_0_658_658 = e23 % 129.40/83.08 | % 129.40/83.08 | Combining equations (2670,3319) yields a new equation: % 129.40/83.08 | (2028) e24 = e23 % 129.40/83.08 | % 129.40/83.08 | Equations (2028) can reduce 572 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (1997) ~ (all_0_658_658 = e23) % 129.40/83.08 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (10357), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (3436) all_0_665_665 = e20 % 129.40/83.08 | % 129.40/83.08 | Equations (3436) can reduce 3440 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (3440) ~ (all_0_665_665 = e20) % 129.40/83.08 | (10366) all_0_665_665 = e26 | all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2673), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2674) all_0_665_665 = e23 % 129.40/83.08 | % 129.40/83.08 | Equations (2674) can reduce 697 to: % 129.40/83.08 | (2004) ~ (all_0_666_666 = e23) % 129.40/83.08 | % 129.40/83.08 | Simplifying 2004 yields: % 129.40/83.08 | (2005) ~ (all_0_666_666 = e23) % 129.40/83.08 | % 129.40/83.08 | Equations (2674) can reduce 2037 to: % 129.40/83.08 | (5098) ~ (e24 = e23) % 129.40/83.08 | % 129.40/83.08 | Simplifying 5098 yields: % 129.40/83.08 | (572) ~ (e24 = e23) % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (4618), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (4997) all_0_666_666 = e23 % 129.40/83.08 | % 129.40/83.08 | Equations (4997) can reduce 2005 to: % 129.40/83.08 | (1975) $false % 129.40/83.08 | % 129.40/83.08 |-The branch is then unsatisfiable % 129.40/83.08 |-Branch two: % 129.40/83.08 | (2005) ~ (all_0_666_666 = e23) % 129.40/83.08 | (4615) all_0_685_685 = e23 % 129.40/83.08 | % 129.40/83.08 | Equations (4615) can reduce 228 to: % 129.40/83.08 | (896) ~ (e23 = e21) % 129.40/83.08 | % 129.40/83.08 | From (4615) and (10127) follows: % 129.40/83.08 | (5005) op2(e23, e25) = e23 % 129.40/83.08 | % 129.40/83.08 +-Applying beta-rule and splitting (2031), into two cases. % 129.40/83.08 |-Branch one: % 129.40/83.08 | (2036) all_0_666_666 = e24 % 129.40/83.08 | % 129.40/83.08 | From (2036) and (10111) follows: % 129.40/83.09 | (10379) op2(e24, e25) = e24 % 129.40/83.09 | % 129.40/83.09 | From (2036) and (348) follows: % 129.40/83.09 | (2052) op2(e23, e25) = e24 % 129.40/83.09 | % 129.40/83.09 | Instantiating formula (364) with e25, e25, e26, e21 and discharging atoms op2(e25, e25) = e26, op2(e25, e25) = e21, yields: % 129.40/83.09 | (1984) e26 = e21 % 129.40/83.09 | % 129.40/83.09 | Instantiating formula (364) with e24, e25, e24, e26 and discharging atoms op2(e24, e25) = e26, op2(e24, e25) = e24, yields: % 129.40/83.09 | (2321) e26 = e24 % 129.40/83.09 | % 129.40/83.09 | Instantiating formula (364) with e23, e25, e23, e24 and discharging atoms op2(e23, e25) = e24, op2(e23, e25) = e23, yields: % 129.40/83.09 | (2028) e24 = e23 % 129.40/83.09 | % 129.40/83.09 | Combining equations (2321,1984) yields a new equation: % 129.40/83.09 | (2323) e24 = e21 % 129.40/83.09 | % 129.40/83.09 | Simplifying 2323 yields: % 129.40/83.09 | (2180) e24 = e21 % 129.40/83.09 | % 129.40/83.09 | Combining equations (2028,2180) yields a new equation: % 129.40/83.09 | (3716) e23 = e21 % 129.40/83.09 | % 129.40/83.09 | Simplifying 3716 yields: % 129.40/83.09 | (2612) e23 = e21 % 129.40/83.09 | % 129.40/83.09 | Equations (2612) can reduce 896 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (4483) ~ (all_0_666_666 = e24) % 129.40/83.09 | (4484) all_0_685_685 = e24 % 129.40/83.09 | % 129.40/83.09 | Combining equations (4615,4484) yields a new equation: % 129.40/83.09 | (2028) e24 = e23 % 129.40/83.09 | % 129.40/83.09 | Equations (2028) can reduce 572 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (2679) ~ (all_0_665_665 = e23) % 129.40/83.09 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 129.40/83.09 | % 129.40/83.09 +-Applying beta-rule and splitting (10366), into two cases. % 129.40/83.09 |-Branch one: % 129.40/83.09 | (2127) all_0_665_665 = e26 % 129.40/83.09 | % 129.40/83.09 | Equations (2127) can reduce 4500 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (4500) ~ (all_0_665_665 = e26) % 129.40/83.09 | (10398) all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 % 129.40/83.09 | % 129.40/83.09 +-Applying beta-rule and splitting (10398), into two cases. % 129.40/83.09 |-Branch one: % 129.40/83.09 | (2063) all_0_665_665 = e24 % 129.40/83.09 | % 129.40/83.09 | Equations (2063) can reduce 2037 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (2037) ~ (all_0_665_665 = e24) % 129.40/83.09 | (10402) all_0_665_665 = e23 | all_0_665_665 = e22 % 129.40/83.09 | % 129.40/83.09 +-Applying beta-rule and splitting (10402), into two cases. % 129.40/83.09 |-Branch one: % 129.40/83.09 | (3922) all_0_665_665 = e22 % 129.40/83.09 | % 129.40/83.09 | Equations (3922) can reduce 3926 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (3926) ~ (all_0_665_665 = e22) % 129.40/83.09 | (2674) all_0_665_665 = e23 % 129.40/83.09 | % 129.40/83.09 | Equations (2674) can reduce 2679 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (2944) ~ (all_0_658_658 = e24) % 129.40/83.09 | (4134) all_0_658_658 = e23 | all_0_658_658 = e22 % 129.40/83.09 | % 129.40/83.09 +-Applying beta-rule and splitting (4134), into two cases. % 129.40/83.09 |-Branch one: % 129.40/83.09 | (3415) all_0_658_658 = e22 % 129.40/83.09 | % 129.40/83.09 | Equations (3415) can reduce 4050 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (4050) ~ (all_0_658_658 = e22) % 129.40/83.09 | (2670) all_0_658_658 = e23 % 129.40/83.09 | % 129.40/83.09 | Equations (2670) can reduce 1997 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (4045) ~ (all_0_678_678 = e20) % 129.40/83.09 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.40/83.09 | % 129.40/83.09 +-Applying beta-rule and splitting (4141), into two cases. % 129.40/83.09 |-Branch one: % 129.40/83.09 | (4142) all_0_678_678 = e26 % 129.40/83.09 | % 129.40/83.09 | Equations (4142) can reduce 3347 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (3347) ~ (all_0_678_678 = e26) % 129.40/83.09 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.40/83.09 | % 129.40/83.09 +-Applying beta-rule and splitting (4145), into two cases. % 129.40/83.09 |-Branch one: % 129.40/83.09 | (2955) all_0_678_678 = e24 % 129.40/83.09 | % 129.40/83.09 | Equations (2955) can reduce 2946 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (2946) ~ (all_0_678_678 = e24) % 129.40/83.09 | (2061) all_0_678_678 = e23 % 129.40/83.09 | % 129.40/83.09 | Equations (2061) can reduce 2590 to: % 129.40/83.09 | (1975) $false % 129.40/83.09 | % 129.40/83.09 |-The branch is then unsatisfiable % 129.40/83.09 |-Branch two: % 129.40/83.09 | (2101) ~ (all_0_652_652 = e22) % 129.40/83.10 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.40/83.10 | % 129.40/83.10 +-Applying beta-rule and splitting (2096), into two cases. % 129.40/83.10 |-Branch one: % 129.40/83.10 | (2107) all_0_652_652 = e26 % 129.40/83.10 | % 129.40/83.10 | Equations (2107) can reduce 1658 to: % 129.50/83.10 | (950) ~ (e26 = e25) % 129.50/83.10 | % 129.50/83.10 | From (2107) and (602) follows: % 129.50/83.10 | (2109) op2(e26, e26) = e26 % 129.50/83.10 | % 129.50/83.10 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 129.50/83.10 | (2110) e26 = e25 % 129.50/83.10 | % 129.50/83.10 | Equations (2110) can reduce 950 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2112) ~ (all_0_652_652 = e26) % 129.50/83.10 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (2117), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.10 | (2083) all_0_652_652 = e24 % 129.50/83.10 | % 129.50/83.10 | Equations (2083) can reduce 2089 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2089) ~ (all_0_652_652 = e24) % 129.50/83.10 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (2121), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.10 | (2097) all_0_652_652 = e22 % 129.50/83.10 | % 129.50/83.10 | Equations (2097) can reduce 2101 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2101) ~ (all_0_652_652 = e22) % 129.50/83.10 | (2125) all_0_652_652 = e23 % 129.50/83.10 | % 129.50/83.10 | Equations (2125) can reduce 2209 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (4226) ~ (all_0_655_655 = e25) % 129.50/83.10 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (4227), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.10 | (2273) all_0_656_656 = e25 % 129.50/83.10 | % 129.50/83.10 | Equations (2273) can reduce 2279 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2279) ~ (all_0_656_656 = e25) % 129.50/83.10 | (3061) all_0_657_657 = e25 % 129.50/83.10 | % 129.50/83.10 | Equations (3061) can reduce 3067 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2606) ~ (all_0_654_654 = e20) % 129.50/83.10 | (2607) all_0_654_654 = e26 | all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (1718), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.10 | (2608) all_0_654_654 = e22 % 129.50/83.10 | % 129.50/83.10 | From (2608) and (1559) follows: % 129.50/83.10 | (2609) op2(e22, e25) = all_0_623_623 % 129.50/83.10 | % 129.50/83.10 | Instantiating formula (364) with e22, e25, all_0_623_623, e25 and discharging atoms op2(e22, e25) = all_0_623_623, op2(e22, e25) = e25, yields: % 129.50/83.10 | (2610) all_0_623_623 = e25 % 129.50/83.10 | % 129.50/83.10 | From (2610) and (65) follows: % 129.50/83.10 | (2611) op2(e25, e25) = e23 % 129.50/83.10 | % 129.50/83.10 | Instantiating formula (364) with e25, e25, e23, e21 and discharging atoms op2(e25, e25) = e23, op2(e25, e25) = e21, yields: % 129.50/83.10 | (2612) e23 = e21 % 129.50/83.10 | % 129.50/83.10 | Equations (2612) can reduce 896 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2614) ~ (all_0_654_654 = e22) % 129.50/83.10 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (2607), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.10 | (2592) all_0_654_654 = e26 % 129.50/83.10 | % 129.50/83.10 | From (2592) and (1559) follows: % 129.50/83.10 | (2593) op2(e26, e25) = all_0_623_623 % 129.50/83.10 | % 129.50/83.10 | Instantiating formula (364) with e26, e25, all_0_623_623, e20 and discharging atoms op2(e26, e25) = all_0_623_623, op2(e26, e25) = e20, yields: % 129.50/83.10 | (2594) all_0_623_623 = e20 % 129.50/83.10 | % 129.50/83.10 | From (2594) and (65) follows: % 129.50/83.10 | (2595) op2(e20, e25) = e23 % 129.50/83.10 | % 129.50/83.10 | Instantiating formula (364) with e20, e25, e23, all_0_685_685 and discharging atoms op2(e20, e25) = all_0_685_685, op2(e20, e25) = e23, yields: % 129.50/83.10 | (4615) all_0_685_685 = e23 % 129.50/83.10 | % 129.50/83.10 | Equations (4615) can reduce 1662 to: % 129.50/83.10 | (2005) ~ (all_0_666_666 = e23) % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (2035), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.10 | (2036) all_0_666_666 = e24 % 129.50/83.10 | % 129.50/83.10 | Equations (2036) can reduce 2016 to: % 129.50/83.10 | (2046) ~ (e26 = e24) % 129.50/83.10 | % 129.50/83.10 | Simplifying 2046 yields: % 129.50/83.10 | (1189) ~ (e26 = e24) % 129.50/83.10 | % 129.50/83.10 | From (2036) and (10111) follows: % 129.50/83.10 | (10379) op2(e24, e25) = e24 % 129.50/83.10 | % 129.50/83.10 | Instantiating formula (364) with e24, e25, e24, e26 and discharging atoms op2(e24, e25) = e26, op2(e24, e25) = e24, yields: % 129.50/83.10 | (2321) e26 = e24 % 129.50/83.10 | % 129.50/83.10 | Equations (2321) can reduce 1189 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (4483) ~ (all_0_666_666 = e24) % 129.50/83.10 | (4997) all_0_666_666 = e23 % 129.50/83.10 | % 129.50/83.10 | Equations (4997) can reduce 2005 to: % 129.50/83.10 | (1975) $false % 129.50/83.10 | % 129.50/83.10 |-The branch is then unsatisfiable % 129.50/83.10 |-Branch two: % 129.50/83.10 | (2598) ~ (all_0_654_654 = e26) % 129.50/83.10 | (2619) all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 129.50/83.10 | % 129.50/83.10 +-Applying beta-rule and splitting (2619), into two cases. % 129.50/83.10 |-Branch one: % 129.50/83.11 | (2608) all_0_654_654 = e22 % 129.50/83.11 | % 129.50/83.11 | Equations (2608) can reduce 2614 to: % 129.50/83.11 | (1975) $false % 129.50/83.11 | % 129.50/83.11 |-The branch is then unsatisfiable % 129.50/83.11 |-Branch two: % 129.50/83.11 | (2614) ~ (all_0_654_654 = e22) % 129.50/83.11 | (2623) all_0_654_654 = e25 | all_0_654_654 = e23 % 129.50/83.11 | % 129.50/83.11 +-Applying beta-rule and splitting (2623), into two cases. % 129.50/83.11 |-Branch one: % 129.50/83.11 | (2624) all_0_654_654 = e23 % 129.50/83.11 | % 129.50/83.11 | Equations (2624) can reduce 2690 to: % 129.50/83.11 | (1975) $false % 129.50/83.11 | % 129.50/83.11 |-The branch is then unsatisfiable % 129.50/83.11 |-Branch two: % 129.50/83.11 | (2690) ~ (all_0_654_654 = e23) % 129.50/83.11 | (2691) all_0_654_654 = e25 % 129.50/83.11 | % 129.50/83.11 | Equations (2691) can reduce 2580 to: % 129.50/83.11 | (1975) $false % 129.50/83.11 | % 129.50/83.11 |-The branch is then unsatisfiable % 129.50/83.11 |-Branch two: % 129.50/83.11 | (2693) ~ (all_0_661_661 = e21) % 129.50/83.11 | (2694) all_0_668_668 = e21 | all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 129.50/83.11 | % 129.50/83.11 +-Applying beta-rule and splitting (206), into two cases. % 129.50/83.11 |-Branch one: % 129.50/83.11 | (2057) all_0_682_682 = e21 % 129.50/83.11 | % 129.50/83.11 | Equations (2057) can reduce 298 to: % 129.50/83.11 | (2058) ~ (all_0_678_678 = e21) % 129.50/83.11 | % 129.50/83.11 | Equations (2057) can reduce 617 to: % 129.50/83.11 | (1994) ~ (e22 = e21) % 129.50/83.11 | % 129.50/83.11 | Simplifying 1994 yields: % 129.50/83.11 | (359) ~ (e22 = e21) % 129.50/83.11 | % 129.50/83.11 | From (2057) and (1221) follows: % 129.50/83.11 | (10493) op2(all_0_580_580, e21) = all_0_85_85 % 129.50/83.11 | % 129.50/83.11 | From (2057) and (1283) follows: % 129.50/83.11 | (10494) op2(all_0_656_656, e21) = all_0_125_125 % 129.50/83.11 | % 129.50/83.11 | From (2057)(2057) and (1059) follows: % 129.50/83.11 | (10495) op2(e21, e21) = all_0_600_600 % 129.50/83.11 | % 129.50/83.11 | From (2057) and (1391) follows: % 129.50/83.11 | (10496) op2(e21, e25) = all_0_102_102 % 129.50/83.11 | % 129.50/83.11 | From (2057) and (281) follows: % 129.50/83.11 | (10497) op2(e21, e21) = all_0_640_640 % 129.50/83.11 | % 129.50/83.11 | From (2057) and (553) follows: % 129.50/83.11 | (10498) op2(e25, e21) = all_0_580_580 % 129.50/83.11 | % 129.50/83.11 | From (2057) and (213) follows: % 129.50/83.11 | (10499) op2(e21, e21) = all_0_601_601 % 129.50/83.11 | % 129.50/83.11 | From (2057) and (1322) follows: % 129.50/83.11 | (10500) op2(e21, e21) = e21 % 129.50/83.11 | % 129.50/83.11 | Instantiating formula (364) with all_0_656_656, e21, all_0_125_125, e24 and discharging atoms op2(all_0_656_656, e21) = all_0_125_125, op2(all_0_656_656, e21) = e24, yields: % 129.50/83.11 | (10501) all_0_125_125 = e24 % 129.50/83.11 | % 129.50/83.11 | Instantiating formula (364) with e25, e21, all_0_580_580, all_0_656_656 and discharging atoms op2(e25, e21) = all_0_580_580, op2(e25, e21) = all_0_656_656, yields: % 129.50/83.11 | (10502) all_0_580_580 = all_0_656_656 % 129.50/83.11 | % 129.50/83.11 | Instantiating formula (364) with e21, e25, all_0_102_102, e22 and discharging atoms op2(e21, e25) = all_0_102_102, op2(e21, e25) = e22, yields: % 129.50/83.11 | (10503) all_0_102_102 = e22 % 129.50/83.11 | % 129.50/83.11 | Instantiating formula (364) with e21, e21, all_0_601_601, all_0_600_600 and discharging atoms op2(e21, e21) = all_0_600_600, op2(e21, e21) = all_0_601_601, yields: % 129.50/83.11 | (10504) all_0_600_600 = all_0_601_601 % 129.50/83.11 | % 129.50/83.11 | Instantiating formula (364) with e21, e21, all_0_640_640, all_0_600_600 and discharging atoms op2(e21, e21) = all_0_600_600, op2(e21, e21) = all_0_640_640, yields: % 129.50/83.11 | (10505) all_0_600_600 = all_0_640_640 % 129.50/83.11 | % 129.50/83.11 | Instantiating formula (364) with e21, e21, e21, all_0_600_600 and discharging atoms op2(e21, e21) = all_0_600_600, op2(e21, e21) = e21, yields: % 129.50/83.11 | (2838) all_0_600_600 = e21 % 129.50/83.11 | % 129.50/83.11 | Combining equations (10505,10504) yields a new equation: % 129.50/83.11 | (10507) all_0_601_601 = all_0_640_640 % 129.50/83.11 | % 129.50/83.11 | Combining equations (2838,10504) yields a new equation: % 129.50/83.11 | (10508) all_0_601_601 = e21 % 129.50/83.11 | % 129.50/83.12 | Combining equations (10507,10508) yields a new equation: % 129.50/83.12 | (10509) all_0_640_640 = e21 % 129.50/83.12 | % 129.50/83.12 | Simplifying 10509 yields: % 129.50/83.12 | (10510) all_0_640_640 = e21 % 129.50/83.12 | % 129.50/83.12 | From (10502)(10510) and (1903) follows: % 129.50/83.12 | (10511) op2(all_0_656_656, e21) = all_0_83_83 % 129.50/83.12 | % 129.50/83.12 | From (10502) and (10493) follows: % 129.50/83.12 | (10512) op2(all_0_656_656, e21) = all_0_85_85 % 129.50/83.12 | % 129.50/83.12 | From (10510) and (1908) follows: % 129.50/83.12 | (10513) op2(e21, e25) = all_0_89_89 % 129.50/83.12 | % 129.50/83.12 | From (10510) and (1915) follows: % 129.50/83.12 | (10514) op2(all_0_656_656, e21) = all_0_123_123 % 129.50/83.12 | % 129.50/83.12 | From (10501) and (10494) follows: % 129.50/83.12 | (4651) op2(all_0_656_656, e21) = e24 % 129.50/83.12 | % 129.50/83.12 | From (10510) and (1929) follows: % 129.50/83.12 | (10516) op2(e25, e21) = all_0_45_45 % 129.50/83.12 | % 129.50/83.12 | From (10502) and (10498) follows: % 129.50/83.12 | (254) op2(e25, e21) = all_0_656_656 % 129.50/83.12 | % 129.50/83.12 | From (10503) and (10496) follows: % 129.50/83.12 | (1484) op2(e21, e25) = e22 % 129.50/83.12 | % 129.50/83.12 | Instantiating formula (364) with all_0_656_656, e21, all_0_85_85, e24 and discharging atoms op2(all_0_656_656, e21) = all_0_85_85, op2(all_0_656_656, e21) = e24, yields: % 129.50/83.12 | (10519) all_0_85_85 = e24 % 129.50/83.12 | % 129.50/83.12 | Instantiating formula (364) with all_0_656_656, e21, all_0_85_85, all_0_83_83 and discharging atoms op2(all_0_656_656, e21) = all_0_83_83, op2(all_0_656_656, e21) = all_0_85_85, yields: % 129.50/83.12 | (10520) all_0_83_83 = all_0_85_85 % 129.50/83.12 | % 129.50/83.12 | Instantiating formula (364) with all_0_656_656, e21, all_0_123_123, all_0_83_83 and discharging atoms op2(all_0_656_656, e21) = all_0_83_83, op2(all_0_656_656, e21) = all_0_123_123, yields: % 129.50/83.12 | (10521) all_0_83_83 = all_0_123_123 % 129.50/83.12 | % 129.50/83.12 | Instantiating formula (364) with e25, e21, all_0_45_45, all_0_656_656 and discharging atoms op2(e25, e21) = all_0_45_45, op2(e25, e21) = all_0_656_656, yields: % 129.50/83.12 | (10522) all_0_45_45 = all_0_656_656 % 129.50/83.12 | % 129.50/83.12 | Instantiating formula (364) with e21, e25, all_0_89_89, e22 and discharging atoms op2(e21, e25) = all_0_89_89, op2(e21, e25) = e22, yields: % 129.50/83.12 | (10523) all_0_89_89 = e22 % 129.50/83.12 | % 129.50/83.12 | Combining equations (10520,10521) yields a new equation: % 129.50/83.12 | (10524) all_0_85_85 = all_0_123_123 % 129.50/83.12 | % 129.50/83.13 | Simplifying 10524 yields: % 129.50/83.13 | (10525) all_0_85_85 = all_0_123_123 % 129.50/83.13 | % 129.50/83.13 | Combining equations (10519,10525) yields a new equation: % 129.50/83.13 | (10526) all_0_123_123 = e24 % 129.50/83.13 | % 129.50/83.13 | From (10526) and (10514) follows: % 129.50/83.13 | (4651) op2(all_0_656_656, e21) = e24 % 129.50/83.13 | % 129.50/83.13 | From (10522) and (10516) follows: % 129.50/83.13 | (254) op2(e25, e21) = all_0_656_656 % 129.50/83.13 | % 129.50/83.13 | From (10523) and (10513) follows: % 129.50/83.13 | (1484) op2(e21, e25) = e22 % 129.50/83.13 | % 129.50/83.13 +-Applying beta-rule and splitting (1410), into two cases. % 129.50/83.13 |-Branch one: % 129.50/83.13 | (2955) all_0_678_678 = e24 % 129.50/83.13 | % 129.50/83.13 | Equations (2955) can reduce 1371 to: % 129.50/83.13 | (2944) ~ (all_0_658_658 = e24) % 129.50/83.13 | % 129.50/83.13 | From (2955) and (1972) follows: % 129.50/83.13 | (4294) op2(e24, e26) = e24 % 129.50/83.13 | % 129.50/83.13 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 129.50/83.13 | (3319) all_0_658_658 = e24 % 129.50/83.13 | % 129.50/83.13 | Equations (3319) can reduce 2944 to: % 129.50/83.13 | (1975) $false % 129.50/83.13 | % 129.50/83.13 |-The branch is then unsatisfiable % 129.50/83.13 |-Branch two: % 129.50/83.13 | (2946) ~ (all_0_678_678 = e24) % 129.50/83.13 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 129.50/83.13 | % 129.50/83.13 +-Applying beta-rule and splitting (1246), into two cases. % 129.50/83.13 |-Branch one: % 129.50/83.13 | (2067) all_0_678_678 = e21 % 129.50/83.13 | % 129.50/83.13 | Equations (2067) can reduce 2058 to: % 129.50/83.13 | (1975) $false % 129.50/83.13 | % 129.50/83.13 |-The branch is then unsatisfiable % 129.50/83.13 |-Branch two: % 129.50/83.13 | (2058) ~ (all_0_678_678 = e21) % 129.50/83.13 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 129.50/83.13 | % 129.50/83.13 +-Applying beta-rule and splitting (1760), into two cases. % 129.50/83.13 |-Branch one: % 129.50/83.13 | (2059) all_0_658_658 = e21 % 129.50/83.13 | % 129.50/83.13 | Equations (2059) can reduce 615 to: % 129.50/83.13 | (405) ~ (all_0_652_652 = e21) % 129.50/83.13 | % 129.50/83.13 | Equations (2059) can reduce 1808 to: % 129.50/83.13 | (4943) ~ (all_0_684_684 = e21) % 129.50/83.13 | % 129.50/83.13 | Simplifying 4943 yields: % 129.50/83.13 | (2271) ~ (all_0_684_684 = e21) % 129.50/83.13 | % 129.50/83.13 | From (2059) and (873) follows: % 129.50/83.13 | (2060) op2(e21, e26) = e23 % 129.50/83.13 | % 129.50/83.13 | From (2059) and (1039) follows: % 129.50/83.13 | (4946) op2(e21, e24) = all_0_608_608 % 129.50/83.13 | % 129.50/83.13 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 129.50/83.13 | (2061) all_0_678_678 = e23 % 129.50/83.13 | % 129.50/83.13 | Instantiating formula (364) with e21, e24, all_0_608_608, e25 and discharging atoms op2(e21, e24) = all_0_608_608, op2(e21, e24) = e25, yields: % 129.50/83.13 | (4948) all_0_608_608 = e25 % 129.50/83.13 | % 129.50/83.13 | Equations (2061) can reduce 290 to: % 129.50/83.13 | (4951) ~ (all_0_684_684 = e23) % 129.50/83.13 | % 129.50/83.13 | Simplifying 4951 yields: % 129.50/83.13 | (2668) ~ (all_0_684_684 = e23) % 129.50/83.13 | % 129.50/83.13 | From (4948) and (1488) follows: % 129.50/83.13 | (4953) op2(e25, e24) = e26 % 129.50/83.13 | % 129.50/83.13 | From (2061) and (1972) follows: % 129.50/83.13 | (2062) op2(e23, e26) = e24 % 129.50/83.13 | % 129.50/83.13 | From (2061) and (1277) follows: % 129.50/83.13 | (4955) op2(e23, e21) = all_0_611_611 % 129.50/83.13 | % 129.50/83.13 | Instantiating formula (364) with e25, e24, e26, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e26, yields: % 129.50/83.13 | (4958) all_0_653_653 = e26 % 129.50/83.13 | % 129.50/83.13 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 129.50/83.13 | (2063) all_0_665_665 = e24 % 129.50/83.13 | % 129.50/83.13 | Instantiating formula (364) with e23, e21, all_0_611_611, all_0_670_670 and discharging atoms op2(e23, e21) = all_0_611_611, op2(e23, e21) = all_0_670_670, yields: % 129.50/83.13 | (10556) all_0_611_611 = all_0_670_670 % 129.50/83.13 | % 129.50/83.13 | Equations (4958) can reduce 1086 to: % 129.50/83.13 | (2112) ~ (all_0_652_652 = e26) % 129.50/83.13 | % 129.50/83.13 | Equations (2063) can reduce 1152 to: % 129.50/83.13 | (2089) ~ (all_0_652_652 = e24) % 129.50/83.13 | % 129.50/83.13 | Equations (4958) can reduce 199 to: % 129.50/83.13 | (9994) ~ (all_0_656_656 = e26) % 129.50/83.13 | % 129.50/83.13 | Simplifying 9994 yields: % 129.50/83.13 | (2326) ~ (all_0_656_656 = e26) % 129.50/83.13 | % 129.50/83.13 | Equations (4958) can reduce 755 to: % 129.50/83.13 | (10561) ~ (all_0_660_660 = e26) % 129.50/83.13 | % 129.50/83.13 | Simplifying 10561 yields: % 129.62/83.14 | (10562) ~ (all_0_660_660 = e26) % 129.62/83.14 | % 129.62/83.14 | Equations (2063) can reduce 697 to: % 129.62/83.14 | (4967) ~ (all_0_666_666 = e24) % 129.62/83.14 | % 129.62/83.14 | Simplifying 4967 yields: % 129.62/83.14 | (4483) ~ (all_0_666_666 = e24) % 129.62/83.14 | % 129.62/83.14 | Equations (2063) can reduce 1771 to: % 129.62/83.14 | (2038) ~ (all_0_667_667 = e24) % 129.62/83.14 | % 129.62/83.14 | Simplifying 2038 yields: % 129.62/83.14 | (2039) ~ (all_0_667_667 = e24) % 129.62/83.14 | % 129.62/83.14 | From (10556) and (1794) follows: % 129.63/83.14 | (10567) op2(all_0_670_670, e21) = e26 % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (2035), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.14 | (2036) all_0_666_666 = e24 % 129.63/83.14 | % 129.63/83.14 | Equations (2036) can reduce 4483 to: % 129.63/83.14 | (1975) $false % 129.63/83.14 | % 129.63/83.14 |-The branch is then unsatisfiable % 129.63/83.14 |-Branch two: % 129.63/83.14 | (4483) ~ (all_0_666_666 = e24) % 129.63/83.14 | (4997) all_0_666_666 = e23 % 129.63/83.14 | % 129.63/83.14 | Equations (4997) can reduce 81 to: % 129.63/83.14 | (10572) ~ (all_0_670_670 = e23) % 129.63/83.14 | % 129.63/83.14 | Simplifying 10572 yields: % 129.63/83.14 | (1775) ~ (all_0_670_670 = e23) % 129.63/83.14 | % 129.63/83.14 | Equations (4997) can reduce 4483 to: % 129.63/83.14 | (5098) ~ (e24 = e23) % 129.63/83.14 | % 129.63/83.14 | Simplifying 5098 yields: % 129.63/83.14 | (572) ~ (e24 = e23) % 129.63/83.14 | % 129.63/83.14 | From (4997) and (945) follows: % 129.63/83.14 | (5004) op2(e23, e23) = all_0_614_614 % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (2031), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.14 | (2036) all_0_666_666 = e24 % 129.63/83.14 | % 129.63/83.14 | Combining equations (4997,2036) yields a new equation: % 129.63/83.14 | (2028) e24 = e23 % 129.63/83.14 | % 129.63/83.14 | Equations (2028) can reduce 572 to: % 129.63/83.14 | (1975) $false % 129.63/83.14 | % 129.63/83.14 |-The branch is then unsatisfiable % 129.63/83.14 |-Branch two: % 129.63/83.14 | (4483) ~ (all_0_666_666 = e24) % 129.63/83.14 | (4484) all_0_685_685 = e24 % 129.63/83.14 | % 129.63/83.14 | Equations (4484) can reduce 861 to: % 129.63/83.14 | (4986) ~ (all_0_684_684 = e24) % 129.63/83.14 | % 129.63/83.14 | Equations (4484) can reduce 822 to: % 129.63/83.14 | (4987) ~ (all_0_686_686 = e24) % 129.63/83.14 | % 129.63/83.14 | Simplifying 4987 yields: % 129.63/83.14 | (4988) ~ (all_0_686_686 = e24) % 129.63/83.14 | % 129.63/83.14 | Equations (4484) can reduce 318 to: % 129.63/83.14 | (784) ~ (e24 = e22) % 129.63/83.14 | % 129.63/83.14 | Instantiating formula (364) with e23, e23, all_0_614_614, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_614_614, op2(e23, e23) = all_0_668_668, yields: % 129.63/83.14 | (5007) all_0_614_614 = all_0_668_668 % 129.63/83.14 | % 129.63/83.14 | From (5007) and (715) follows: % 129.63/83.14 | (5020) op2(all_0_668_668, e23) = e25 % 129.63/83.14 | % 129.63/83.14 | Instantiating formula (364) with all_0_668_668, e23, e25, all_0_625_625 and discharging atoms op2(all_0_668_668, e23) = all_0_625_625, op2(all_0_668_668, e23) = e25, yields: % 129.63/83.14 | (5038) all_0_625_625 = e25 % 129.63/83.14 | % 129.63/83.14 | From (5038) and (1519) follows: % 129.63/83.14 | (5066) op2(e25, e23) = e23 % 129.63/83.14 | % 129.63/83.14 | Instantiating formula (364) with e25, e23, e23, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_654_654, op2(e25, e23) = e23, yields: % 129.63/83.14 | (2624) all_0_654_654 = e23 % 129.63/83.14 | % 129.63/83.14 | Equations (2624) can reduce 1815 to: % 129.63/83.14 | (2209) ~ (all_0_652_652 = e23) % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (196), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.14 | (2091) all_0_652_652 = e20 % 129.63/83.14 | % 129.63/83.14 | Equations (2091) can reduce 405 to: % 129.63/83.14 | (2247) ~ (e21 = e20) % 129.63/83.14 | % 129.63/83.14 | Simplifying 2247 yields: % 129.63/83.14 | (360) ~ (e21 = e20) % 129.63/83.14 | % 129.63/83.14 | From (2091) and (602) follows: % 129.63/83.14 | (2092) op2(e20, e26) = e26 % 129.63/83.14 | % 129.63/83.14 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 129.63/83.14 | (2093) all_0_684_684 = e26 % 129.63/83.14 | % 129.63/83.14 | Equations (2093) can reduce 142 to: % 129.63/83.14 | (5206) ~ (all_0_672_672 = e26) % 129.63/83.14 | % 129.63/83.14 | Equations (2093) can reduce 93 to: % 129.63/83.14 | (2018) ~ (all_0_689_689 = e26) % 129.63/83.14 | % 129.63/83.14 | Simplifying 2018 yields: % 129.63/83.14 | (2019) ~ (all_0_689_689 = e26) % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (347), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.14 | (2097) all_0_652_652 = e22 % 129.63/83.14 | % 129.63/83.14 | Combining equations (2091,2097) yields a new equation: % 129.63/83.14 | (3065) e22 = e20 % 129.63/83.14 | % 129.63/83.14 | Equations (3065) can reduce 959 to: % 129.63/83.14 | (1975) $false % 129.63/83.14 | % 129.63/83.14 |-The branch is then unsatisfiable % 129.63/83.14 |-Branch two: % 129.63/83.14 | (2101) ~ (all_0_652_652 = e22) % 129.63/83.14 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (2102), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.14 | (3415) all_0_658_658 = e22 % 129.63/83.14 | % 129.63/83.14 | Combining equations (3415,2059) yields a new equation: % 129.63/83.14 | (1989) e22 = e21 % 129.63/83.14 | % 129.63/83.14 | Simplifying 1989 yields: % 129.63/83.14 | (1990) e22 = e21 % 129.63/83.14 | % 129.63/83.14 | Equations (1990) can reduce 359 to: % 129.63/83.14 | (1975) $false % 129.63/83.14 | % 129.63/83.14 |-The branch is then unsatisfiable % 129.63/83.14 |-Branch two: % 129.63/83.14 | (4050) ~ (all_0_658_658 = e22) % 129.63/83.14 | (4051) all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (4051), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.14 | (3922) all_0_665_665 = e22 % 129.63/83.14 | % 129.63/83.14 | Combining equations (3922,2063) yields a new equation: % 129.63/83.14 | (3009) e24 = e22 % 129.63/83.14 | % 129.63/83.14 | Equations (3009) can reduce 784 to: % 129.63/83.14 | (1975) $false % 129.63/83.14 | % 129.63/83.14 |-The branch is then unsatisfiable % 129.63/83.14 |-Branch two: % 129.63/83.14 | (3926) ~ (all_0_665_665 = e22) % 129.63/83.14 | (4057) all_0_672_672 = e22 | all_0_684_684 = e22 % 129.63/83.14 | % 129.63/83.14 +-Applying beta-rule and splitting (4057), into two cases. % 129.63/83.14 |-Branch one: % 129.63/83.15 | (4058) all_0_672_672 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (4058) can reduce 5206 to: % 129.63/83.15 | (5259) ~ (e26 = e22) % 129.63/83.15 | % 129.63/83.15 | Simplifying 5259 yields: % 129.63/83.15 | (792) ~ (e26 = e22) % 129.63/83.15 | % 129.63/83.15 | From (4058) and (652) follows: % 129.63/83.15 | (5261) op2(e22, e22) = all_0_610_610 % 129.63/83.15 | % 129.63/83.15 | Instantiating formula (364) with e22, e22, all_0_610_610, all_0_675_675 and discharging atoms op2(e22, e22) = all_0_610_610, op2(e22, e22) = all_0_675_675, yields: % 129.63/83.15 | (5265) all_0_610_610 = all_0_675_675 % 129.63/83.15 | % 129.63/83.15 | From (5265) and (1592) follows: % 129.63/83.15 | (5266) op2(all_0_675_675, e22) = e26 % 129.63/83.15 | % 129.63/83.15 | Instantiating formula (364) with all_0_675_675, e22, e26, all_0_633_633 and discharging atoms op2(all_0_675_675, e22) = all_0_633_633, op2(all_0_675_675, e22) = e26, yields: % 129.63/83.15 | (5270) all_0_633_633 = e26 % 129.63/83.15 | % 129.63/83.15 | From (5270) and (1099) follows: % 129.63/83.15 | (5271) op2(e26, e22) = e22 % 129.63/83.15 | % 129.63/83.15 | Instantiating formula (364) with e26, e22, e22, all_0_650_650 and discharging atoms op2(e26, e22) = all_0_650_650, op2(e26, e22) = e22, yields: % 129.63/83.15 | (3773) all_0_650_650 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (3773) can reduce 261 to: % 129.63/83.15 | (3846) ~ (all_0_651_651 = e22) % 129.63/83.15 | % 129.63/83.15 | Simplifying 3846 yields: % 129.63/83.15 | (3805) ~ (all_0_651_651 = e22) % 129.63/83.15 | % 129.63/83.15 | Equations (3773) can reduce 236 to: % 129.63/83.15 | (5276) ~ (all_0_655_655 = e22) % 129.63/83.15 | % 129.63/83.15 | Simplifying 5276 yields: % 129.63/83.15 | (5277) ~ (all_0_655_655 = e22) % 129.63/83.15 | % 129.63/83.15 | Equations (3773) can reduce 1171 to: % 129.63/83.15 | (2990) ~ (e23 = e22) % 129.63/83.15 | % 129.63/83.15 | Simplifying 2990 yields: % 129.63/83.15 | (894) ~ (e23 = e22) % 129.63/83.15 | % 129.63/83.15 | Equations (3773) can reduce 1778 to: % 129.63/83.15 | (959) ~ (e22 = e20) % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (1987), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (3640) all_0_650_650 = e26 % 129.63/83.15 | % 129.63/83.15 | Combining equations (3773,3640) yields a new equation: % 129.63/83.15 | (2999) e26 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (2999) can reduce 792 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (3772) ~ (all_0_650_650 = e26) % 129.63/83.15 | (3649) all_0_651_651 = e26 % 129.63/83.15 | % 129.63/83.15 | Equations (3649) can reduce 699 to: % 129.63/83.15 | (1189) ~ (e26 = e24) % 129.63/83.15 | % 129.63/83.15 | Equations (3649) can reduce 3805 to: % 129.63/83.15 | (792) ~ (e26 = e22) % 129.63/83.15 | % 129.63/83.15 | Equations (3649) can reduce 1953 to: % 129.63/83.15 | (1656) ~ (e26 = e21) % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (673), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (2097) all_0_652_652 = e22 % 129.63/83.15 | % 129.63/83.15 | Combining equations (2091,2097) yields a new equation: % 129.63/83.15 | (3065) e22 = e20 % 129.63/83.15 | % 129.63/83.15 | Equations (3065) can reduce 959 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (2101) ~ (all_0_652_652 = e22) % 129.63/83.15 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (1718), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (2608) all_0_654_654 = e22 % 129.63/83.15 | % 129.63/83.15 | Combining equations (2624,2608) yields a new equation: % 129.63/83.15 | (3929) e23 = e22 % 129.63/83.15 | % 129.63/83.15 | Simplifying 3929 yields: % 129.63/83.15 | (3045) e23 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (3045) can reduce 894 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (2614) ~ (all_0_654_654 = e22) % 129.63/83.15 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (2624) can reduce 2614 to: % 129.63/83.15 | (894) ~ (e23 = e22) % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (1296), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (3099) all_0_653_653 = e24 % 129.63/83.15 | % 129.63/83.15 | Combining equations (4958,3099) yields a new equation: % 129.63/83.15 | (3656) e26 = e24 % 129.63/83.15 | % 129.63/83.15 | Simplifying 3656 yields: % 129.63/83.15 | (2321) e26 = e24 % 129.63/83.15 | % 129.63/83.15 | Equations (2321) can reduce 1189 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (3262) ~ (all_0_653_653 = e24) % 129.63/83.15 | (3263) all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (984), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (2315) all_0_656_656 = e26 % 129.63/83.15 | % 129.63/83.15 | Equations (2315) can reduce 2326 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (2326) ~ (all_0_656_656 = e26) % 129.63/83.15 | (2523) all_0_663_663 = e26 | all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (140), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (2627) all_0_672_672 = e23 % 129.63/83.15 | % 129.63/83.15 | Combining equations (4058,2627) yields a new equation: % 129.63/83.15 | (3045) e23 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (3045) can reduce 894 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (2658) ~ (all_0_672_672 = e23) % 129.63/83.15 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 129.63/83.15 | % 129.63/83.15 | Equations (4058) can reduce 2658 to: % 129.63/83.15 | (2990) ~ (e23 = e22) % 129.63/83.15 | % 129.63/83.15 | Simplifying 2990 yields: % 129.63/83.15 | (894) ~ (e23 = e22) % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (36), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (2144) all_0_684_684 = e21 % 129.63/83.15 | % 129.63/83.15 | Combining equations (2144,2093) yields a new equation: % 129.63/83.15 | (1984) e26 = e21 % 129.63/83.15 | % 129.63/83.15 | Equations (1984) can reduce 1656 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (2271) ~ (all_0_684_684 = e21) % 129.63/83.15 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 129.63/83.15 | % 129.63/83.15 | Equations (2093) can reduce 2271 to: % 129.63/83.15 | (1656) ~ (e26 = e21) % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (1215), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (1974) all_0_651_651 = e21 % 129.63/83.15 | % 129.63/83.15 | Combining equations (3649,1974) yields a new equation: % 129.63/83.15 | (1983) e26 = e21 % 129.63/83.15 | % 129.63/83.15 | Simplifying 1983 yields: % 129.63/83.15 | (1984) e26 = e21 % 129.63/83.15 | % 129.63/83.15 | Equations (1984) can reduce 1656 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.15 | (1953) ~ (all_0_651_651 = e21) % 129.63/83.15 | (5334) all_0_664_664 = e21 | all_0_671_671 = e21 | all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21 % 129.63/83.15 | % 129.63/83.15 | Equations (3649) can reduce 1953 to: % 129.63/83.15 | (1656) ~ (e26 = e21) % 129.63/83.15 | % 129.63/83.15 +-Applying beta-rule and splitting (1213), into two cases. % 129.63/83.15 |-Branch one: % 129.63/83.15 | (4397) all_0_672_672 = e26 % 129.63/83.15 | % 129.63/83.15 | Combining equations (4058,4397) yields a new equation: % 129.63/83.15 | (2999) e26 = e22 % 129.63/83.15 | % 129.63/83.15 | Equations (2999) can reduce 792 to: % 129.63/83.15 | (1975) $false % 129.63/83.15 | % 129.63/83.15 |-The branch is then unsatisfiable % 129.63/83.15 |-Branch two: % 129.63/83.16 | (5206) ~ (all_0_672_672 = e26) % 129.63/83.16 | (9065) all_0_673_673 = e26 | all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 129.63/83.16 | % 129.63/83.16 | Equations (4058) can reduce 5206 to: % 129.63/83.16 | (5259) ~ (e26 = e22) % 129.63/83.16 | % 129.63/83.16 | Simplifying 5259 yields: % 129.63/83.16 | (792) ~ (e26 = e22) % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (177), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (2157) all_0_656_656 = e22 % 129.63/83.16 | % 129.63/83.16 | From (2157) and (4651) follows: % 129.63/83.16 | (5371) op2(e22, e21) = e24 % 129.63/83.16 | % 129.63/83.16 | Instantiating formula (364) with e22, e21, e24, all_0_676_676 and discharging atoms op2(e22, e21) = all_0_676_676, op2(e22, e21) = e24, yields: % 129.63/83.16 | (4330) all_0_676_676 = e24 % 129.63/83.16 | % 129.63/83.16 | Equations (4330) can reduce 404 to: % 129.63/83.16 | (5384) ~ (all_0_673_673 = e24) % 129.63/83.16 | % 129.63/83.16 | Equations (4330) can reduce 1784 to: % 129.63/83.16 | (2947) ~ (e25 = e24) % 129.63/83.16 | % 129.63/83.16 | Simplifying 2947 yields: % 129.63/83.16 | (169) ~ (e25 = e24) % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (3263), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (3629) all_0_660_660 = e24 % 129.63/83.16 | % 129.63/83.16 | Equations (3629) can reduce 10562 to: % 129.63/83.16 | (2046) ~ (e26 = e24) % 129.63/83.16 | % 129.63/83.16 | Simplifying 2046 yields: % 129.63/83.16 | (1189) ~ (e26 = e24) % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (2523), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (3223) all_0_663_663 = e26 % 129.63/83.16 | % 129.63/83.16 | Equations (3223) can reduce 3218 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (3218) ~ (all_0_663_663 = e26) % 129.63/83.16 | (4152) all_0_670_670 = e26 | all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (4152), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (3143) all_0_670_670 = e26 % 129.63/83.16 | % 129.63/83.16 | Equations (3143) can reduce 1775 to: % 129.63/83.16 | (1282) ~ (e26 = e23) % 129.63/83.16 | % 129.63/83.16 | From (3143) and (10567) follows: % 129.63/83.16 | (10704) op2(e26, e21) = e26 % 129.63/83.16 | % 129.63/83.16 | Instantiating formula (364) with e26, e21, e26, e23 and discharging atoms op2(e26, e21) = e26, op2(e26, e21) = e23, yields: % 129.63/83.16 | (2596) e26 = e23 % 129.63/83.16 | % 129.63/83.16 | Equations (2596) can reduce 1282 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (3200) ~ (all_0_670_670 = e26) % 129.63/83.16 | (4157) all_0_676_676 = e26 | all_0_682_682 = e26 | all_0_689_689 = e26 % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (4157), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (4158) all_0_676_676 = e26 % 129.63/83.16 | % 129.63/83.16 | Combining equations (4158,4330) yields a new equation: % 129.63/83.16 | (3656) e26 = e24 % 129.63/83.16 | % 129.63/83.16 | Simplifying 3656 yields: % 129.63/83.16 | (2321) e26 = e24 % 129.63/83.16 | % 129.63/83.16 | Equations (2321) can reduce 1189 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (4162) ~ (all_0_676_676 = e26) % 129.63/83.16 | (4163) all_0_682_682 = e26 | all_0_689_689 = e26 % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (4163), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (4164) all_0_682_682 = e26 % 129.63/83.16 | % 129.63/83.16 | Combining equations (2057,4164) yields a new equation: % 129.63/83.16 | (1984) e26 = e21 % 129.63/83.16 | % 129.63/83.16 | Equations (1984) can reduce 1656 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (4168) ~ (all_0_682_682 = e26) % 129.63/83.16 | (3249) all_0_689_689 = e26 % 129.63/83.16 | % 129.63/83.16 | Equations (3249) can reduce 2019 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (3632) ~ (all_0_660_660 = e24) % 129.63/83.16 | (3633) all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (3633), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (3884) all_0_667_667 = e24 % 129.63/83.16 | % 129.63/83.16 | Equations (3884) can reduce 2039 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (2039) ~ (all_0_667_667 = e24) % 129.63/83.16 | (9568) all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (9568), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (9148) all_0_673_673 = e24 % 129.63/83.16 | % 129.63/83.16 | Equations (9148) can reduce 5384 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.16 | (5384) ~ (all_0_673_673 = e24) % 129.63/83.16 | (9572) all_0_679_679 = e24 | all_0_686_686 = e24 % 129.63/83.16 | % 129.63/83.16 +-Applying beta-rule and splitting (9572), into two cases. % 129.63/83.16 |-Branch one: % 129.63/83.16 | (3129) all_0_679_679 = e24 % 129.63/83.16 | % 129.63/83.16 | Combining equations (3129,4221) yields a new equation: % 129.63/83.16 | (3094) e25 = e24 % 129.63/83.16 | % 129.63/83.16 | Equations (3094) can reduce 169 to: % 129.63/83.16 | (1975) $false % 129.63/83.16 | % 129.63/83.16 |-The branch is then unsatisfiable % 129.63/83.16 |-Branch two: % 129.63/83.17 | (3101) ~ (all_0_679_679 = e24) % 129.63/83.17 | (5818) all_0_686_686 = e24 % 129.63/83.17 | % 129.63/83.17 | Equations (5818) can reduce 4988 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.17 |-Branch two: % 129.63/83.17 | (2244) ~ (all_0_656_656 = e22) % 129.63/83.17 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 129.63/83.17 | % 129.63/83.17 +-Applying beta-rule and splitting (2765), into two cases. % 129.63/83.17 |-Branch one: % 129.63/83.17 | (5980) all_0_653_653 = e22 % 129.63/83.17 | % 129.63/83.17 | Combining equations (4958,5980) yields a new equation: % 129.63/83.17 | (2998) e26 = e22 % 129.63/83.17 | % 129.63/83.17 | Simplifying 2998 yields: % 129.63/83.17 | (2999) e26 = e22 % 129.63/83.17 | % 129.63/83.17 | Equations (2999) can reduce 792 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.17 |-Branch two: % 129.63/83.17 | (5984) ~ (all_0_653_653 = e22) % 129.63/83.17 | (9592) all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.63/83.17 | % 129.63/83.17 +-Applying beta-rule and splitting (9592), into two cases. % 129.63/83.17 |-Branch one: % 129.63/83.17 | (2608) all_0_654_654 = e22 % 129.63/83.17 | % 129.63/83.17 | Combining equations (2624,2608) yields a new equation: % 129.63/83.17 | (3929) e23 = e22 % 129.63/83.17 | % 129.63/83.17 | Simplifying 3929 yields: % 129.63/83.17 | (3045) e23 = e22 % 129.63/83.17 | % 129.63/83.17 | Equations (3045) can reduce 894 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.17 |-Branch two: % 129.63/83.17 | (2614) ~ (all_0_654_654 = e22) % 129.63/83.17 | (9598) all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.63/83.17 | % 129.63/83.17 +-Applying beta-rule and splitting (9598), into two cases. % 129.63/83.17 |-Branch one: % 129.63/83.17 | (9599) all_0_655_655 = e22 % 129.63/83.17 | % 129.63/83.17 | Equations (9599) can reduce 5277 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.17 |-Branch two: % 129.63/83.17 | (5277) ~ (all_0_655_655 = e22) % 129.63/83.17 | (9602) all_0_656_656 = e22 | all_0_657_657 = e22 % 129.63/83.17 | % 129.63/83.17 +-Applying beta-rule and splitting (9602), into two cases. % 129.63/83.17 |-Branch one: % 129.63/83.17 | (2157) all_0_656_656 = e22 % 129.63/83.17 | % 129.63/83.17 | Equations (2157) can reduce 2244 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.17 |-Branch two: % 129.63/83.17 | (2244) ~ (all_0_656_656 = e22) % 129.63/83.17 | (3807) all_0_657_657 = e22 % 129.63/83.17 | % 129.63/83.17 | From (3807) and (766) follows: % 129.63/83.17 | (9607) op2(e22, e25) = all_0_643_643 % 129.63/83.17 | % 129.63/83.17 | Instantiating formula (364) with e22, e25, all_0_643_643, e25 and discharging atoms op2(e22, e25) = all_0_643_643, op2(e22, e25) = e25, yields: % 129.63/83.17 | (9608) all_0_643_643 = e25 % 129.63/83.17 | % 129.63/83.17 | From (9608) and (487) follows: % 129.63/83.17 | (9609) op2(e25, e25) = e20 % 129.63/83.17 | % 129.63/83.17 | Instantiating formula (364) with e25, e25, e20, e21 and discharging atoms op2(e25, e25) = e21, op2(e25, e25) = e20, yields: % 129.63/83.17 | (2252) e21 = e20 % 129.63/83.17 | % 129.63/83.17 | Equations (2252) can reduce 360 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.17 |-Branch two: % 129.63/83.17 | (4061) ~ (all_0_672_672 = e22) % 129.63/83.17 | (3858) all_0_684_684 = e22 % 129.63/83.17 | % 129.63/83.17 | Combining equations (3858,2093) yields a new equation: % 129.63/83.17 | (2999) e26 = e22 % 129.63/83.17 | % 129.63/83.17 | Equations (2999) can reduce 792 to: % 129.63/83.17 | (1975) $false % 129.63/83.17 | % 129.63/83.17 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (2095) ~ (all_0_652_652 = e20) % 129.63/83.18 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (2096), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (2107) all_0_652_652 = e26 % 129.63/83.18 | % 129.63/83.18 | Equations (2107) can reduce 2112 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (2112) ~ (all_0_652_652 = e26) % 129.63/83.18 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (2117), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (2083) all_0_652_652 = e24 % 129.63/83.18 | % 129.63/83.18 | Equations (2083) can reduce 2089 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (2089) ~ (all_0_652_652 = e24) % 129.63/83.18 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (2121), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (2097) all_0_652_652 = e22 % 129.63/83.18 | % 129.63/83.18 | Equations (2097) can reduce 417 to: % 129.63/83.18 | (9627) ~ (all_0_684_684 = e22) % 129.63/83.18 | % 129.63/83.18 | Simplifying 9627 yields: % 129.63/83.18 | (3862) ~ (all_0_684_684 = e22) % 129.63/83.18 | % 129.63/83.18 | From (2097) and (602) follows: % 129.63/83.18 | (2098) op2(e22, e26) = e26 % 129.63/83.18 | % 129.63/83.18 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 129.63/83.18 | (4397) all_0_672_672 = e26 % 129.63/83.18 | % 129.63/83.18 | Equations (4397) can reduce 142 to: % 129.63/83.18 | (9631) ~ (all_0_684_684 = e26) % 129.63/83.18 | % 129.63/83.18 | Simplifying 9631 yields: % 129.63/83.18 | (2017) ~ (all_0_684_684 = e26) % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (670), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (2144) all_0_684_684 = e21 % 129.63/83.18 | % 129.63/83.18 | Equations (2144) can reduce 2271 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (2271) ~ (all_0_684_684 = e21) % 129.63/83.18 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (9636), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (4046) all_0_684_684 = e20 % 129.63/83.18 | % 129.63/83.18 | Equations (4046) can reduce 421 to: % 129.63/83.18 | (3453) ~ (e25 = e20) % 129.63/83.18 | % 129.63/83.18 | Simplifying 3453 yields: % 129.63/83.18 | (239) ~ (e25 = e20) % 129.63/83.18 | % 129.63/83.18 | From (4046) and (1299) follows: % 129.63/83.18 | (9640) op2(e20, e26) = e25 % 129.63/83.18 | % 129.63/83.18 | From (4046) and (510) follows: % 129.63/83.18 | (9641) op2(e20, e26) = e20 % 129.63/83.18 | % 129.63/83.18 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 129.63/83.18 | (3113) e25 = e20 % 129.63/83.18 | % 129.63/83.18 | Equations (3113) can reduce 239 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (9644) ~ (all_0_684_684 = e20) % 129.63/83.18 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (9645), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (2093) all_0_684_684 = e26 % 129.63/83.18 | % 129.63/83.18 | Equations (2093) can reduce 2017 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (2017) ~ (all_0_684_684 = e26) % 129.63/83.18 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (9649), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (4358) all_0_684_684 = e24 % 129.63/83.18 | % 129.63/83.18 | Equations (4358) can reduce 4986 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (4986) ~ (all_0_684_684 = e24) % 129.63/83.18 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 129.63/83.18 | % 129.63/83.18 +-Applying beta-rule and splitting (9653), into two cases. % 129.63/83.18 |-Branch one: % 129.63/83.18 | (3858) all_0_684_684 = e22 % 129.63/83.18 | % 129.63/83.18 | Equations (3858) can reduce 3862 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (3862) ~ (all_0_684_684 = e22) % 129.63/83.18 | (2664) all_0_684_684 = e23 % 129.63/83.18 | % 129.63/83.18 | Equations (2664) can reduce 2668 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.18 |-Branch two: % 129.63/83.18 | (2101) ~ (all_0_652_652 = e22) % 129.63/83.18 | (2125) all_0_652_652 = e23 % 129.63/83.18 | % 129.63/83.18 | Equations (2125) can reduce 2209 to: % 129.63/83.18 | (1975) $false % 129.63/83.18 | % 129.63/83.18 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2065) ~ (all_0_658_658 = e21) % 129.63/83.19 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (330), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2059) all_0_658_658 = e21 % 129.63/83.19 | % 129.63/83.19 | Equations (2059) can reduce 2065 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2065) ~ (all_0_658_658 = e21) % 129.63/83.19 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (1052), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2061) all_0_678_678 = e23 % 129.63/83.19 | % 129.63/83.19 | From (2061) and (1972) follows: % 129.63/83.19 | (2062) op2(e23, e26) = e24 % 129.63/83.19 | % 129.63/83.19 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 129.63/83.19 | (2063) all_0_665_665 = e24 % 129.63/83.19 | % 129.63/83.19 | From (2063) and (307) follows: % 129.63/83.19 | (4977) op2(e24, e26) = e21 % 129.63/83.19 | % 129.63/83.19 | Instantiating formula (364) with e24, e26, e21, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e21, yields: % 129.63/83.19 | (2059) all_0_658_658 = e21 % 129.63/83.19 | % 129.63/83.19 | Equations (2059) can reduce 2065 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2590) ~ (all_0_678_678 = e23) % 129.63/83.19 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (121), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2079) all_0_672_672 = e21 % 129.63/83.19 | % 129.63/83.19 | From (2079) and (1758) follows: % 129.63/83.19 | (2082) op2(e22, e26) = e21 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (347), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2097) all_0_652_652 = e22 % 129.63/83.19 | % 129.63/83.19 | From (2097) and (602) follows: % 129.63/83.19 | (2098) op2(e22, e26) = e26 % 129.63/83.19 | % 129.63/83.19 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 129.63/83.19 | (1984) e26 = e21 % 129.63/83.19 | % 129.63/83.19 | Equations (1984) can reduce 1656 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2101) ~ (all_0_652_652 = e22) % 129.63/83.19 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (196), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2091) all_0_652_652 = e20 % 129.63/83.19 | % 129.63/83.19 | Equations (2091) can reduce 1525 to: % 129.63/83.19 | (9761) ~ (all_0_678_678 = e20) % 129.63/83.19 | % 129.63/83.19 | Simplifying 9761 yields: % 129.63/83.19 | (4045) ~ (all_0_678_678 = e20) % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (2070), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (3448) all_0_678_678 = e20 % 129.63/83.19 | % 129.63/83.19 | Equations (3448) can reduce 4045 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (4045) ~ (all_0_678_678 = e20) % 129.63/83.19 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (4141), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (4142) all_0_678_678 = e26 % 129.63/83.19 | % 129.63/83.19 | From (4142) and (1972) follows: % 129.63/83.19 | (9768) op2(e26, e26) = e24 % 129.63/83.19 | % 129.63/83.19 | Instantiating formula (364) with e26, e26, e24, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e24, yields: % 129.63/83.19 | (3094) e25 = e24 % 129.63/83.19 | % 129.63/83.19 | Equations (3094) can reduce 169 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (3347) ~ (all_0_678_678 = e26) % 129.63/83.19 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (4145), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2955) all_0_678_678 = e24 % 129.63/83.19 | % 129.63/83.19 | Equations (2955) can reduce 2946 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2946) ~ (all_0_678_678 = e24) % 129.63/83.19 | (2061) all_0_678_678 = e23 % 129.63/83.19 | % 129.63/83.19 | Equations (2061) can reduce 2590 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2095) ~ (all_0_652_652 = e20) % 129.63/83.19 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (880), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (2273) all_0_656_656 = e25 % 129.63/83.19 | % 129.63/83.19 | From (2273) and (4651) follows: % 129.63/83.19 | (9685) op2(e25, e21) = e24 % 129.63/83.19 | % 129.63/83.19 | From (2273) and (254) follows: % 129.63/83.19 | (9686) op2(e25, e21) = e25 % 129.63/83.19 | % 129.63/83.19 | Instantiating formula (364) with e25, e21, e24, e25 and discharging atoms op2(e25, e21) = e25, op2(e25, e21) = e24, yields: % 129.63/83.19 | (3094) e25 = e24 % 129.63/83.19 | % 129.63/83.19 | Equations (3094) can reduce 169 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (2279) ~ (all_0_656_656 = e25) % 129.63/83.19 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (1166), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (3049) all_0_653_653 = e25 % 129.63/83.19 | % 129.63/83.19 | Equations (3049) can reduce 3055 to: % 129.63/83.19 | (1975) $false % 129.63/83.19 | % 129.63/83.19 |-The branch is then unsatisfiable % 129.63/83.19 |-Branch two: % 129.63/83.19 | (3055) ~ (all_0_653_653 = e25) % 129.63/83.19 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 129.63/83.19 | % 129.63/83.19 +-Applying beta-rule and splitting (1235), into two cases. % 129.63/83.19 |-Branch one: % 129.63/83.19 | (3061) all_0_657_657 = e25 % 129.63/83.19 | % 129.63/83.19 | From (3061) and (766) follows: % 129.63/83.19 | (3062) op2(e25, e25) = all_0_643_643 % 129.63/83.19 | % 129.63/83.19 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 129.63/83.19 | (3063) all_0_643_643 = e21 % 129.63/83.19 | % 129.63/83.19 | From (3063) and (487) follows: % 129.63/83.20 | (3064) op2(e21, e25) = e20 % 129.63/83.20 | % 129.63/83.20 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 129.63/83.20 | (3065) e22 = e20 % 129.63/83.20 | % 129.63/83.20 | Equations (3065) can reduce 959 to: % 129.63/83.20 | (1975) $false % 129.63/83.20 | % 129.63/83.20 |-The branch is then unsatisfiable % 129.63/83.20 |-Branch two: % 129.63/83.20 | (3067) ~ (all_0_657_657 = e25) % 129.63/83.20 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 129.63/83.20 | % 129.63/83.20 +-Applying beta-rule and splitting (387), into two cases. % 129.63/83.20 |-Branch one: % 129.63/83.20 | (3073) all_0_655_655 = e25 % 129.63/83.20 | % 129.63/83.20 | Equations (3073) can reduce 647 to: % 129.63/83.20 | (1658) ~ (all_0_652_652 = e25) % 129.63/83.20 | % 129.63/83.20 | Equations (3073) can reduce 277 to: % 129.63/83.20 | (1020) ~ (e25 = e21) % 129.63/83.20 | % 129.63/83.20 +-Applying beta-rule and splitting (930), into two cases. % 129.63/83.20 |-Branch one: % 129.63/83.20 | (2083) all_0_652_652 = e24 % 129.63/83.20 | % 129.63/83.20 | From (2083) and (602) follows: % 129.63/83.20 | (2084) op2(e24, e26) = e26 % 129.63/83.20 | % 129.63/83.20 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 129.63/83.20 | (2085) all_0_658_658 = e26 % 129.63/83.20 | % 129.63/83.20 | Equations (2085) can reduce 3364 to: % 129.63/83.20 | (1975) $false % 129.63/83.20 | % 129.63/83.20 |-The branch is then unsatisfiable % 129.63/83.20 |-Branch two: % 129.63/83.20 | (2089) ~ (all_0_652_652 = e24) % 129.63/83.20 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 129.63/83.20 | % 129.63/83.20 +-Applying beta-rule and splitting (1580), into two cases. % 129.63/83.20 |-Branch one: % 129.63/83.20 | (2083) all_0_652_652 = e24 % 129.63/83.20 | % 129.63/83.20 | Equations (2083) can reduce 2089 to: % 129.63/83.20 | (1975) $false % 129.63/83.20 | % 129.63/83.20 |-The branch is then unsatisfiable % 129.63/83.20 |-Branch two: % 129.63/83.20 | (2089) ~ (all_0_652_652 = e24) % 129.63/83.20 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 129.63/83.20 | % 129.63/83.20 +-Applying beta-rule and splitting (1225), into two cases. % 129.63/83.20 |-Branch one: % 129.63/83.20 | (2125) all_0_652_652 = e23 % 129.63/83.20 | % 129.63/83.20 | From (2125) and (602) follows: % 129.63/83.20 | (2126) op2(e23, e26) = e26 % 129.63/83.20 | % 129.63/83.20 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 129.63/83.20 | (2127) all_0_665_665 = e26 % 129.63/83.20 | % 129.63/83.20 | From (2127) and (307) follows: % 129.63/83.20 | (2128) op2(e26, e26) = e21 % 129.63/83.20 | % 129.63/83.20 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 129.63/83.20 | (2129) e25 = e21 % 129.63/83.20 | % 129.63/83.20 | Equations (2129) can reduce 1020 to: % 129.63/83.20 | (1975) $false % 129.63/83.20 | % 129.63/83.20 |-The branch is then unsatisfiable % 129.63/83.20 |-Branch two: % 129.63/83.20 | (2209) ~ (all_0_652_652 = e23) % 129.63/83.20 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 129.63/83.20 | % 129.63/83.20 +-Applying beta-rule and splitting (2096), into two cases. % 129.63/83.20 |-Branch one: % 129.63/83.20 | (2107) all_0_652_652 = e26 % 129.63/83.20 | % 129.63/83.20 | Equations (2107) can reduce 1658 to: % 129.63/83.20 | (950) ~ (e26 = e25) % 129.63/83.20 | % 129.63/83.20 | From (2107) and (602) follows: % 129.63/83.20 | (2109) op2(e26, e26) = e26 % 129.63/83.20 | % 129.63/83.20 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 129.81/83.20 | (2110) e26 = e25 % 129.81/83.20 | % 129.81/83.20 | Equations (2110) can reduce 950 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2112) ~ (all_0_652_652 = e26) % 129.81/83.20 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (2117), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (2083) all_0_652_652 = e24 % 129.81/83.20 | % 129.81/83.20 | Equations (2083) can reduce 2089 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2089) ~ (all_0_652_652 = e24) % 129.81/83.20 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (2121), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (2097) all_0_652_652 = e22 % 129.81/83.20 | % 129.81/83.20 | Equations (2097) can reduce 2101 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2101) ~ (all_0_652_652 = e22) % 129.81/83.20 | (2125) all_0_652_652 = e23 % 129.81/83.20 | % 129.81/83.20 | Equations (2125) can reduce 2209 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (4226) ~ (all_0_655_655 = e25) % 129.81/83.20 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (3056), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (2691) all_0_654_654 = e25 % 129.81/83.20 | % 129.81/83.20 | From (2691) and (1559) follows: % 129.81/83.20 | (3042) op2(e25, e25) = all_0_623_623 % 129.81/83.20 | % 129.81/83.20 | Instantiating formula (364) with e25, e25, all_0_623_623, e21 and discharging atoms op2(e25, e25) = all_0_623_623, op2(e25, e25) = e21, yields: % 129.81/83.20 | (3043) all_0_623_623 = e21 % 129.81/83.20 | % 129.81/83.20 | From (3043) and (65) follows: % 129.81/83.20 | (3044) op2(e21, e25) = e23 % 129.81/83.20 | % 129.81/83.20 | Instantiating formula (364) with e21, e25, e23, e22 and discharging atoms op2(e21, e25) = e23, op2(e21, e25) = e22, yields: % 129.81/83.20 | (3045) e23 = e22 % 129.81/83.20 | % 129.81/83.20 | Equations (3045) can reduce 894 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2580) ~ (all_0_654_654 = e25) % 129.81/83.20 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (3072), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (3073) all_0_655_655 = e25 % 129.81/83.20 | % 129.81/83.20 | Equations (3073) can reduce 4226 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (4226) ~ (all_0_655_655 = e25) % 129.81/83.20 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (4227), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (2273) all_0_656_656 = e25 % 129.81/83.20 | % 129.81/83.20 | Equations (2273) can reduce 2279 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2279) ~ (all_0_656_656 = e25) % 129.81/83.20 | (3061) all_0_657_657 = e25 % 129.81/83.20 | % 129.81/83.20 | Equations (3061) can reduce 3067 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2131) ~ (all_0_672_672 = e21) % 129.81/83.20 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (193), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (2071) all_0_665_665 = e21 % 129.81/83.20 | % 129.81/83.20 | Equations (2071) can reduce 1470 to: % 129.81/83.20 | (2072) ~ (all_0_678_678 = e21) % 129.81/83.20 | % 129.81/83.20 | Simplifying 2072 yields: % 129.81/83.20 | (2058) ~ (all_0_678_678 = e21) % 129.81/83.20 | % 129.81/83.20 | From (2071) and (307) follows: % 129.81/83.20 | (2074) op2(e21, e26) = e21 % 129.81/83.20 | % 129.81/83.20 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 129.81/83.20 | (2067) all_0_678_678 = e21 % 129.81/83.20 | % 129.81/83.20 | Equations (2067) can reduce 2058 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.20 | (2077) ~ (all_0_665_665 = e21) % 129.81/83.20 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 129.81/83.20 | % 129.81/83.20 +-Applying beta-rule and splitting (2066), into two cases. % 129.81/83.20 |-Branch one: % 129.81/83.20 | (2071) all_0_665_665 = e21 % 129.81/83.20 | % 129.81/83.20 | Equations (2071) can reduce 2077 to: % 129.81/83.20 | (1975) $false % 129.81/83.20 | % 129.81/83.20 |-The branch is then unsatisfiable % 129.81/83.20 |-Branch two: % 129.81/83.21 | (2077) ~ (all_0_665_665 = e21) % 129.81/83.21 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 129.81/83.21 | % 129.81/83.21 +-Applying beta-rule and splitting (2136), into two cases. % 129.81/83.21 |-Branch one: % 129.81/83.21 | (2079) all_0_672_672 = e21 % 129.81/83.21 | % 129.81/83.21 | Equations (2079) can reduce 2131 to: % 129.81/83.21 | (1975) $false % 129.81/83.21 | % 129.81/83.21 |-The branch is then unsatisfiable % 129.81/83.21 |-Branch two: % 129.81/83.21 | (2131) ~ (all_0_672_672 = e21) % 129.81/83.21 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 129.81/83.21 | % 129.81/83.21 +-Applying beta-rule and splitting (2140), into two cases. % 129.81/83.21 |-Branch one: % 129.81/83.21 | (2067) all_0_678_678 = e21 % 129.81/83.21 | % 129.81/83.21 | Equations (2067) can reduce 2058 to: % 129.81/83.21 | (1975) $false % 129.81/83.21 | % 129.81/83.21 |-The branch is then unsatisfiable % 129.81/83.21 |-Branch two: % 129.81/83.21 | (2058) ~ (all_0_678_678 = e21) % 129.81/83.21 | (2144) all_0_684_684 = e21 % 129.81/83.21 | % 129.81/83.21 | From (2144) and (1299) follows: % 129.81/83.21 | (2145) op2(e21, e26) = e25 % 129.81/83.21 | % 129.81/83.21 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 129.81/83.21 | (2146) all_0_678_678 = e25 % 129.81/83.21 | % 129.81/83.21 | Equations (2146) can reduce 1675 to: % 129.81/83.21 | (1975) $false % 129.81/83.21 | % 129.81/83.21 |-The branch is then unsatisfiable % 129.81/83.21 |-Branch two: % 129.81/83.21 | (2148) ~ (all_0_682_682 = e21) % 129.81/83.21 | (2149) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e20 % 129.81/83.21 | % 129.81/83.21 +-Applying beta-rule and splitting (782), into two cases. % 129.81/83.21 |-Branch one: % 129.81/83.21 | (2067) all_0_678_678 = e21 % 129.81/83.21 | % 129.81/83.21 | From (2067) and (1972) follows: % 129.81/83.21 | (2178) op2(e21, e26) = e24 % 129.81/83.21 | % 129.81/83.21 | From (2067) and (1003) follows: % 129.81/83.21 | (2074) op2(e21, e26) = e21 % 129.81/83.21 | % 129.81/83.21 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 129.81/83.21 | (2180) e24 = e21 % 129.81/83.21 | % 129.81/83.21 | Equations (2180) can reduce 149 to: % 129.81/83.21 | (1975) $false % 129.81/83.21 | % 129.81/83.21 |-The branch is then unsatisfiable % 129.81/83.21 |-Branch two: % 129.81/83.21 | (2058) ~ (all_0_678_678 = e21) % 129.81/83.21 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 129.81/83.21 | % 129.81/83.21 +-Applying beta-rule and splitting (1246), into two cases. % 129.81/83.21 |-Branch one: % 129.81/83.21 | (2067) all_0_678_678 = e21 % 129.81/83.21 | % 129.81/83.21 | Equations (2067) can reduce 2058 to: % 129.81/83.21 | (1975) $false % 129.81/83.21 | % 129.81/83.21 |-The branch is then unsatisfiable % 129.81/83.21 |-Branch two: % 129.81/83.21 | (2058) ~ (all_0_678_678 = e21) % 129.81/83.21 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 129.81/83.21 | % 129.81/83.21 +-Applying beta-rule and splitting (100), into two cases. % 129.81/83.21 |-Branch one: % 129.81/83.21 | (2150) all_0_663_663 = e21 % 129.81/83.21 | % 129.81/83.21 | From (2150) and (54) follows: % 129.81/83.21 | (10970) op2(e21, e24) = all_0_637_637 % 129.81/83.21 | % 129.81/83.21 | Instantiating formula (364) with e21, e24, all_0_637_637, e25 and discharging atoms op2(e21, e24) = all_0_637_637, op2(e21, e24) = e25, yields: % 129.81/83.21 | (10971) all_0_637_637 = e25 % 129.81/83.21 | % 129.81/83.21 | From (10971) and (283) follows: % 129.81/83.21 | (10972) op2(e25, e24) = e21 % 129.81/83.21 | % 129.81/83.21 | Instantiating formula (364) with e25, e24, e21, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e21, yields: % 129.81/83.21 | (10973) all_0_653_653 = e21 % 129.81/83.21 | % 129.81/83.21 | Equations (10973) can reduce 1724 to: % 129.81/83.21 | (1975) $false % 129.81/83.21 | % 129.81/83.21 |-The branch is then unsatisfiable % 129.81/83.21 |-Branch two: % 129.81/83.21 | (2374) ~ (all_0_663_663 = e21) % 129.81/83.21 | (2375) all_0_670_670 = e21 | all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 129.81/83.21 | % 129.81/83.21 +-Applying beta-rule and splitting (1760), into two cases. % 129.81/83.21 |-Branch one: % 129.81/83.21 | (2059) all_0_658_658 = e21 % 129.81/83.21 | % 129.81/83.21 | Equations (2059) can reduce 615 to: % 129.81/83.21 | (405) ~ (all_0_652_652 = e21) % 129.81/83.21 | % 129.81/83.21 | Equations (2059) can reduce 904 to: % 129.81/83.21 | (10979) ~ (all_0_672_672 = e21) % 129.81/83.21 | % 129.81/83.21 | Simplifying 10979 yields: % 129.81/83.21 | (2131) ~ (all_0_672_672 = e21) % 129.81/83.21 | % 129.81/83.21 | Equations (2059) can reduce 1808 to: % 129.81/83.21 | (4943) ~ (all_0_684_684 = e21) % 129.81/83.21 | % 129.81/83.21 | Simplifying 4943 yields: % 129.81/83.21 | (2271) ~ (all_0_684_684 = e21) % 129.81/83.21 | % 129.81/83.21 | Equations (2059) can reduce 414 to: % 129.81/83.21 | (2080) ~ (e25 = e21) % 129.81/83.21 | % 129.81/83.21 | Simplifying 2080 yields: % 129.81/83.21 | (1020) ~ (e25 = e21) % 129.81/83.21 | % 129.81/83.21 | From (2059) and (873) follows: % 129.81/83.21 | (2060) op2(e21, e26) = e23 % 129.81/83.21 | % 129.81/83.21 | From (2059) and (1039) follows: % 129.81/83.21 | (4946) op2(e21, e24) = all_0_608_608 % 129.81/83.21 | % 129.81/83.21 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 129.81/83.21 | (2061) all_0_678_678 = e23 % 129.81/83.21 | % 129.81/83.21 | Instantiating formula (364) with e21, e24, all_0_608_608, e25 and discharging atoms op2(e21, e24) = all_0_608_608, op2(e21, e24) = e25, yields: % 129.81/83.21 | (4948) all_0_608_608 = e25 % 129.81/83.21 | % 129.81/83.21 | Equations (2061) can reduce 1470 to: % 129.81/83.21 | (2679) ~ (all_0_665_665 = e23) % 129.81/83.21 | % 129.81/83.21 | Equations (2061) can reduce 1116 to: % 129.81/83.21 | (2658) ~ (all_0_672_672 = e23) % 129.81/83.21 | % 129.81/83.21 | Equations (2061) can reduce 51 to: % 129.81/83.21 | (3519) ~ (all_0_681_681 = e23) % 129.81/83.21 | % 129.81/83.21 | Simplifying 3519 yields: % 129.81/83.21 | (3520) ~ (all_0_681_681 = e23) % 129.81/83.21 | % 129.81/83.21 | Equations (2061) can reduce 290 to: % 129.81/83.21 | (4951) ~ (all_0_684_684 = e23) % 129.81/83.21 | % 129.81/83.21 | Simplifying 4951 yields: % 129.81/83.22 | (2668) ~ (all_0_684_684 = e23) % 129.81/83.22 | % 129.81/83.22 | From (4948) and (1488) follows: % 129.81/83.22 | (4953) op2(e25, e24) = e26 % 129.81/83.22 | % 129.81/83.22 | From (2061) and (1972) follows: % 129.81/83.22 | (2062) op2(e23, e26) = e24 % 129.81/83.22 | % 129.81/83.22 | Instantiating formula (364) with e25, e24, e26, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e26, yields: % 129.81/83.22 | (4958) all_0_653_653 = e26 % 129.81/83.22 | % 129.81/83.22 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 129.81/83.22 | (2063) all_0_665_665 = e24 % 129.81/83.22 | % 129.81/83.22 | Equations (4958) can reduce 1086 to: % 129.81/83.22 | (2112) ~ (all_0_652_652 = e26) % 129.81/83.22 | % 129.81/83.22 | Equations (2063) can reduce 1152 to: % 129.81/83.22 | (2089) ~ (all_0_652_652 = e24) % 129.81/83.22 | % 129.81/83.22 | Equations (4958) can reduce 893 to: % 129.81/83.22 | (3342) ~ (all_0_667_667 = e26) % 129.81/83.22 | % 129.81/83.22 | Simplifying 3342 yields: % 129.81/83.22 | (3343) ~ (all_0_667_667 = e26) % 129.81/83.22 | % 129.81/83.22 | Equations (4958) can reduce 1620 to: % 129.81/83.22 | (4965) ~ (all_0_673_673 = e26) % 129.81/83.22 | % 129.81/83.22 | Simplifying 4965 yields: % 129.81/83.22 | (4966) ~ (all_0_673_673 = e26) % 129.81/83.22 | % 129.81/83.22 | Equations (2063) can reduce 697 to: % 129.81/83.22 | (4967) ~ (all_0_666_666 = e24) % 129.81/83.22 | % 129.81/83.22 | Simplifying 4967 yields: % 129.81/83.22 | (4483) ~ (all_0_666_666 = e24) % 129.81/83.22 | % 129.81/83.22 | Equations (2063) can reduce 287 to: % 129.81/83.22 | (2040) ~ (all_0_668_668 = e24) % 129.81/83.22 | % 129.81/83.22 | Simplifying 2040 yields: % 129.81/83.22 | (388) ~ (all_0_668_668 = e24) % 129.81/83.22 | % 129.81/83.22 | Equations (2063) can reduce 1223 to: % 129.81/83.22 | (11009) ~ (all_0_672_672 = e24) % 129.81/83.22 | % 129.81/83.22 | Simplifying 11009 yields: % 129.81/83.22 | (4284) ~ (all_0_672_672 = e24) % 129.81/83.22 | % 129.81/83.22 | Equations (2063) can reduce 2679 to: % 129.81/83.22 | (572) ~ (e24 = e23) % 129.81/83.22 | % 129.81/83.22 +-Applying beta-rule and splitting (2031), into two cases. % 129.81/83.22 |-Branch one: % 129.81/83.22 | (2036) all_0_666_666 = e24 % 129.81/83.22 | % 129.81/83.22 | Equations (2036) can reduce 4483 to: % 129.81/83.22 | (1975) $false % 129.81/83.22 | % 129.81/83.22 |-The branch is then unsatisfiable % 129.81/83.22 |-Branch two: % 129.81/83.22 | (4483) ~ (all_0_666_666 = e24) % 129.81/83.22 | (4484) all_0_685_685 = e24 % 129.81/83.22 | % 129.81/83.22 | Equations (4484) can reduce 861 to: % 129.81/83.22 | (4986) ~ (all_0_684_684 = e24) % 129.81/83.22 | % 129.81/83.22 | Equations (4484) can reduce 1001 to: % 129.81/83.22 | (2947) ~ (e25 = e24) % 129.81/83.22 | % 129.81/83.22 | Simplifying 2947 yields: % 129.81/83.22 | (169) ~ (e25 = e24) % 129.81/83.22 | % 129.81/83.22 | Equations (4484) can reduce 228 to: % 129.81/83.22 | (149) ~ (e24 = e21) % 129.81/83.22 | % 129.81/83.22 +-Applying beta-rule and splitting (4618), into two cases. % 129.81/83.22 |-Branch one: % 129.81/83.22 | (4997) all_0_666_666 = e23 % 129.81/83.22 | % 129.81/83.22 | From (4997) and (945) follows: % 129.81/83.22 | (5004) op2(e23, e23) = all_0_614_614 % 129.81/83.22 | % 129.81/83.22 | Instantiating formula (364) with e23, e23, all_0_614_614, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_614_614, op2(e23, e23) = all_0_668_668, yields: % 129.81/83.22 | (5007) all_0_614_614 = all_0_668_668 % 129.81/83.22 | % 129.81/83.22 | From (5007) and (715) follows: % 129.81/83.22 | (5020) op2(all_0_668_668, e23) = e25 % 129.81/83.22 | % 129.81/83.22 | Instantiating formula (364) with all_0_668_668, e23, e25, all_0_625_625 and discharging atoms op2(all_0_668_668, e23) = all_0_625_625, op2(all_0_668_668, e23) = e25, yields: % 129.81/83.22 | (5038) all_0_625_625 = e25 % 129.81/83.22 | % 129.81/83.22 | From (5038) and (1519) follows: % 129.81/83.22 | (5066) op2(e25, e23) = e23 % 129.81/83.22 | % 129.81/83.22 | From (5038) and (1202) follows: % 129.81/83.22 | (5020) op2(all_0_668_668, e23) = e25 % 129.81/83.22 | % 129.81/83.22 | Instantiating formula (364) with e25, e23, e23, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_654_654, op2(e25, e23) = e23, yields: % 129.81/83.22 | (2624) all_0_654_654 = e23 % 129.81/83.22 | % 129.81/83.22 | Equations (2624) can reduce 1815 to: % 129.81/83.22 | (2209) ~ (all_0_652_652 = e23) % 129.81/83.22 | % 129.81/83.22 | Equations (2624) can reduce 1394 to: % 129.81/83.22 | (5096) ~ (all_0_674_674 = e23) % 129.81/83.22 | % 129.81/83.22 | Simplifying 5096 yields: % 129.81/83.22 | (5097) ~ (all_0_674_674 = e23) % 129.81/83.22 | % 129.81/83.22 | Equations (2624) can reduce 1362 to: % 129.81/83.22 | (11031) ~ (all_0_680_680 = e23) % 129.81/83.22 | % 129.81/83.22 | Simplifying 11031 yields: % 129.81/83.22 | (4042) ~ (all_0_680_680 = e23) % 129.81/83.22 | % 129.81/83.22 | Equations (2624) can reduce 871 to: % 129.81/83.22 | (5098) ~ (e24 = e23) % 129.81/83.22 | % 129.81/83.22 | Simplifying 5098 yields: % 129.81/83.22 | (572) ~ (e24 = e23) % 129.81/83.22 | % 129.81/83.22 +-Applying beta-rule and splitting (196), into two cases. % 129.81/83.22 |-Branch one: % 129.81/83.22 | (2091) all_0_652_652 = e20 % 129.81/83.22 | % 129.81/83.22 | Equations (2091) can reduce 1537 to: % 129.81/83.22 | (11036) ~ (all_0_672_672 = e20) % 129.81/83.22 | % 129.81/83.22 | Simplifying 11036 yields: % 129.81/83.22 | (3446) ~ (all_0_672_672 = e20) % 129.81/83.22 | % 129.81/83.22 | Equations (2091) can reduce 405 to: % 129.81/83.22 | (2247) ~ (e21 = e20) % 129.81/83.22 | % 129.81/83.22 | Simplifying 2247 yields: % 129.81/83.22 | (360) ~ (e21 = e20) % 129.81/83.22 | % 129.81/83.22 | From (2091) and (602) follows: % 129.81/83.22 | (2092) op2(e20, e26) = e26 % 129.81/83.22 | % 129.81/83.22 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 129.81/83.23 | (2093) all_0_684_684 = e26 % 129.81/83.23 | % 129.81/83.23 | Equations (2093) can reduce 142 to: % 129.81/83.23 | (5206) ~ (all_0_672_672 = e26) % 129.81/83.23 | % 129.81/83.23 | Equations (2093) can reduce 93 to: % 129.81/83.23 | (2018) ~ (all_0_689_689 = e26) % 129.81/83.23 | % 129.81/83.23 | Simplifying 2018 yields: % 129.81/83.23 | (2019) ~ (all_0_689_689 = e26) % 129.81/83.23 | % 129.81/83.23 +-Applying beta-rule and splitting (1103), into two cases. % 129.81/83.23 |-Branch one: % 129.81/83.23 | (2079) all_0_672_672 = e21 % 129.81/83.23 | % 129.81/83.23 | Equations (2079) can reduce 2131 to: % 129.81/83.23 | (1975) $false % 129.81/83.23 | % 129.81/83.23 |-The branch is then unsatisfiable % 129.81/83.23 |-Branch two: % 129.81/83.23 | (2131) ~ (all_0_672_672 = e21) % 129.81/83.23 | (11048) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e20 % 129.81/83.23 | % 129.81/83.23 +-Applying beta-rule and splitting (11048), into two cases. % 129.81/83.23 |-Branch one: % 129.81/83.23 | (3442) all_0_672_672 = e20 % 129.81/83.23 | % 129.81/83.23 | Equations (3442) can reduce 3446 to: % 129.81/83.23 | (1975) $false % 129.81/83.23 | % 129.81/83.23 |-The branch is then unsatisfiable % 129.81/83.23 |-Branch two: % 129.81/83.23 | (3446) ~ (all_0_672_672 = e20) % 129.81/83.23 | (11052) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 % 129.81/83.23 | % 129.81/83.23 +-Applying beta-rule and splitting (11052), into two cases. % 129.81/83.23 |-Branch one: % 129.81/83.23 | (4397) all_0_672_672 = e26 % 129.81/83.23 | % 129.81/83.23 | Equations (4397) can reduce 5206 to: % 129.81/83.23 | (1975) $false % 129.81/83.23 | % 129.81/83.23 |-The branch is then unsatisfiable % 129.81/83.23 |-Branch two: % 129.81/83.23 | (5206) ~ (all_0_672_672 = e26) % 129.81/83.23 | (11056) all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 % 129.81/83.23 | % 129.81/83.23 +-Applying beta-rule and splitting (11056), into two cases. % 129.81/83.23 |-Branch one: % 129.81/83.23 | (2942) all_0_672_672 = e24 % 129.81/83.23 | % 129.81/83.23 | Equations (2942) can reduce 4284 to: % 129.81/83.23 | (1975) $false % 129.81/83.23 | % 129.81/83.23 |-The branch is then unsatisfiable % 129.81/83.23 |-Branch two: % 129.81/83.23 | (4284) ~ (all_0_672_672 = e24) % 129.81/83.23 | (11060) all_0_672_672 = e23 | all_0_672_672 = e22 % 129.81/83.23 | % 129.81/83.23 +-Applying beta-rule and splitting (11060), into two cases. % 129.81/83.23 |-Branch one: % 129.81/83.23 | (4058) all_0_672_672 = e22 % 129.81/83.23 | % 129.81/83.23 | Equations (4058) can reduce 907 to: % 129.81/83.23 | (5873) ~ (all_0_674_674 = e22) % 129.81/83.23 | % 129.81/83.23 | Simplifying 5873 yields: % 129.81/83.23 | (4038) ~ (all_0_674_674 = e22) % 129.81/83.23 | % 129.81/83.23 | Equations (4058) can reduce 1539 to: % 129.81/83.23 | (11064) ~ (all_0_676_676 = e22) % 129.81/83.23 | % 129.81/83.23 | Simplifying 11064 yields: % 129.81/83.23 | (11065) ~ (all_0_676_676 = e22) % 129.81/83.23 | % 129.81/83.23 | From (4058) and (652) follows: % 129.81/83.23 | (5261) op2(e22, e22) = all_0_610_610 % 129.81/83.23 | % 129.81/83.23 | Instantiating formula (364) with e22, e22, all_0_610_610, all_0_675_675 and discharging atoms op2(e22, e22) = all_0_610_610, op2(e22, e22) = all_0_675_675, yields: % 129.81/83.23 | (5265) all_0_610_610 = all_0_675_675 % 129.81/83.23 | % 129.81/83.23 | From (5265) and (1592) follows: % 129.81/83.23 | (5266) op2(all_0_675_675, e22) = e26 % 129.81/83.23 | % 129.81/83.23 | Instantiating formula (364) with all_0_675_675, e22, e26, all_0_633_633 and discharging atoms op2(all_0_675_675, e22) = all_0_633_633, op2(all_0_675_675, e22) = e26, yields: % 129.81/83.23 | (5270) all_0_633_633 = e26 % 129.81/83.23 | % 129.81/83.23 | From (5270) and (1099) follows: % 129.81/83.23 | (5271) op2(e26, e22) = e22 % 129.81/83.23 | % 129.81/83.23 | From (5270) and (1163) follows: % 129.81/83.23 | (5266) op2(all_0_675_675, e22) = e26 % 129.81/83.23 | % 129.81/83.23 | Instantiating formula (364) with e26, e22, e22, all_0_650_650 and discharging atoms op2(e26, e22) = all_0_650_650, op2(e26, e22) = e22, yields: % 129.81/83.23 | (3773) all_0_650_650 = e22 % 129.81/83.23 | % 129.81/83.23 | Equations (3773) can reduce 261 to: % 129.81/83.23 | (3846) ~ (all_0_651_651 = e22) % 129.81/83.23 | % 129.81/83.23 | Simplifying 3846 yields: % 129.81/83.23 | (3805) ~ (all_0_651_651 = e22) % 129.81/83.23 | % 129.81/83.23 | Equations (3773) can reduce 236 to: % 129.81/83.23 | (5276) ~ (all_0_655_655 = e22) % 129.81/83.23 | % 129.81/83.23 | Simplifying 5276 yields: % 129.81/83.23 | (5277) ~ (all_0_655_655 = e22) % 129.81/83.23 | % 129.81/83.23 | Equations (3773) can reduce 545 to: % 129.81/83.23 | (3529) ~ (all_0_675_675 = e22) % 129.81/83.23 | % 129.81/83.23 | Simplifying 3529 yields: % 129.81/83.23 | (3530) ~ (all_0_675_675 = e22) % 129.81/83.23 | % 129.81/83.23 | Equations (3773) can reduce 1171 to: % 129.81/83.23 | (2990) ~ (e23 = e22) % 129.81/83.23 | % 129.81/83.23 | Simplifying 2990 yields: % 129.81/83.23 | (894) ~ (e23 = e22) % 129.81/83.23 | % 129.81/83.23 | Equations (3773) can reduce 1951 to: % 129.81/83.23 | (359) ~ (e22 = e21) % 129.81/83.23 | % 129.81/83.23 | Equations (3773) can reduce 1778 to: % 129.81/83.23 | (959) ~ (e22 = e20) % 129.81/83.23 | % 129.81/83.23 | From (3773) and (1028) follows: % 129.81/83.24 | (5271) op2(e26, e22) = e22 % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (1977), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (3649) all_0_651_651 = e26 % 129.81/83.24 | % 129.81/83.24 | Equations (3649) can reduce 1366 to: % 129.81/83.24 | (11085) ~ (all_0_671_671 = e26) % 129.81/83.24 | % 129.81/83.24 | Simplifying 11085 yields: % 129.81/83.24 | (3670) ~ (all_0_671_671 = e26) % 129.81/83.24 | % 129.81/83.24 | Equations (3649) can reduce 247 to: % 129.81/83.24 | (5295) ~ (all_0_677_677 = e26) % 129.81/83.24 | % 129.81/83.24 | Simplifying 5295 yields: % 129.81/83.24 | (3676) ~ (all_0_677_677 = e26) % 129.81/83.24 | % 129.81/83.24 | Equations (3649) can reduce 699 to: % 129.81/83.24 | (1189) ~ (e26 = e24) % 129.81/83.24 | % 129.81/83.24 | Equations (3649) can reduce 3805 to: % 129.81/83.24 | (792) ~ (e26 = e22) % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (1329), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (2057) all_0_682_682 = e21 % 129.81/83.24 | % 129.81/83.24 | Equations (2057) can reduce 2148 to: % 129.81/83.24 | (1975) $false % 129.81/83.24 | % 129.81/83.24 |-The branch is then unsatisfiable % 129.81/83.24 |-Branch two: % 129.81/83.24 | (2148) ~ (all_0_682_682 = e21) % 129.81/83.24 | (2379) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_690_690 = e20 % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (1373), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (2707) all_0_674_674 = e21 % 129.81/83.24 | % 129.81/83.24 | Equations (2707) can reduce 1650 to: % 129.81/83.24 | (3401) ~ (all_0_680_680 = e21) % 129.81/83.24 | % 129.81/83.24 | Simplifying 3401 yields: % 129.81/83.24 | (2560) ~ (all_0_680_680 = e21) % 129.81/83.24 | % 129.81/83.24 | Equations (2707) can reduce 879 to: % 129.81/83.24 | (2080) ~ (e25 = e21) % 129.81/83.24 | % 129.81/83.24 | Simplifying 2080 yields: % 129.81/83.24 | (1020) ~ (e25 = e21) % 129.81/83.24 | % 129.81/83.24 | From (2707) and (191) follows: % 129.81/83.24 | (11100) op2(e21, e22) = all_0_626_626 % 129.81/83.24 | % 129.81/83.24 | Instantiating formula (364) with e21, e22, all_0_626_626, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_626_626, op2(e21, e22) = all_0_681_681, yields: % 129.81/83.24 | (11101) all_0_626_626 = all_0_681_681 % 129.81/83.24 | % 129.81/83.24 | From (11101) and (1249) follows: % 129.81/83.24 | (11102) op2(all_0_681_681, e22) = e23 % 129.81/83.24 | % 129.81/83.24 | From (11101) and (11100) follows: % 129.81/83.24 | (530) op2(e21, e22) = all_0_681_681 % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (673), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (2097) all_0_652_652 = e22 % 129.81/83.24 | % 129.81/83.24 | Combining equations (2097,2091) yields a new equation: % 129.81/83.24 | (3826) e22 = e20 % 129.81/83.24 | % 129.81/83.24 | Simplifying 3826 yields: % 129.81/83.24 | (3065) e22 = e20 % 129.81/83.24 | % 129.81/83.24 | Equations (3065) can reduce 959 to: % 129.81/83.24 | (1975) $false % 129.81/83.24 | % 129.81/83.24 |-The branch is then unsatisfiable % 129.81/83.24 |-Branch two: % 129.81/83.24 | (2101) ~ (all_0_652_652 = e22) % 129.81/83.24 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (140), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (2627) all_0_672_672 = e23 % 129.81/83.24 | % 129.81/83.24 | Combining equations (2627,4058) yields a new equation: % 129.81/83.24 | (3929) e23 = e22 % 129.81/83.24 | % 129.81/83.24 | Simplifying 3929 yields: % 129.81/83.24 | (3045) e23 = e22 % 129.81/83.24 | % 129.81/83.24 | Equations (3045) can reduce 894 to: % 129.81/83.24 | (1975) $false % 129.81/83.24 | % 129.81/83.24 |-The branch is then unsatisfiable % 129.81/83.24 |-Branch two: % 129.81/83.24 | (2658) ~ (all_0_672_672 = e23) % 129.81/83.24 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 129.81/83.24 | % 129.81/83.24 | Equations (4058) can reduce 2658 to: % 129.81/83.24 | (2990) ~ (e23 = e22) % 129.81/83.24 | % 129.81/83.24 | Simplifying 2990 yields: % 129.81/83.24 | (894) ~ (e23 = e22) % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (1718), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (2608) all_0_654_654 = e22 % 129.81/83.24 | % 129.81/83.24 | Combining equations (2608,2624) yields a new equation: % 129.81/83.24 | (3045) e23 = e22 % 129.81/83.24 | % 129.81/83.24 | Equations (3045) can reduce 894 to: % 129.81/83.24 | (1975) $false % 129.81/83.24 | % 129.81/83.24 |-The branch is then unsatisfiable % 129.81/83.24 |-Branch two: % 129.81/83.24 | (2614) ~ (all_0_654_654 = e22) % 129.81/83.24 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 129.81/83.24 | % 129.81/83.24 | Equations (2624) can reduce 2614 to: % 129.81/83.24 | (894) ~ (e23 = e22) % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (1213), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (4397) all_0_672_672 = e26 % 129.81/83.24 | % 129.81/83.24 | Combining equations (4397,4058) yields a new equation: % 129.81/83.24 | (2998) e26 = e22 % 129.81/83.24 | % 129.81/83.24 | Simplifying 2998 yields: % 129.81/83.24 | (2999) e26 = e22 % 129.81/83.24 | % 129.81/83.24 | Equations (2999) can reduce 792 to: % 129.81/83.24 | (1975) $false % 129.81/83.24 | % 129.81/83.24 |-The branch is then unsatisfiable % 129.81/83.24 |-Branch two: % 129.81/83.24 | (5206) ~ (all_0_672_672 = e26) % 129.81/83.24 | (9065) all_0_673_673 = e26 | all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 129.81/83.24 | % 129.81/83.24 | Equations (4058) can reduce 5206 to: % 129.81/83.24 | (5259) ~ (e26 = e22) % 129.81/83.24 | % 129.81/83.24 | Simplifying 5259 yields: % 129.81/83.24 | (792) ~ (e26 = e22) % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (1296), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.24 | (3099) all_0_653_653 = e24 % 129.81/83.24 | % 129.81/83.24 | Combining equations (4958,3099) yields a new equation: % 129.81/83.24 | (3656) e26 = e24 % 129.81/83.24 | % 129.81/83.24 | Simplifying 3656 yields: % 129.81/83.24 | (2321) e26 = e24 % 129.81/83.24 | % 129.81/83.24 | Equations (2321) can reduce 1189 to: % 129.81/83.24 | (1975) $false % 129.81/83.24 | % 129.81/83.24 |-The branch is then unsatisfiable % 129.81/83.24 |-Branch two: % 129.81/83.24 | (3262) ~ (all_0_653_653 = e24) % 129.81/83.24 | (3263) all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 129.81/83.24 | % 129.81/83.24 | Equations (4958) can reduce 3262 to: % 129.81/83.24 | (1189) ~ (e26 = e24) % 129.81/83.24 | % 129.81/83.24 +-Applying beta-rule and splitting (971), into two cases. % 129.81/83.24 |-Branch one: % 129.81/83.25 | (3167) all_0_683_683 = e21 % 129.81/83.25 | % 129.81/83.25 | From (3167) and (1062) follows: % 129.81/83.25 | (11140) op2(e21, e21) = all_0_647_647 % 129.81/83.25 | % 129.81/83.25 | Instantiating formula (364) with e21, e21, all_0_647_647, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_647_647, op2(e21, e21) = all_0_682_682, yields: % 129.81/83.25 | (11141) all_0_647_647 = all_0_682_682 % 129.81/83.25 | % 129.81/83.25 | From (11141) and (1306) follows: % 129.81/83.25 | (11142) op2(all_0_682_682, e21) = e20 % 129.81/83.25 | % 129.81/83.25 | Instantiating formula (364) with all_0_682_682, e21, e20, all_0_640_640 and discharging atoms op2(all_0_682_682, e21) = all_0_640_640, op2(all_0_682_682, e21) = e20, yields: % 129.81/83.25 | (11143) all_0_640_640 = e20 % 129.81/83.25 | % 129.81/83.25 | From (11143) and (1415) follows: % 129.81/83.25 | (2968) op2(e20, e21) = e21 % 129.81/83.25 | % 129.81/83.25 | Instantiating formula (364) with e20, e21, e21, all_0_689_689 and discharging atoms op2(e20, e21) = all_0_689_689, op2(e20, e21) = e21, yields: % 129.81/83.25 | (2938) all_0_689_689 = e21 % 129.81/83.25 | % 129.81/83.25 | Equations (2938) can reduce 2019 to: % 129.81/83.25 | (5744) ~ (e26 = e21) % 129.81/83.25 | % 129.81/83.25 | Simplifying 5744 yields: % 129.81/83.25 | (1656) ~ (e26 = e21) % 129.81/83.25 | % 129.81/83.25 +-Applying beta-rule and splitting (177), into two cases. % 129.81/83.25 |-Branch one: % 129.81/83.25 | (2157) all_0_656_656 = e22 % 129.81/83.25 | % 129.81/83.25 | From (2157) and (4651) follows: % 129.81/83.25 | (5371) op2(e22, e21) = e24 % 129.81/83.25 | % 129.81/83.25 | Instantiating formula (364) with e22, e21, e24, all_0_676_676 and discharging atoms op2(e22, e21) = all_0_676_676, op2(e22, e21) = e24, yields: % 129.81/83.25 | (4330) all_0_676_676 = e24 % 129.81/83.25 | % 129.81/83.25 +-Applying beta-rule and splitting (9065), into two cases. % 129.81/83.25 |-Branch one: % 129.81/83.25 | (9084) all_0_673_673 = e26 % 129.81/83.25 | % 129.81/83.25 | Equations (9084) can reduce 4966 to: % 129.81/83.25 | (1975) $false % 129.81/83.25 | % 129.81/83.25 |-The branch is then unsatisfiable % 129.81/83.25 |-Branch two: % 129.81/83.25 | (4966) ~ (all_0_673_673 = e26) % 129.81/83.25 | (9088) all_0_674_674 = e26 | all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 129.81/83.25 | % 129.81/83.25 +-Applying beta-rule and splitting (9088), into two cases. % 129.81/83.25 |-Branch one: % 129.81/83.25 | (5962) all_0_674_674 = e26 % 129.81/83.25 | % 129.81/83.25 | Combining equations (5962,2707) yields a new equation: % 129.81/83.25 | (1983) e26 = e21 % 129.81/83.25 | % 129.81/83.25 | Simplifying 1983 yields: % 129.81/83.25 | (1984) e26 = e21 % 129.81/83.25 | % 129.81/83.25 | Equations (1984) can reduce 1656 to: % 129.81/83.25 | (1975) $false % 129.81/83.25 | % 129.81/83.25 |-The branch is then unsatisfiable % 129.81/83.25 |-Branch two: % 129.81/83.25 | (8836) ~ (all_0_674_674 = e26) % 129.81/83.25 | (9105) all_0_675_675 = e26 | all_0_676_676 = e26 | all_0_677_677 = e26 % 129.81/83.25 | % 129.81/83.25 +-Applying beta-rule and splitting (9105), into two cases. % 129.81/83.25 |-Branch one: % 129.81/83.25 | (5976) all_0_675_675 = e26 % 129.81/83.25 | % 129.81/83.25 | Equations (5976) can reduce 3530 to: % 129.81/83.25 | (792) ~ (e26 = e22) % 129.81/83.25 | % 129.81/83.25 | From (5976) and (5266) follows: % 129.81/83.25 | (11163) op2(e26, e22) = e26 % 129.81/83.25 | % 129.81/83.25 | Instantiating formula (364) with e26, e22, e26, e22 and discharging atoms op2(e26, e22) = e26, op2(e26, e22) = e22, yields: % 129.81/83.25 | (2999) e26 = e22 % 129.81/83.25 | % 129.81/83.25 | Equations (2999) can reduce 792 to: % 129.81/83.25 | (1975) $false % 129.81/83.25 | % 129.81/83.25 |-The branch is then unsatisfiable % 129.81/83.25 |-Branch two: % 129.81/83.25 | (5960) ~ (all_0_675_675 = e26) % 129.81/83.25 | (9110) all_0_676_676 = e26 | all_0_677_677 = e26 % 129.81/83.25 | % 129.81/83.25 +-Applying beta-rule and splitting (9110), into two cases. % 129.81/83.25 |-Branch one: % 129.81/83.25 | (4158) all_0_676_676 = e26 % 129.81/83.25 | % 129.81/83.25 | Combining equations (4158,4330) yields a new equation: % 129.81/83.25 | (3656) e26 = e24 % 129.81/83.25 | % 129.81/83.25 | Simplifying 3656 yields: % 129.81/83.25 | (2321) e26 = e24 % 129.81/83.25 | % 129.81/83.25 | Equations (2321) can reduce 1189 to: % 129.81/83.25 | (1975) $false % 129.81/83.25 | % 129.81/83.25 |-The branch is then unsatisfiable % 129.81/83.25 |-Branch two: % 129.81/83.25 | (4162) ~ (all_0_676_676 = e26) % 129.81/83.25 | (3672) all_0_677_677 = e26 % 129.81/83.25 | % 129.81/83.25 | Equations (3672) can reduce 3676 to: % 129.81/83.25 | (1975) $false % 129.81/83.25 | % 129.81/83.25 |-The branch is then unsatisfiable % 129.81/83.26 |-Branch two: % 129.81/83.26 | (2244) ~ (all_0_656_656 = e22) % 129.81/83.26 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 129.81/83.26 | % 129.81/83.26 +-Applying beta-rule and splitting (2765), into two cases. % 129.81/83.26 |-Branch one: % 129.81/83.26 | (5980) all_0_653_653 = e22 % 129.81/83.26 | % 129.81/83.26 | Combining equations (4958,5980) yields a new equation: % 129.81/83.26 | (2998) e26 = e22 % 129.81/83.26 | % 129.81/83.26 | Simplifying 2998 yields: % 129.81/83.26 | (2999) e26 = e22 % 129.81/83.26 | % 129.81/83.26 | Equations (2999) can reduce 792 to: % 129.81/83.26 | (1975) $false % 129.81/83.26 | % 129.81/83.26 |-The branch is then unsatisfiable % 129.81/83.26 |-Branch two: % 129.81/83.26 | (5984) ~ (all_0_653_653 = e22) % 129.81/83.26 | (9592) all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.81/83.26 | % 129.81/83.26 +-Applying beta-rule and splitting (9592), into two cases. % 129.81/83.26 |-Branch one: % 129.81/83.26 | (2608) all_0_654_654 = e22 % 129.81/83.26 | % 129.81/83.26 | Combining equations (2624,2608) yields a new equation: % 129.81/83.26 | (3929) e23 = e22 % 129.81/83.26 | % 129.81/83.26 | Simplifying 3929 yields: % 129.81/83.26 | (3045) e23 = e22 % 129.81/83.26 | % 129.81/83.26 | Equations (3045) can reduce 894 to: % 129.81/83.26 | (1975) $false % 129.81/83.26 | % 129.81/83.26 |-The branch is then unsatisfiable % 129.81/83.26 |-Branch two: % 129.81/83.26 | (2614) ~ (all_0_654_654 = e22) % 129.81/83.26 | (9598) all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 129.81/83.26 | % 129.81/83.26 +-Applying beta-rule and splitting (9598), into two cases. % 129.81/83.26 |-Branch one: % 129.81/83.26 | (9599) all_0_655_655 = e22 % 129.81/83.26 | % 130.00/83.26 | Equations (9599) can reduce 5277 to: % 130.00/83.26 | (1975) $false % 130.00/83.26 | % 130.00/83.26 |-The branch is then unsatisfiable % 130.00/83.26 |-Branch two: % 130.00/83.26 | (5277) ~ (all_0_655_655 = e22) % 130.00/83.26 | (9602) all_0_656_656 = e22 | all_0_657_657 = e22 % 130.00/83.26 | % 130.00/83.26 +-Applying beta-rule and splitting (9602), into two cases. % 130.00/83.26 |-Branch one: % 130.00/83.26 | (2157) all_0_656_656 = e22 % 130.00/83.26 | % 130.00/83.26 | Equations (2157) can reduce 2244 to: % 130.00/83.26 | (1975) $false % 130.00/83.26 | % 130.00/83.26 |-The branch is then unsatisfiable % 130.00/83.26 |-Branch two: % 130.00/83.26 | (2244) ~ (all_0_656_656 = e22) % 130.00/83.26 | (3807) all_0_657_657 = e22 % 130.00/83.26 | % 130.00/83.26 | From (3807) and (766) follows: % 130.00/83.26 | (9607) op2(e22, e25) = all_0_643_643 % 130.00/83.26 | % 130.00/83.26 | Instantiating formula (364) with e22, e25, all_0_643_643, e25 and discharging atoms op2(e22, e25) = all_0_643_643, op2(e22, e25) = e25, yields: % 130.00/83.26 | (9608) all_0_643_643 = e25 % 130.00/83.26 | % 130.00/83.26 | From (9608) and (487) follows: % 130.00/83.26 | (9609) op2(e25, e25) = e20 % 130.00/83.26 | % 130.00/83.26 | Instantiating formula (364) with e25, e25, e20, e21 and discharging atoms op2(e25, e25) = e21, op2(e25, e25) = e20, yields: % 130.00/83.26 | (2252) e21 = e20 % 130.00/83.26 | % 130.00/83.26 | Equations (2252) can reduce 360 to: % 130.00/83.26 | (1975) $false % 130.00/83.26 | % 130.00/83.26 |-The branch is then unsatisfiable % 130.00/83.26 |-Branch two: % 130.00/83.26 | (4894) ~ (all_0_683_683 = e21) % 130.00/83.26 | (5349) all_0_683_683 = e26 | all_0_683_683 = e25 | all_0_683_683 = e24 | all_0_683_683 = e23 | all_0_683_683 = e20 % 130.00/83.26 | % 130.00/83.26 +-Applying beta-rule and splitting (2183), into two cases. % 130.00/83.26 |-Branch one: % 130.00/83.26 | (3149) all_0_679_679 = e21 % 130.00/83.26 | % 130.00/83.26 | Combining equations (3149,4221) yields a new equation: % 130.00/83.26 | (2129) e25 = e21 % 130.00/83.26 | % 130.00/83.26 | Equations (2129) can reduce 1020 to: % 130.00/83.26 | (1975) $false % 130.00/83.26 | % 130.00/83.26 |-The branch is then unsatisfiable % 130.00/83.26 |-Branch two: % 130.00/83.26 | (1963) ~ (all_0_679_679 = e21) % 130.00/83.26 | (3152) all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 130.00/83.26 | % 130.00/83.26 +-Applying beta-rule and splitting (3152), into two cases. % 130.00/83.26 |-Branch one: % 130.00/83.26 | (2380) all_0_680_680 = e21 % 130.00/83.26 | % 130.00/83.26 | Equations (2380) can reduce 2560 to: % 130.00/83.26 | (1975) $false % 130.00/83.26 | % 130.00/83.26 |-The branch is then unsatisfiable % 130.00/83.26 |-Branch two: % 130.00/83.26 | (2560) ~ (all_0_680_680 = e21) % 130.00/83.26 | (3156) all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 130.00/83.26 | % 130.00/83.26 +-Applying beta-rule and splitting (3156), into two cases. % 130.00/83.26 |-Branch one: % 130.00/83.26 | (3157) all_0_681_681 = e21 % 130.00/83.26 | % 130.00/83.26 | Equations (3157) can reduce 3520 to: % 130.00/83.26 | (2576) ~ (e23 = e21) % 130.00/83.26 | % 130.00/83.26 | Simplifying 2576 yields: % 130.00/83.26 | (896) ~ (e23 = e21) % 130.00/83.26 | % 130.00/83.26 | From (3157) and (11102) follows: % 130.00/83.27 | (11216) op2(e21, e22) = e23 % 130.00/83.27 | % 130.00/83.27 | From (3157) and (530) follows: % 130.00/83.27 | (11217) op2(e21, e22) = e21 % 130.00/83.27 | % 130.00/83.27 | Instantiating formula (364) with e21, e22, e21, e23 and discharging atoms op2(e21, e22) = e23, op2(e21, e22) = e21, yields: % 130.00/83.27 | (2612) e23 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (2612) can reduce 896 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (3160) ~ (all_0_681_681 = e21) % 130.00/83.27 | (3161) all_0_682_682 = e21 | all_0_683_683 = e21 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (3161), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (2057) all_0_682_682 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (2057) can reduce 2148 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (2148) ~ (all_0_682_682 = e21) % 130.00/83.27 | (3167) all_0_683_683 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (3167) can reduce 4894 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (2732) ~ (all_0_674_674 = e21) % 130.00/83.27 | (2733) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e20 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (1296), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (3099) all_0_653_653 = e24 % 130.00/83.27 | % 130.00/83.27 | Combining equations (4958,3099) yields a new equation: % 130.00/83.27 | (3656) e26 = e24 % 130.00/83.27 | % 130.00/83.27 | Simplifying 3656 yields: % 130.00/83.27 | (2321) e26 = e24 % 130.00/83.27 | % 130.00/83.27 | Equations (2321) can reduce 1189 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (3262) ~ (all_0_653_653 = e24) % 130.00/83.27 | (3263) all_0_660_660 = e24 | all_0_667_667 = e24 | all_0_673_673 = e24 | all_0_679_679 = e24 | all_0_686_686 = e24 % 130.00/83.27 | % 130.00/83.27 | Equations (4958) can reduce 3262 to: % 130.00/83.27 | (1189) ~ (e26 = e24) % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (1410), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (2955) all_0_678_678 = e24 % 130.00/83.27 | % 130.00/83.27 | Combining equations (2061,2955) yields a new equation: % 130.00/83.27 | (2028) e24 = e23 % 130.00/83.27 | % 130.00/83.27 | Equations (2028) can reduce 572 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (2946) ~ (all_0_678_678 = e24) % 130.00/83.27 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (502), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (2792) all_0_676_676 = e21 % 130.00/83.27 | % 130.00/83.27 | From (2792) and (465) follows: % 130.00/83.27 | (2801) op2(e21, e21) = e25 % 130.00/83.27 | % 130.00/83.27 | Instantiating formula (364) with e21, e21, e25, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_682_682, op2(e21, e21) = e25, yields: % 130.00/83.27 | (2803) all_0_682_682 = e25 % 130.00/83.27 | % 130.00/83.27 | Equations (2803) can reduce 4645 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (4392) ~ (all_0_676_676 = e21) % 130.00/83.27 | (4393) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e20 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (121), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (2079) all_0_672_672 = e21 % 130.00/83.27 | % 130.00/83.27 | Combining equations (4058,2079) yields a new equation: % 130.00/83.27 | (1989) e22 = e21 % 130.00/83.27 | % 130.00/83.27 | Simplifying 1989 yields: % 130.00/83.27 | (1990) e22 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (1990) can reduce 359 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (2131) ~ (all_0_672_672 = e21) % 130.00/83.27 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (1135), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (5890) all_0_673_673 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (5890) can reduce 1961 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (1961) ~ (all_0_673_673 = e21) % 130.00/83.27 | (5893) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 | all_0_673_673 = e20 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (549), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (3872) all_0_667_667 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (3872) can reduce 1959 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (1959) ~ (all_0_667_667 = e21) % 130.00/83.27 | (3875) all_0_667_667 = e26 | all_0_667_667 = e25 | all_0_667_667 = e24 | all_0_667_667 = e23 | all_0_667_667 = e22 | all_0_667_667 = e20 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (971), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (3167) all_0_683_683 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (3167) can reduce 970 to: % 130.00/83.27 | (4924) ~ (all_0_671_671 = e21) % 130.00/83.27 | % 130.00/83.27 | Equations (3167) can reduce 1266 to: % 130.00/83.27 | (9282) ~ (all_0_677_677 = e21) % 130.00/83.27 | % 130.00/83.27 | Equations (3167) can reduce 44 to: % 130.00/83.27 | (2560) ~ (all_0_680_680 = e21) % 130.00/83.27 | % 130.00/83.27 | Equations (3167) can reduce 698 to: % 130.00/83.27 | (2148) ~ (all_0_682_682 = e21) % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (2132), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (5890) all_0_673_673 = e21 % 130.00/83.27 | % 130.00/83.27 | Equations (5890) can reduce 1961 to: % 130.00/83.27 | (1975) $false % 130.00/83.27 | % 130.00/83.27 |-The branch is then unsatisfiable % 130.00/83.27 |-Branch two: % 130.00/83.27 | (1961) ~ (all_0_673_673 = e21) % 130.00/83.27 | (9291) all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.27 | % 130.00/83.27 +-Applying beta-rule and splitting (9291), into two cases. % 130.00/83.27 |-Branch one: % 130.00/83.27 | (2707) all_0_674_674 = e21 % 130.00/83.27 | % 130.00/83.28 | Equations (2707) can reduce 2732 to: % 130.00/83.28 | (1975) $false % 130.00/83.28 | % 130.00/83.28 |-The branch is then unsatisfiable % 130.00/83.28 |-Branch two: % 130.00/83.28 | (2732) ~ (all_0_674_674 = e21) % 130.00/83.28 | (9303) all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.28 | % 130.00/83.28 +-Applying beta-rule and splitting (9303), into two cases. % 130.00/83.28 |-Branch one: % 130.00/83.28 | (5968) all_0_675_675 = e21 % 130.00/83.28 | % 130.00/83.28 | Equations (5968) can reduce 672 to: % 130.00/83.28 | (5739) ~ (all_0_669_669 = e21) % 130.00/83.28 | % 130.00/83.28 | Equations (5968) can reduce 527 to: % 130.00/83.28 | (2732) ~ (all_0_674_674 = e21) % 130.00/83.28 | % 130.00/83.28 | Equations (5968) can reduce 963 to: % 130.00/83.28 | (11277) ~ (all_0_676_676 = e21) % 130.00/83.28 | % 130.00/83.28 | Simplifying 11277 yields: % 130.00/83.28 | (4392) ~ (all_0_676_676 = e21) % 130.00/83.28 | % 130.00/83.28 | From (5968) and (908) follows: % 130.00/83.28 | (11279) op2(all_0_596_596, e21) = all_0_387_387 % 130.00/83.28 | % 130.00/83.28 | From (5968) and (5266) follows: % 130.00/83.28 | (3180) op2(e21, e22) = e26 % 130.00/83.28 | % 130.00/83.28 | From (5968) and (713) follows: % 130.00/83.28 | (11281) op2(e22, e21) = all_0_596_596 % 130.00/83.28 | % 130.00/83.28 | Instantiating formula (364) with e22, e21, all_0_596_596, all_0_676_676 and discharging atoms op2(e22, e21) = all_0_596_596, op2(e22, e21) = all_0_676_676, yields: % 130.00/83.28 | (11282) all_0_596_596 = all_0_676_676 % 130.00/83.28 | % 130.00/83.28 | Instantiating formula (364) with e21, e22, e26, all_0_681_681 and discharging atoms op2(e21, e22) = all_0_681_681, op2(e21, e22) = e26, yields: % 130.00/83.28 | (3729) all_0_681_681 = e26 % 130.00/83.28 | % 130.00/83.28 | Equations (3729) can reduce 567 to: % 130.00/83.28 | (8864) ~ (all_0_669_669 = e26) % 130.00/83.28 | % 130.00/83.28 | Equations (3729) can reduce 803 to: % 130.00/83.28 | (3338) ~ (all_0_680_680 = e26) % 130.00/83.28 | % 130.00/83.28 | From (11282) and (11279) follows: % 130.00/83.28 | (11286) op2(all_0_676_676, e21) = all_0_387_387 % 130.00/83.28 | % 130.00/83.28 +-Applying beta-rule and splitting (2561), into two cases. % 130.00/83.28 |-Branch one: % 130.00/83.28 | (3467) all_0_680_680 = e20 % 130.00/83.28 | % 130.00/83.28 | Equations (3467) can reduce 1650 to: % 130.00/83.28 | (3999) ~ (all_0_674_674 = e20) % 130.00/83.28 | % 130.00/83.28 | Equations (3467) can reduce 2560 to: % 130.00/83.28 | (2247) ~ (e21 = e20) % 130.00/83.28 | % 130.00/83.28 | Simplifying 2247 yields: % 130.00/83.28 | (360) ~ (e21 = e20) % 130.00/83.28 | % 130.00/83.28 | From (3467) and (365) follows: % 130.00/83.28 | (11291) op2(e20, e21) = all_0_627_627 % 130.00/83.28 | % 130.00/83.28 | From (3467) and (1583) follows: % 130.00/83.28 | (11292) op2(e21, e23) = e20 % 130.00/83.28 | % 130.00/83.28 +-Applying beta-rule and splitting (2958), into two cases. % 130.00/83.28 |-Branch one: % 130.00/83.28 | (3129) all_0_679_679 = e24 % 130.00/83.28 | % 130.00/83.28 | Combining equations (4221,3129) yields a new equation: % 130.00/83.28 | (3093) e25 = e24 % 130.00/83.28 | % 130.00/83.28 | Simplifying 3093 yields: % 130.00/83.28 | (3094) e25 = e24 % 130.00/83.28 | % 130.00/83.28 | Equations (3094) can reduce 169 to: % 130.00/83.28 | (1975) $false % 130.00/83.28 | % 130.00/83.28 |-The branch is then unsatisfiable % 130.00/83.28 |-Branch two: % 130.00/83.28 | (3101) ~ (all_0_679_679 = e24) % 130.00/83.28 | (3132) all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 130.00/83.28 | % 130.00/83.28 +-Applying beta-rule and splitting (2733), into two cases. % 130.00/83.28 |-Branch one: % 130.00/83.28 | (3995) all_0_674_674 = e20 % 130.00/83.28 | % 130.00/83.28 | Equations (3995) can reduce 3999 to: % 130.00/83.28 | (1975) $false % 130.00/83.28 | % 130.00/83.28 |-The branch is then unsatisfiable % 130.00/83.28 |-Branch two: % 130.00/83.28 | (3999) ~ (all_0_674_674 = e20) % 130.00/83.28 | (5953) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 % 130.00/83.28 | % 130.00/83.28 +-Applying beta-rule and splitting (3132), into two cases. % 130.00/83.28 |-Branch one: % 130.00/83.28 | (3145) all_0_681_681 = e24 % 130.00/83.28 | % 130.00/83.28 | Combining equations (3729,3145) yields a new equation: % 130.00/83.29 | (3656) e26 = e24 % 130.00/83.29 | % 130.00/83.29 | Simplifying 3656 yields: % 130.00/83.29 | (2321) e26 = e24 % 130.00/83.29 | % 130.00/83.29 | Equations (2321) can reduce 1189 to: % 130.00/83.29 | (1975) $false % 130.00/83.29 | % 130.00/83.29 |-The branch is then unsatisfiable % 130.00/83.29 |-Branch two: % 130.00/83.29 | (3192) ~ (all_0_681_681 = e24) % 130.00/83.29 | (3193) all_0_682_682 = e24 | all_0_683_683 = e24 % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (3193), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (3194) all_0_682_682 = e24 % 130.00/83.29 | % 130.00/83.29 | Equations (3194) can reduce 370 to: % 130.00/83.29 | (4334) ~ (all_0_676_676 = e24) % 130.00/83.29 | % 130.00/83.29 | Equations (3194) can reduce 2148 to: % 130.00/83.29 | (149) ~ (e24 = e21) % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (5953), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (5962) all_0_674_674 = e26 % 130.00/83.29 | % 130.00/83.29 | Equations (5962) can reduce 889 to: % 130.00/83.29 | (8014) ~ (all_0_668_668 = e26) % 130.00/83.29 | % 130.00/83.29 | Equations (5962) can reduce 736 to: % 130.00/83.29 | (5209) ~ (all_0_687_687 = e26) % 130.00/83.29 | % 130.00/83.29 | Simplifying 5209 yields: % 130.00/83.29 | (5210) ~ (all_0_687_687 = e26) % 130.00/83.29 | % 130.00/83.29 | Equations (5962) can reduce 1753 to: % 130.00/83.29 | (1189) ~ (e26 = e24) % 130.00/83.29 | % 130.00/83.29 | Equations (5962) can reduce 5097 to: % 130.00/83.29 | (1282) ~ (e26 = e23) % 130.00/83.29 | % 130.00/83.29 | Equations (5962) can reduce 2732 to: % 130.00/83.29 | (1656) ~ (e26 = e21) % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (1626), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (2127) all_0_665_665 = e26 % 130.00/83.29 | % 130.00/83.29 | Combining equations (2127,2063) yields a new equation: % 130.00/83.29 | (3656) e26 = e24 % 130.00/83.29 | % 130.00/83.29 | Simplifying 3656 yields: % 130.00/83.29 | (2321) e26 = e24 % 130.00/83.29 | % 130.00/83.29 | Equations (2321) can reduce 1189 to: % 130.00/83.29 | (1975) $false % 130.00/83.29 | % 130.00/83.29 |-The branch is then unsatisfiable % 130.00/83.29 |-Branch two: % 130.00/83.29 | (4500) ~ (all_0_665_665 = e26) % 130.00/83.29 | (11324) all_0_666_666 = e26 | all_0_667_667 = e26 | all_0_668_668 = e26 | all_0_669_669 = e26 | all_0_670_670 = e26 | all_0_671_671 = e26 % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (11324), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (2032) all_0_666_666 = e26 % 130.00/83.29 | % 130.00/83.29 | Combining equations (2032,4997) yields a new equation: % 130.00/83.29 | (3673) e26 = e23 % 130.00/83.29 | % 130.00/83.29 | Simplifying 3673 yields: % 130.00/83.29 | (2596) e26 = e23 % 130.00/83.29 | % 130.00/83.29 | Equations (2596) can reduce 1282 to: % 130.00/83.29 | (1975) $false % 130.00/83.29 | % 130.00/83.29 |-The branch is then unsatisfiable % 130.00/83.29 |-Branch two: % 130.00/83.29 | (2016) ~ (all_0_666_666 = e26) % 130.00/83.29 | (11330) all_0_667_667 = e26 | all_0_668_668 = e26 | all_0_669_669 = e26 | all_0_670_670 = e26 | all_0_671_671 = e26 % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (11330), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (3880) all_0_667_667 = e26 % 130.00/83.29 | % 130.00/83.29 | Equations (3880) can reduce 3343 to: % 130.00/83.29 | (1975) $false % 130.00/83.29 | % 130.00/83.29 |-The branch is then unsatisfiable % 130.00/83.29 |-Branch two: % 130.00/83.29 | (3343) ~ (all_0_667_667 = e26) % 130.00/83.29 | (11334) all_0_668_668 = e26 | all_0_669_669 = e26 | all_0_670_670 = e26 | all_0_671_671 = e26 % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (11334), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (11335) all_0_668_668 = e26 % 130.00/83.29 | % 130.00/83.29 | Equations (11335) can reduce 8014 to: % 130.00/83.29 | (1975) $false % 130.00/83.29 | % 130.00/83.29 |-The branch is then unsatisfiable % 130.00/83.29 |-Branch two: % 130.00/83.29 | (8014) ~ (all_0_668_668 = e26) % 130.00/83.29 | (11338) all_0_669_669 = e26 | all_0_670_670 = e26 | all_0_671_671 = e26 % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (11338), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (5958) all_0_669_669 = e26 % 130.00/83.29 | % 130.00/83.29 | Equations (5958) can reduce 8864 to: % 130.00/83.29 | (1975) $false % 130.00/83.29 | % 130.00/83.29 |-The branch is then unsatisfiable % 130.00/83.29 |-Branch two: % 130.00/83.29 | (8864) ~ (all_0_669_669 = e26) % 130.00/83.29 | (11342) all_0_670_670 = e26 | all_0_671_671 = e26 % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (11342), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (3143) all_0_670_670 = e26 % 130.00/83.29 | % 130.00/83.29 | Equations (3143) can reduce 517 to: % 130.00/83.29 | (8014) ~ (all_0_668_668 = e26) % 130.00/83.29 | % 130.00/83.29 | Equations (3143) can reduce 325 to: % 130.00/83.29 | (11345) ~ (all_0_676_676 = e26) % 130.00/83.29 | % 130.00/83.29 | Simplifying 11345 yields: % 130.00/83.29 | (4162) ~ (all_0_676_676 = e26) % 130.00/83.29 | % 130.00/83.29 +-Applying beta-rule and splitting (193), into two cases. % 130.00/83.29 |-Branch one: % 130.00/83.29 | (2071) all_0_665_665 = e21 % 130.00/83.29 | % 130.00/83.29 | Combining equations (2063,2071) yields a new equation: % 130.00/83.29 | (2323) e24 = e21 % 130.00/83.29 | % 130.00/83.29 | Simplifying 2323 yields: % 130.00/83.30 | (2180) e24 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (2180) can reduce 149 to: % 130.00/83.30 | (1975) $false % 130.00/83.30 | % 130.00/83.30 |-The branch is then unsatisfiable % 130.00/83.30 |-Branch two: % 130.00/83.30 | (2077) ~ (all_0_665_665 = e21) % 130.00/83.30 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (2078), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (3872) all_0_667_667 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (3872) can reduce 1959 to: % 130.00/83.30 | (1975) $false % 130.00/83.30 | % 130.00/83.30 |-The branch is then unsatisfiable % 130.00/83.30 |-Branch two: % 130.00/83.30 | (1959) ~ (all_0_667_667 = e21) % 130.00/83.30 | (11356) all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (11356), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (3399) all_0_668_668 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (3399) can reduce 8014 to: % 130.00/83.30 | (5744) ~ (e26 = e21) % 130.00/83.30 | % 130.00/83.30 | Simplifying 5744 yields: % 130.00/83.30 | (1656) ~ (e26 = e21) % 130.00/83.30 | % 130.00/83.30 | Equations (3399) can reduce 388 to: % 130.00/83.30 | (1966) ~ (e24 = e21) % 130.00/83.30 | % 130.00/83.30 | Simplifying 1966 yields: % 130.00/83.30 | (149) ~ (e24 = e21) % 130.00/83.30 | % 130.00/83.30 | From (3399) and (5020) follows: % 130.00/83.30 | (2578) op2(e21, e23) = e25 % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (36), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (2144) all_0_684_684 = e21 % 130.00/83.30 | % 130.00/83.30 | Combining equations (2144,2093) yields a new equation: % 130.00/83.30 | (1984) e26 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (1984) can reduce 1656 to: % 130.00/83.30 | (1975) $false % 130.00/83.30 | % 130.00/83.30 |-The branch is then unsatisfiable % 130.00/83.30 |-Branch two: % 130.00/83.30 | (2271) ~ (all_0_684_684 = e21) % 130.00/83.30 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (2093) can reduce 2271 to: % 130.00/83.30 | (1656) ~ (e26 = e21) % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (4393), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (11369) all_0_676_676 = e20 % 130.00/83.30 | % 130.00/83.30 | Equations (11369) can reduce 1236 to: % 130.00/83.30 | (3355) ~ (all_0_689_689 = e20) % 130.00/83.30 | % 130.00/83.30 | Simplifying 3355 yields: % 130.00/83.30 | (3247) ~ (all_0_689_689 = e20) % 130.00/83.30 | % 130.00/83.30 | Equations (11369) can reduce 4392 to: % 130.00/83.30 | (2247) ~ (e21 = e20) % 130.00/83.30 | % 130.00/83.30 | Simplifying 2247 yields: % 130.00/83.30 | (360) ~ (e21 = e20) % 130.00/83.30 | % 130.00/83.30 | From (11369) and (11286) follows: % 130.00/83.30 | (11374) op2(e20, e21) = all_0_387_387 % 130.00/83.30 | % 130.00/83.30 | From (11369) and (465) follows: % 130.00/83.30 | (11375) op2(e20, e21) = e25 % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (2375), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (2391) all_0_670_670 = e21 % 130.00/83.30 | % 130.00/83.30 | Combining equations (3143,2391) yields a new equation: % 130.00/83.30 | (1983) e26 = e21 % 130.00/83.30 | % 130.00/83.30 | Simplifying 1983 yields: % 130.00/83.30 | (1984) e26 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (1984) can reduce 1656 to: % 130.00/83.30 | (1975) $false % 130.00/83.30 | % 130.00/83.30 |-The branch is then unsatisfiable % 130.00/83.30 |-Branch two: % 130.00/83.30 | (2795) ~ (all_0_670_670 = e21) % 130.00/83.30 | (4447) all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (4447), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (2792) all_0_676_676 = e21 % 130.00/83.30 | % 130.00/83.30 | Combining equations (2792,11369) yields a new equation: % 130.00/83.30 | (3983) e21 = e20 % 130.00/83.30 | % 130.00/83.30 | Simplifying 3983 yields: % 130.00/83.30 | (2252) e21 = e20 % 130.00/83.30 | % 130.00/83.30 | Equations (2252) can reduce 360 to: % 130.00/83.30 | (1975) $false % 130.00/83.30 | % 130.00/83.30 |-The branch is then unsatisfiable % 130.00/83.30 |-Branch two: % 130.00/83.30 | (4392) ~ (all_0_676_676 = e21) % 130.00/83.30 | (4451) all_0_682_682 = e21 | all_0_689_689 = e21 % 130.00/83.30 | % 130.00/83.30 +-Applying beta-rule and splitting (4451), into two cases. % 130.00/83.30 |-Branch one: % 130.00/83.30 | (2057) all_0_682_682 = e21 % 130.00/83.30 | % 130.00/83.30 | Combining equations (3194,2057) yields a new equation: % 130.00/83.30 | (2323) e24 = e21 % 130.00/83.30 | % 130.00/83.30 | Simplifying 2323 yields: % 130.00/83.30 | (2180) e24 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (2180) can reduce 149 to: % 130.00/83.30 | (1975) $false % 130.00/83.30 | % 130.00/83.30 |-The branch is then unsatisfiable % 130.00/83.30 |-Branch two: % 130.00/83.30 | (2148) ~ (all_0_682_682 = e21) % 130.00/83.30 | (2938) all_0_689_689 = e21 % 130.00/83.30 | % 130.00/83.30 | Equations (2938) can reduce 3247 to: % 130.00/83.30 | (360) ~ (e21 = e20) % 130.00/83.30 | % 130.00/83.30 | From (2938) and (663) follows: % 130.00/83.30 | (2968) op2(e20, e21) = e21 % 130.00/83.30 | % 130.00/83.30 | Instantiating formula (364) with e21, e23, e20, e25 and discharging atoms op2(e21, e23) = e25, op2(e21, e23) = e20, yields: % 130.00/83.30 | (3113) e25 = e20 % 130.00/83.30 | % 130.00/83.30 | Instantiating formula (364) with e20, e21, all_0_627_627, all_0_387_387 and discharging atoms op2(e20, e21) = all_0_387_387, op2(e20, e21) = all_0_627_627, yields: % 130.00/83.30 | (11397) all_0_387_387 = all_0_627_627 % 130.00/83.30 | % 130.00/83.30 | Instantiating formula (364) with e20, e21, e25, all_0_387_387 and discharging atoms op2(e20, e21) = all_0_387_387, op2(e20, e21) = e25, yields: % 130.00/83.31 | (11398) all_0_387_387 = e25 % 130.00/83.31 | % 130.00/83.31 | Instantiating formula (364) with e20, e21, e21, all_0_627_627 and discharging atoms op2(e20, e21) = all_0_627_627, op2(e20, e21) = e21, yields: % 130.00/83.31 | (11399) all_0_627_627 = e21 % 130.00/83.31 | % 130.00/83.31 | Combining equations (11397,11398) yields a new equation: % 130.00/83.31 | (11400) all_0_627_627 = e25 % 130.00/83.31 | % 130.00/83.31 | Simplifying 11400 yields: % 130.00/83.31 | (11401) all_0_627_627 = e25 % 130.00/83.31 | % 130.00/83.31 | Combining equations (11399,11401) yields a new equation: % 130.00/83.31 | (2129) e25 = e21 % 130.00/83.31 | % 130.00/83.31 | Combining equations (3113,2129) yields a new equation: % 130.00/83.31 | (2252) e21 = e20 % 130.00/83.31 | % 130.00/83.31 | Equations (2252) can reduce 360 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (11405) ~ (all_0_676_676 = e20) % 130.00/83.31 | (11406) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 % 130.00/83.31 | % 130.00/83.31 +-Applying beta-rule and splitting (11406), into two cases. % 130.00/83.31 |-Branch one: % 130.00/83.31 | (4158) all_0_676_676 = e26 % 130.00/83.31 | % 130.00/83.31 | Equations (4158) can reduce 4162 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (4162) ~ (all_0_676_676 = e26) % 130.00/83.31 | (11410) all_0_676_676 = e24 | all_0_676_676 = e22 % 130.00/83.31 | % 130.00/83.31 +-Applying beta-rule and splitting (11410), into two cases. % 130.00/83.31 |-Branch one: % 130.00/83.31 | (4330) all_0_676_676 = e24 % 130.00/83.31 | % 130.00/83.31 | Equations (4330) can reduce 4334 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (4334) ~ (all_0_676_676 = e24) % 130.00/83.31 | (11414) all_0_676_676 = e22 % 130.00/83.31 | % 130.00/83.31 | Equations (11414) can reduce 11065 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (4073) ~ (all_0_668_668 = e21) % 130.00/83.31 | (11417) all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 130.00/83.31 | % 130.00/83.31 +-Applying beta-rule and splitting (2694), into two cases. % 130.00/83.31 |-Branch one: % 130.00/83.31 | (3399) all_0_668_668 = e21 % 130.00/83.31 | % 130.00/83.31 | Equations (3399) can reduce 4073 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (4073) ~ (all_0_668_668 = e21) % 130.00/83.31 | (4074) all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 130.00/83.31 | % 130.00/83.31 +-Applying beta-rule and splitting (4074), into two cases. % 130.00/83.31 |-Branch one: % 130.00/83.31 | (2707) all_0_674_674 = e21 % 130.00/83.31 | % 130.00/83.31 | Combining equations (2707,5962) yields a new equation: % 130.00/83.31 | (1984) e26 = e21 % 130.00/83.31 | % 130.00/83.31 | Equations (1984) can reduce 1656 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (2732) ~ (all_0_674_674 = e21) % 130.00/83.31 | (4081) all_0_680_680 = e21 | all_0_687_687 = e21 % 130.00/83.31 | % 130.00/83.31 +-Applying beta-rule and splitting (4081), into two cases. % 130.00/83.31 |-Branch one: % 130.00/83.31 | (2380) all_0_680_680 = e21 % 130.00/83.31 | % 130.00/83.31 | Combining equations (2380,3467) yields a new equation: % 130.00/83.31 | (3983) e21 = e20 % 130.00/83.31 | % 130.00/83.31 | Simplifying 3983 yields: % 130.00/83.31 | (2252) e21 = e20 % 130.00/83.31 | % 130.00/83.31 | Equations (2252) can reduce 360 to: % 130.00/83.31 | (1975) $false % 130.00/83.31 | % 130.00/83.31 |-The branch is then unsatisfiable % 130.00/83.31 |-Branch two: % 130.00/83.31 | (2560) ~ (all_0_680_680 = e21) % 130.00/83.31 | (4099) all_0_687_687 = e21 % 130.00/83.31 | % 130.00/83.31 | Equations (4099) can reduce 5210 to: % 130.00/83.31 | (5744) ~ (e26 = e21) % 130.00/83.31 | % 130.00/83.32 | Simplifying 5744 yields: % 130.00/83.32 | (1656) ~ (e26 = e21) % 130.00/83.32 | % 130.00/83.32 +-Applying beta-rule and splitting (11417), into two cases. % 130.00/83.32 |-Branch one: % 130.00/83.32 | (5946) all_0_669_669 = e21 % 130.00/83.32 | % 130.00/83.32 | Equations (5946) can reduce 5739 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (5739) ~ (all_0_669_669 = e21) % 130.00/83.32 | (11438) all_0_670_670 = e21 | all_0_671_671 = e21 % 130.00/83.32 | % 130.00/83.32 +-Applying beta-rule and splitting (11438), into two cases. % 130.00/83.32 |-Branch one: % 130.00/83.32 | (2391) all_0_670_670 = e21 % 130.00/83.32 | % 130.00/83.32 | Combining equations (2391,3143) yields a new equation: % 130.00/83.32 | (1984) e26 = e21 % 130.00/83.32 | % 130.00/83.32 | Equations (1984) can reduce 1656 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (2795) ~ (all_0_670_670 = e21) % 130.00/83.32 | (9292) all_0_671_671 = e21 % 130.00/83.32 | % 130.00/83.32 | Equations (9292) can reduce 4924 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (3200) ~ (all_0_670_670 = e26) % 130.00/83.32 | (3666) all_0_671_671 = e26 % 130.00/83.32 | % 130.00/83.32 | Equations (3666) can reduce 3670 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (8836) ~ (all_0_674_674 = e26) % 130.00/83.32 | (8837) all_0_674_674 = e23 | all_0_674_674 = e22 % 130.00/83.32 | % 130.00/83.32 +-Applying beta-rule and splitting (8837), into two cases. % 130.00/83.32 |-Branch one: % 130.00/83.32 | (3527) all_0_674_674 = e22 % 130.00/83.32 | % 130.00/83.32 | Equations (3527) can reduce 4038 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (4038) ~ (all_0_674_674 = e22) % 130.00/83.32 | (8862) all_0_674_674 = e23 % 130.00/83.32 | % 130.00/83.32 | Equations (8862) can reduce 5097 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (3197) ~ (all_0_682_682 = e24) % 130.00/83.32 | (3198) all_0_683_683 = e24 % 130.00/83.32 | % 130.00/83.32 | Combining equations (3167,3198) yields a new equation: % 130.00/83.32 | (2180) e24 = e21 % 130.00/83.32 | % 130.00/83.32 | Equations (2180) can reduce 149 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (3450) ~ (all_0_680_680 = e20) % 130.00/83.32 | (3470) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 % 130.00/83.32 | % 130.00/83.32 +-Applying beta-rule and splitting (3470), into two cases. % 130.00/83.32 |-Branch one: % 130.00/83.32 | (3504) all_0_680_680 = e26 % 130.00/83.32 | % 130.00/83.32 | Equations (3504) can reduce 3338 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (3338) ~ (all_0_680_680 = e26) % 130.00/83.32 | (3507) all_0_680_680 = e25 | all_0_680_680 = e23 % 130.00/83.32 | % 130.00/83.32 +-Applying beta-rule and splitting (3507), into two cases. % 130.00/83.32 |-Branch one: % 130.00/83.32 | (3518) all_0_680_680 = e23 % 130.00/83.32 | % 130.00/83.32 | Equations (3518) can reduce 4042 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.32 |-Branch two: % 130.00/83.32 | (4042) ~ (all_0_680_680 = e23) % 130.00/83.32 | (2579) all_0_680_680 = e25 % 130.00/83.32 | % 130.00/83.32 | Equations (2579) can reduce 2809 to: % 130.00/83.32 | (1975) $false % 130.00/83.32 | % 130.00/83.32 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (5740) ~ (all_0_675_675 = e21) % 130.00/83.33 | (9491) all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (9491), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (2792) all_0_676_676 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (2792) can reduce 4392 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (4392) ~ (all_0_676_676 = e21) % 130.00/83.33 | (5722) all_0_677_677 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (5722) can reduce 9282 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (4894) ~ (all_0_683_683 = e21) % 130.00/83.33 | (5349) all_0_683_683 = e26 | all_0_683_683 = e25 | all_0_683_683 = e24 | all_0_683_683 = e23 | all_0_683_683 = e20 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (2183), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (3149) all_0_679_679 = e21 % 130.00/83.33 | % 130.00/83.33 | Combining equations (4221,3149) yields a new equation: % 130.00/83.33 | (3163) e25 = e21 % 130.00/83.33 | % 130.00/83.33 | Simplifying 3163 yields: % 130.00/83.33 | (2129) e25 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (2129) can reduce 1020 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (1963) ~ (all_0_679_679 = e21) % 130.00/83.33 | (3152) all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (3152), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (2380) all_0_680_680 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (2380) can reduce 2560 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (2560) ~ (all_0_680_680 = e21) % 130.00/83.33 | (3156) all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (3156), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (3157) all_0_681_681 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (3157) can reduce 910 to: % 130.00/83.33 | (5740) ~ (all_0_675_675 = e21) % 130.00/83.33 | % 130.00/83.33 | From (3157) and (530) follows: % 130.00/83.33 | (11217) op2(e21, e22) = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (2132), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (5890) all_0_673_673 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (5890) can reduce 1961 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (1961) ~ (all_0_673_673 = e21) % 130.00/83.33 | (9291) all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (9291), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (2707) all_0_674_674 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (2707) can reduce 2732 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (2732) ~ (all_0_674_674 = e21) % 130.00/83.33 | (9303) all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (9303), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (5968) all_0_675_675 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (5968) can reduce 5740 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (5740) ~ (all_0_675_675 = e21) % 130.00/83.33 | (9491) all_0_676_676 = e21 | all_0_677_677 = e21 % 130.00/83.33 | % 130.00/83.33 +-Applying beta-rule and splitting (9491), into two cases. % 130.00/83.33 |-Branch one: % 130.00/83.33 | (2792) all_0_676_676 = e21 % 130.00/83.33 | % 130.00/83.33 | Equations (2792) can reduce 4392 to: % 130.00/83.33 | (1975) $false % 130.00/83.33 | % 130.00/83.33 |-The branch is then unsatisfiable % 130.00/83.33 |-Branch two: % 130.00/83.33 | (4392) ~ (all_0_676_676 = e21) % 130.00/83.33 | (5722) all_0_677_677 = e21 % 130.00/83.33 | % 130.00/83.33 | From (5722) and (175) follows: % 130.00/83.33 | (5729) op2(e21, e22) = all_0_646_646 % 130.00/83.33 | % 130.00/83.33 | Instantiating formula (364) with e21, e22, e21, all_0_646_646 and discharging atoms op2(e21, e22) = all_0_646_646, op2(e21, e22) = e21, yields: % 130.00/83.33 | (11509) all_0_646_646 = e21 % 130.00/83.33 | % 130.00/83.33 | From (11509) and (601) follows: % 130.00/83.34 | (11510) op2(e21, e22) = e20 % 130.00/83.34 | % 130.00/83.34 | From (11509) and (5729) follows: % 130.00/83.34 | (11217) op2(e21, e22) = e21 % 130.00/83.34 | % 130.00/83.34 | Instantiating formula (364) with e21, e22, e20, e21 and discharging atoms op2(e21, e22) = e21, op2(e21, e22) = e20, yields: % 130.00/83.34 | (2252) e21 = e20 % 130.00/83.34 | % 130.00/83.34 | Equations (2252) can reduce 360 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (3160) ~ (all_0_681_681 = e21) % 130.00/83.34 | (3161) all_0_682_682 = e21 | all_0_683_683 = e21 % 130.00/83.34 | % 130.00/83.34 +-Applying beta-rule and splitting (3161), into two cases. % 130.00/83.34 |-Branch one: % 130.00/83.34 | (2057) all_0_682_682 = e21 % 130.00/83.34 | % 130.00/83.34 | Equations (2057) can reduce 2148 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (2148) ~ (all_0_682_682 = e21) % 130.00/83.34 | (3167) all_0_683_683 = e21 % 130.00/83.34 | % 130.00/83.34 | Equations (3167) can reduce 4894 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (3653) ~ (all_0_651_651 = e26) % 130.00/83.34 | (3617) all_0_651_651 = e22 % 130.00/83.34 | % 130.00/83.34 | Equations (3617) can reduce 3805 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (4061) ~ (all_0_672_672 = e22) % 130.00/83.34 | (2627) all_0_672_672 = e23 % 130.00/83.34 | % 130.00/83.34 | Equations (2627) can reduce 2658 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (2095) ~ (all_0_652_652 = e20) % 130.00/83.34 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 130.00/83.34 | % 130.00/83.34 +-Applying beta-rule and splitting (2096), into two cases. % 130.00/83.34 |-Branch one: % 130.00/83.34 | (2107) all_0_652_652 = e26 % 130.00/83.34 | % 130.00/83.34 | Equations (2107) can reduce 2112 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (2112) ~ (all_0_652_652 = e26) % 130.00/83.34 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 130.00/83.34 | % 130.00/83.34 +-Applying beta-rule and splitting (2117), into two cases. % 130.00/83.34 |-Branch one: % 130.00/83.34 | (2083) all_0_652_652 = e24 % 130.00/83.34 | % 130.00/83.34 | Equations (2083) can reduce 2089 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (2089) ~ (all_0_652_652 = e24) % 130.00/83.34 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 130.00/83.34 | % 130.00/83.34 +-Applying beta-rule and splitting (2121), into two cases. % 130.00/83.34 |-Branch one: % 130.00/83.34 | (2097) all_0_652_652 = e22 % 130.00/83.34 | % 130.00/83.34 | Equations (2097) can reduce 417 to: % 130.00/83.34 | (9627) ~ (all_0_684_684 = e22) % 130.00/83.34 | % 130.00/83.34 | Simplifying 9627 yields: % 130.00/83.34 | (3862) ~ (all_0_684_684 = e22) % 130.00/83.34 | % 130.00/83.34 | From (2097) and (602) follows: % 130.00/83.34 | (2098) op2(e22, e26) = e26 % 130.00/83.34 | % 130.00/83.34 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 130.00/83.34 | (4397) all_0_672_672 = e26 % 130.00/83.34 | % 130.00/83.34 | Equations (4397) can reduce 142 to: % 130.00/83.34 | (9631) ~ (all_0_684_684 = e26) % 130.00/83.34 | % 130.00/83.34 | Simplifying 9631 yields: % 130.00/83.34 | (2017) ~ (all_0_684_684 = e26) % 130.00/83.34 | % 130.00/83.34 +-Applying beta-rule and splitting (670), into two cases. % 130.00/83.34 |-Branch one: % 130.00/83.34 | (2144) all_0_684_684 = e21 % 130.00/83.34 | % 130.00/83.34 | Equations (2144) can reduce 2271 to: % 130.00/83.34 | (1975) $false % 130.00/83.34 | % 130.00/83.34 |-The branch is then unsatisfiable % 130.00/83.34 |-Branch two: % 130.00/83.34 | (2271) ~ (all_0_684_684 = e21) % 130.00/83.34 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 130.00/83.34 | % 130.00/83.34 +-Applying beta-rule and splitting (9636), into two cases. % 130.00/83.34 |-Branch one: % 130.00/83.34 | (4046) all_0_684_684 = e20 % 130.00/83.34 | % 130.00/83.35 | Equations (4046) can reduce 421 to: % 130.00/83.35 | (3453) ~ (e25 = e20) % 130.00/83.35 | % 130.00/83.35 | Simplifying 3453 yields: % 130.00/83.35 | (239) ~ (e25 = e20) % 130.00/83.35 | % 130.00/83.35 | From (4046) and (1299) follows: % 130.00/83.35 | (9640) op2(e20, e26) = e25 % 130.00/83.35 | % 130.00/83.35 | From (4046) and (510) follows: % 130.00/83.35 | (9641) op2(e20, e26) = e20 % 130.00/83.35 | % 130.00/83.35 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 130.00/83.35 | (3113) e25 = e20 % 130.00/83.35 | % 130.00/83.35 | Equations (3113) can reduce 239 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (9644) ~ (all_0_684_684 = e20) % 130.00/83.35 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 130.00/83.35 | % 130.00/83.35 +-Applying beta-rule and splitting (9645), into two cases. % 130.00/83.35 |-Branch one: % 130.00/83.35 | (2093) all_0_684_684 = e26 % 130.00/83.35 | % 130.00/83.35 | Equations (2093) can reduce 2017 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (2017) ~ (all_0_684_684 = e26) % 130.00/83.35 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 130.00/83.35 | % 130.00/83.35 +-Applying beta-rule and splitting (9649), into two cases. % 130.00/83.35 |-Branch one: % 130.00/83.35 | (4358) all_0_684_684 = e24 % 130.00/83.35 | % 130.00/83.35 | Equations (4358) can reduce 4986 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (4986) ~ (all_0_684_684 = e24) % 130.00/83.35 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 130.00/83.35 | % 130.00/83.35 +-Applying beta-rule and splitting (9653), into two cases. % 130.00/83.35 |-Branch one: % 130.00/83.35 | (3858) all_0_684_684 = e22 % 130.00/83.35 | % 130.00/83.35 | Equations (3858) can reduce 3862 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (3862) ~ (all_0_684_684 = e22) % 130.00/83.35 | (2664) all_0_684_684 = e23 % 130.00/83.35 | % 130.00/83.35 | Equations (2664) can reduce 2668 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (2101) ~ (all_0_652_652 = e22) % 130.00/83.35 | (2125) all_0_652_652 = e23 % 130.00/83.35 | % 130.00/83.35 | Equations (2125) can reduce 2209 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (2005) ~ (all_0_666_666 = e23) % 130.00/83.35 | (4615) all_0_685_685 = e23 % 130.00/83.35 | % 130.00/83.35 | Combining equations (4615,4484) yields a new equation: % 130.00/83.35 | (2028) e24 = e23 % 130.00/83.35 | % 130.00/83.35 | Equations (2028) can reduce 572 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (2065) ~ (all_0_658_658 = e21) % 130.00/83.35 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 130.00/83.35 | % 130.00/83.35 +-Applying beta-rule and splitting (330), into two cases. % 130.00/83.35 |-Branch one: % 130.00/83.35 | (2059) all_0_658_658 = e21 % 130.00/83.35 | % 130.00/83.35 | Equations (2059) can reduce 2065 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (2065) ~ (all_0_658_658 = e21) % 130.00/83.35 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 130.00/83.35 | % 130.00/83.35 +-Applying beta-rule and splitting (1052), into two cases. % 130.00/83.35 |-Branch one: % 130.00/83.35 | (2061) all_0_678_678 = e23 % 130.00/83.35 | % 130.00/83.35 | From (2061) and (1972) follows: % 130.00/83.35 | (2062) op2(e23, e26) = e24 % 130.00/83.35 | % 130.00/83.35 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 130.00/83.35 | (2063) all_0_665_665 = e24 % 130.00/83.35 | % 130.00/83.35 | From (2063) and (307) follows: % 130.00/83.35 | (4977) op2(e24, e26) = e21 % 130.00/83.35 | % 130.00/83.35 | Instantiating formula (364) with e24, e26, e21, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e21, yields: % 130.00/83.35 | (2059) all_0_658_658 = e21 % 130.00/83.35 | % 130.00/83.35 | Equations (2059) can reduce 2065 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.35 | (2590) ~ (all_0_678_678 = e23) % 130.00/83.35 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 130.00/83.35 | % 130.00/83.35 +-Applying beta-rule and splitting (1410), into two cases. % 130.00/83.35 |-Branch one: % 130.00/83.35 | (2955) all_0_678_678 = e24 % 130.00/83.35 | % 130.00/83.35 | Equations (2955) can reduce 1371 to: % 130.00/83.35 | (2944) ~ (all_0_658_658 = e24) % 130.00/83.35 | % 130.00/83.35 | From (2955) and (1972) follows: % 130.00/83.35 | (4294) op2(e24, e26) = e24 % 130.00/83.35 | % 130.00/83.35 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 130.00/83.35 | (3319) all_0_658_658 = e24 % 130.00/83.35 | % 130.00/83.35 | Equations (3319) can reduce 2944 to: % 130.00/83.35 | (1975) $false % 130.00/83.35 | % 130.00/83.35 |-The branch is then unsatisfiable % 130.00/83.35 |-Branch two: % 130.00/83.36 | (2946) ~ (all_0_678_678 = e24) % 130.00/83.36 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 130.00/83.36 | % 130.00/83.36 +-Applying beta-rule and splitting (1235), into two cases. % 130.00/83.36 |-Branch one: % 130.00/83.36 | (3061) all_0_657_657 = e25 % 130.00/83.36 | % 130.00/83.36 | From (3061) and (766) follows: % 130.00/83.36 | (3062) op2(e25, e25) = all_0_643_643 % 130.00/83.36 | % 130.00/83.36 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 130.00/83.36 | (3063) all_0_643_643 = e21 % 130.00/83.36 | % 130.00/83.36 | From (3063) and (487) follows: % 130.00/83.36 | (3064) op2(e21, e25) = e20 % 130.00/83.36 | % 130.00/83.36 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 130.00/83.36 | (3065) e22 = e20 % 130.00/83.36 | % 130.00/83.36 | Equations (3065) can reduce 959 to: % 130.00/83.36 | (1975) $false % 130.00/83.36 | % 130.00/83.36 |-The branch is then unsatisfiable % 130.00/83.36 |-Branch two: % 130.00/83.36 | (3067) ~ (all_0_657_657 = e25) % 130.00/83.36 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 130.00/83.36 | % 130.00/83.36 +-Applying beta-rule and splitting (1166), into two cases. % 130.00/83.36 |-Branch one: % 130.00/83.36 | (3049) all_0_653_653 = e25 % 130.00/83.36 | % 130.00/83.36 | Equations (3049) can reduce 3055 to: % 130.00/83.36 | (1975) $false % 130.00/83.36 | % 130.00/83.36 |-The branch is then unsatisfiable % 130.00/83.36 |-Branch two: % 130.00/83.36 | (3055) ~ (all_0_653_653 = e25) % 130.39/83.36 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (387), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (3073) all_0_655_655 = e25 % 130.39/83.36 | % 130.39/83.36 | Equations (3073) can reduce 647 to: % 130.39/83.36 | (1658) ~ (all_0_652_652 = e25) % 130.39/83.36 | % 130.39/83.36 | Equations (3073) can reduce 277 to: % 130.39/83.36 | (1020) ~ (e25 = e21) % 130.39/83.36 | % 130.39/83.36 | From (3073) and (767) follows: % 130.39/83.36 | (3081) op2(e25, e25) = all_0_630_630 % 130.39/83.36 | % 130.39/83.36 | Instantiating formula (364) with e25, e25, all_0_630_630, e21 and discharging atoms op2(e25, e25) = all_0_630_630, op2(e25, e25) = e21, yields: % 130.39/83.36 | (3082) all_0_630_630 = e21 % 130.39/83.36 | % 130.39/83.36 | From (3082) and (3081) follows: % 130.39/83.36 | (1547) op2(e25, e25) = e21 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (1225), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (2125) all_0_652_652 = e23 % 130.39/83.36 | % 130.39/83.36 | From (2125) and (602) follows: % 130.39/83.36 | (2126) op2(e23, e26) = e26 % 130.39/83.36 | % 130.39/83.36 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 130.39/83.36 | (2127) all_0_665_665 = e26 % 130.39/83.36 | % 130.39/83.36 | From (2127) and (307) follows: % 130.39/83.36 | (2128) op2(e26, e26) = e21 % 130.39/83.36 | % 130.39/83.36 | Instantiating formula (364) with e26, e26, e21, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e21, yields: % 130.39/83.36 | (2129) e25 = e21 % 130.39/83.36 | % 130.39/83.36 | Equations (2129) can reduce 1020 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (2209) ~ (all_0_652_652 = e23) % 130.39/83.36 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (196), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (2091) all_0_652_652 = e20 % 130.39/83.36 | % 130.39/83.36 | Equations (2091) can reduce 1525 to: % 130.39/83.36 | (9761) ~ (all_0_678_678 = e20) % 130.39/83.36 | % 130.39/83.36 | Simplifying 9761 yields: % 130.39/83.36 | (4045) ~ (all_0_678_678 = e20) % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (2070), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (3448) all_0_678_678 = e20 % 130.39/83.36 | % 130.39/83.36 | Equations (3448) can reduce 4045 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (4045) ~ (all_0_678_678 = e20) % 130.39/83.36 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (4141), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (4142) all_0_678_678 = e26 % 130.39/83.36 | % 130.39/83.36 | From (4142) and (1972) follows: % 130.39/83.36 | (9768) op2(e26, e26) = e24 % 130.39/83.36 | % 130.39/83.36 | Instantiating formula (364) with e26, e26, e24, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e24, yields: % 130.39/83.36 | (3094) e25 = e24 % 130.39/83.36 | % 130.39/83.36 | Equations (3094) can reduce 169 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (3347) ~ (all_0_678_678 = e26) % 130.39/83.36 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (4145), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (2955) all_0_678_678 = e24 % 130.39/83.36 | % 130.39/83.36 | Equations (2955) can reduce 2946 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (2946) ~ (all_0_678_678 = e24) % 130.39/83.36 | (2061) all_0_678_678 = e23 % 130.39/83.36 | % 130.39/83.36 | Equations (2061) can reduce 2590 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (2095) ~ (all_0_652_652 = e20) % 130.39/83.36 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (930), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (2083) all_0_652_652 = e24 % 130.39/83.36 | % 130.39/83.36 | From (2083) and (602) follows: % 130.39/83.36 | (2084) op2(e24, e26) = e26 % 130.39/83.36 | % 130.39/83.36 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 130.39/83.36 | (2085) all_0_658_658 = e26 % 130.39/83.36 | % 130.39/83.36 | Equations (2085) can reduce 3364 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (2089) ~ (all_0_652_652 = e24) % 130.39/83.36 | (2106) all_0_653_653 = e24 | all_0_655_655 = e24 | all_0_656_656 = e24 | all_0_657_657 = e24 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (121), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (2079) all_0_672_672 = e21 % 130.39/83.36 | % 130.39/83.36 | From (2079) and (1758) follows: % 130.39/83.36 | (2082) op2(e22, e26) = e21 % 130.39/83.36 | % 130.39/83.36 +-Applying beta-rule and splitting (937), into two cases. % 130.39/83.36 |-Branch one: % 130.39/83.36 | (2125) all_0_652_652 = e23 % 130.39/83.36 | % 130.39/83.36 | Equations (2125) can reduce 2209 to: % 130.39/83.36 | (1975) $false % 130.39/83.36 | % 130.39/83.36 |-The branch is then unsatisfiable % 130.39/83.36 |-Branch two: % 130.39/83.36 | (2209) ~ (all_0_652_652 = e23) % 130.39/83.36 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (1580), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2083) all_0_652_652 = e24 % 130.39/83.37 | % 130.39/83.37 | Equations (2083) can reduce 2089 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2089) ~ (all_0_652_652 = e24) % 130.39/83.37 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (347), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2097) all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 | From (2097) and (602) follows: % 130.39/83.37 | (2098) op2(e22, e26) = e26 % 130.39/83.37 | % 130.39/83.37 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 130.39/83.37 | (1984) e26 = e21 % 130.39/83.37 | % 130.39/83.37 | Equations (1984) can reduce 1656 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2101) ~ (all_0_652_652 = e22) % 130.39/83.37 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (2096), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2107) all_0_652_652 = e26 % 130.39/83.37 | % 130.39/83.37 | Equations (2107) can reduce 1658 to: % 130.39/83.37 | (950) ~ (e26 = e25) % 130.39/83.37 | % 130.39/83.37 | From (2107) and (602) follows: % 130.39/83.37 | (2109) op2(e26, e26) = e26 % 130.39/83.37 | % 130.39/83.37 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 130.39/83.37 | (2110) e26 = e25 % 130.39/83.37 | % 130.39/83.37 | Equations (2110) can reduce 950 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2112) ~ (all_0_652_652 = e26) % 130.39/83.37 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (2117), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2083) all_0_652_652 = e24 % 130.39/83.37 | % 130.39/83.37 | Equations (2083) can reduce 2089 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2089) ~ (all_0_652_652 = e24) % 130.39/83.37 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (2121), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2097) all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 | Equations (2097) can reduce 2101 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2101) ~ (all_0_652_652 = e22) % 130.39/83.37 | (2125) all_0_652_652 = e23 % 130.39/83.37 | % 130.39/83.37 | Equations (2125) can reduce 2209 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2131) ~ (all_0_672_672 = e21) % 130.39/83.37 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (1580), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2083) all_0_652_652 = e24 % 130.39/83.37 | % 130.39/83.37 | Equations (2083) can reduce 2089 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2089) ~ (all_0_652_652 = e24) % 130.39/83.37 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (937), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2125) all_0_652_652 = e23 % 130.39/83.37 | % 130.39/83.37 | Equations (2125) can reduce 2209 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2209) ~ (all_0_652_652 = e23) % 130.39/83.37 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (1103), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2079) all_0_672_672 = e21 % 130.39/83.37 | % 130.39/83.37 | Equations (2079) can reduce 2131 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2131) ~ (all_0_672_672 = e21) % 130.39/83.37 | (11048) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e20 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (673), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2097) all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 | From (2097) and (602) follows: % 130.39/83.37 | (2098) op2(e22, e26) = e26 % 130.39/83.37 | % 130.39/83.37 | From (2097) and (974) follows: % 130.39/83.37 | (4396) op2(e22, e25) = all_0_607_607 % 130.39/83.37 | % 130.39/83.37 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 130.39/83.37 | (4397) all_0_672_672 = e26 % 130.39/83.37 | % 130.39/83.37 | Instantiating formula (364) with e22, e25, all_0_607_607, e25 and discharging atoms op2(e22, e25) = all_0_607_607, op2(e22, e25) = e25, yields: % 130.39/83.37 | (4398) all_0_607_607 = e25 % 130.39/83.37 | % 130.39/83.37 | Equations (4397) can reduce 2131 to: % 130.39/83.37 | (1656) ~ (e26 = e21) % 130.39/83.37 | % 130.39/83.37 | From (4398) and (744) follows: % 130.39/83.37 | (4400) op2(e25, e25) = e26 % 130.39/83.37 | % 130.39/83.37 | Instantiating formula (364) with e25, e25, e26, e21 and discharging atoms op2(e25, e25) = e26, op2(e25, e25) = e21, yields: % 130.39/83.37 | (1984) e26 = e21 % 130.39/83.37 | % 130.39/83.37 | Equations (1984) can reduce 1656 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2101) ~ (all_0_652_652 = e22) % 130.39/83.37 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (2096), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2107) all_0_652_652 = e26 % 130.39/83.37 | % 130.39/83.37 | Equations (2107) can reduce 1658 to: % 130.39/83.37 | (950) ~ (e26 = e25) % 130.39/83.37 | % 130.39/83.37 | From (2107) and (602) follows: % 130.39/83.37 | (2109) op2(e26, e26) = e26 % 130.39/83.37 | % 130.39/83.37 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 130.39/83.37 | (2110) e26 = e25 % 130.39/83.37 | % 130.39/83.37 | Equations (2110) can reduce 950 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2112) ~ (all_0_652_652 = e26) % 130.39/83.37 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (2117), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2083) all_0_652_652 = e24 % 130.39/83.37 | % 130.39/83.37 | Equations (2083) can reduce 2089 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2089) ~ (all_0_652_652 = e24) % 130.39/83.37 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 +-Applying beta-rule and splitting (2121), into two cases. % 130.39/83.37 |-Branch one: % 130.39/83.37 | (2097) all_0_652_652 = e22 % 130.39/83.37 | % 130.39/83.37 | Equations (2097) can reduce 2101 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.37 |-Branch two: % 130.39/83.37 | (2101) ~ (all_0_652_652 = e22) % 130.39/83.37 | (2125) all_0_652_652 = e23 % 130.39/83.37 | % 130.39/83.37 | Equations (2125) can reduce 2209 to: % 130.39/83.37 | (1975) $false % 130.39/83.37 | % 130.39/83.37 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (4226) ~ (all_0_655_655 = e25) % 130.39/83.38 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 130.39/83.38 | % 130.39/83.38 +-Applying beta-rule and splitting (118), into two cases. % 130.39/83.38 |-Branch one: % 130.39/83.38 | (2691) all_0_654_654 = e25 % 130.39/83.38 | % 130.39/83.38 | From (2691) and (1559) follows: % 130.39/83.38 | (3042) op2(e25, e25) = all_0_623_623 % 130.39/83.38 | % 130.39/83.38 | Instantiating formula (364) with e25, e25, all_0_623_623, e21 and discharging atoms op2(e25, e25) = all_0_623_623, op2(e25, e25) = e21, yields: % 130.39/83.38 | (3043) all_0_623_623 = e21 % 130.39/83.38 | % 130.39/83.38 | From (3043) and (65) follows: % 130.39/83.38 | (3044) op2(e21, e25) = e23 % 130.39/83.38 | % 130.39/83.38 | Instantiating formula (364) with e21, e25, e23, e22 and discharging atoms op2(e21, e25) = e23, op2(e21, e25) = e22, yields: % 130.39/83.38 | (3045) e23 = e22 % 130.39/83.38 | % 130.39/83.38 | Equations (3045) can reduce 894 to: % 130.39/83.38 | (1975) $false % 130.39/83.38 | % 130.39/83.38 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (2580) ~ (all_0_654_654 = e25) % 130.39/83.38 | (3048) all_0_661_661 = e25 | all_0_668_668 = e25 | all_0_680_680 = e25 | all_0_687_687 = e25 % 130.39/83.38 | % 130.39/83.38 +-Applying beta-rule and splitting (3056), into two cases. % 130.39/83.38 |-Branch one: % 130.39/83.38 | (2691) all_0_654_654 = e25 % 130.39/83.38 | % 130.39/83.38 | Equations (2691) can reduce 2580 to: % 130.39/83.38 | (1975) $false % 130.39/83.38 | % 130.39/83.38 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (2580) ~ (all_0_654_654 = e25) % 130.39/83.38 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 130.39/83.38 | % 130.39/83.38 +-Applying beta-rule and splitting (3072), into two cases. % 130.39/83.38 |-Branch one: % 130.39/83.38 | (3073) all_0_655_655 = e25 % 130.39/83.38 | % 130.39/83.38 | Equations (3073) can reduce 4226 to: % 130.39/83.38 | (1975) $false % 130.39/83.38 | % 130.39/83.38 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (4226) ~ (all_0_655_655 = e25) % 130.39/83.38 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 130.39/83.38 | % 130.39/83.38 +-Applying beta-rule and splitting (4227), into two cases. % 130.39/83.38 |-Branch one: % 130.39/83.38 | (2273) all_0_656_656 = e25 % 130.39/83.38 | % 130.39/83.38 | From (2273) and (4651) follows: % 130.39/83.38 | (9685) op2(e25, e21) = e24 % 130.39/83.38 | % 130.39/83.38 | From (2273) and (254) follows: % 130.39/83.38 | (9686) op2(e25, e21) = e25 % 130.39/83.38 | % 130.39/83.38 | Instantiating formula (364) with e25, e21, e24, e25 and discharging atoms op2(e25, e21) = e25, op2(e25, e21) = e24, yields: % 130.39/83.38 | (3094) e25 = e24 % 130.39/83.38 | % 130.39/83.38 | Equations (3094) can reduce 169 to: % 130.39/83.38 | (1975) $false % 130.39/83.38 | % 130.39/83.38 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (2279) ~ (all_0_656_656 = e25) % 130.39/83.38 | (3061) all_0_657_657 = e25 % 130.39/83.38 | % 130.39/83.38 | Equations (3061) can reduce 3067 to: % 130.39/83.38 | (1975) $false % 130.39/83.38 | % 130.39/83.38 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (11749) ~ (all_0_734_734 = e12) % 130.39/83.38 | (6745) all_0_734_734 = e11 % 130.39/83.38 | % 130.39/83.38 | Equations (6745) can reduce 4830 to: % 130.39/83.38 | (1975) $false % 130.39/83.38 | % 130.39/83.38 |-The branch is then unsatisfiable % 130.39/83.38 |-Branch two: % 130.39/83.38 | (11752) ~ (all_0_743_743 = e16) % 130.39/83.38 | (11753) all_0_750_750 = e16 | all_0_769_769 = e16 % 130.39/83.38 | % 130.39/83.38 +-Applying beta-rule and splitting (11753), into two cases. % 130.39/83.38 |-Branch one: % 130.39/83.38 | (4733) all_0_750_750 = e16 % 130.39/83.38 | % 130.39/83.39 | Equations (4733) can reduce 33 to: % 130.39/83.39 | (1569) ~ (e16 = e12) % 130.39/83.39 | % 130.39/83.39 | Equations (4733) can reduce 235 to: % 130.39/83.39 | (1279) ~ (e16 = e11) % 130.39/83.39 | % 130.39/83.39 | From (4733) and (461) follows: % 130.39/83.39 | (11757) op1(e16, e13) = all_0_698_698 % 130.39/83.39 | % 130.39/83.39 | Instantiating formula (1768) with e16, e13, all_0_698_698, e14 and discharging atoms op1(e16, e13) = all_0_698_698, op1(e16, e13) = e14, yields: % 130.39/83.39 | (11758) all_0_698_698 = e14 % 130.39/83.39 | % 130.39/83.39 | From (11758) and (351) follows: % 130.39/83.39 | (11759) op1(e14, e13) = e15 % 130.39/83.39 | % 130.39/83.39 | Instantiating formula (1768) with e14, e13, e15, all_0_745_745 and discharging atoms op1(e14, e13) = all_0_745_745, op1(e14, e13) = e15, yields: % 130.39/83.39 | (7520) all_0_745_745 = e15 % 130.39/83.39 | % 130.39/83.39 | Equations (7520) can reduce 840 to: % 130.39/83.39 | (7516) ~ (all_0_738_738 = e15) % 130.39/83.39 | % 130.39/83.39 | Equations (7520) can reduce 151 to: % 130.39/83.39 | (4862) ~ (all_0_764_764 = e15) % 130.39/83.39 | % 130.39/83.39 | Simplifying 4862 yields: % 130.39/83.39 | (4863) ~ (all_0_764_764 = e15) % 130.39/83.39 | % 130.39/83.39 | Equations (7520) can reduce 1259 to: % 130.39/83.39 | (11764) ~ (all_0_771_771 = e15) % 130.39/83.39 | % 130.39/83.39 | Simplifying 11764 yields: % 130.39/83.39 | (11765) ~ (all_0_771_771 = e15) % 130.39/83.39 | % 130.39/83.39 | From (7520) and (1124) follows: % 130.39/83.39 | (11766) op1(e15, e14) = all_0_708_708 % 130.39/83.39 | % 130.39/83.39 | From (7520) and (23) follows: % 130.39/83.39 | (11759) op1(e14, e13) = e15 % 130.39/83.39 | % 130.39/83.39 | Instantiating formula (1768) with e15, e14, all_0_708_708, all_0_737_737 and discharging atoms op1(e15, e14) = all_0_708_708, op1(e15, e14) = all_0_737_737, yields: % 130.39/83.39 | (11768) all_0_708_708 = all_0_737_737 % 130.39/83.39 | % 130.39/83.39 | From (11768) and (1510) follows: % 130.39/83.39 | (11769) op1(all_0_737_737, e14) = e13 % 130.39/83.39 | % 130.39/83.39 | From (11768) and (11766) follows: % 130.39/83.39 | (1068) op1(e15, e14) = all_0_737_737 % 130.39/83.39 | % 130.39/83.39 +-Applying beta-rule and splitting (585), into two cases. % 130.39/83.39 |-Branch one: % 130.39/83.39 | (4743) all_0_743_743 = e13 % 130.39/83.39 | % 130.39/83.39 | Equations (4743) can reduce 1726 to: % 130.39/83.39 | (11772) ~ (all_0_769_769 = e13) % 130.39/83.39 | % 130.39/83.39 | Simplifying 11772 yields: % 130.39/83.39 | (6667) ~ (all_0_769_769 = e13) % 130.39/83.39 | % 130.39/83.39 | From (4743) and (860) follows: % 130.39/83.39 | (11774) op1(e14, e15) = e13 % 130.39/83.39 | % 130.39/83.39 +-Applying beta-rule and splitting (4714), into two cases. % 130.39/83.39 |-Branch one: % 130.39/83.39 | (6529) all_0_769_769 = e14 % 130.39/83.39 | % 130.39/83.39 | From (6529) and (1435) follows: % 130.39/83.39 | (7025) op1(e10, e15) = e14 % 130.39/83.39 | % 130.39/83.39 +-Applying beta-rule and splitting (1181), into two cases. % 130.39/83.39 |-Branch one: % 130.39/83.39 | (4692) all_0_735_735 = e16 % 130.39/83.39 | % 130.39/83.39 | Equations (4692) can reduce 98 to: % 130.39/83.39 | (1493) ~ (e16 = e13) % 130.39/83.39 | % 130.39/83.39 | From (4692) and (72) follows: % 130.39/83.40 | (4773) op1(e16, e16) = all_0_726_726 % 130.39/83.40 | % 130.39/83.40 | Instantiating formula (1768) with e16, e16, all_0_726_726, e15 and discharging atoms op1(e16, e16) = all_0_726_726, op1(e16, e16) = e15, yields: % 130.54/83.40 | (4775) all_0_726_726 = e15 % 130.54/83.40 | % 130.54/83.40 | From (4775) and (1788) follows: % 130.54/83.40 | (4777) op1(e15, e16) = e10 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e15, e16, e10, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e10, yields: % 130.54/83.40 | (4779) all_0_736_736 = e10 % 130.54/83.40 | % 130.54/83.40 | From (4779) and (996) follows: % 130.54/83.40 | (4797) op1(e10, e15) = all_0_691_691 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e10, e15, all_0_691_691, e14 and discharging atoms op1(e10, e15) = all_0_691_691, op1(e10, e15) = e14, yields: % 130.54/83.40 | (11784) all_0_691_691 = e14 % 130.54/83.40 | % 130.54/83.40 | From (11784) and (192) follows: % 130.54/83.40 | (11785) op1(e14, e15) = e16 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e14, e15, e16, e13 and discharging atoms op1(e14, e15) = e16, op1(e14, e15) = e13, yields: % 130.54/83.40 | (4745) e16 = e13 % 130.54/83.40 | % 130.54/83.40 | Equations (4745) can reduce 1493 to: % 130.54/83.40 | (1975) $false % 130.54/83.40 | % 130.54/83.40 |-The branch is then unsatisfiable % 130.54/83.40 |-Branch two: % 130.54/83.40 | (4698) ~ (all_0_735_735 = e16) % 130.54/83.40 | (4699) all_0_735_735 = e12 | all_0_735_735 = e11 % 130.54/83.40 | % 130.54/83.40 +-Applying beta-rule and splitting (4681), into two cases. % 130.54/83.40 |-Branch one: % 130.54/83.40 | (4700) all_0_734_734 = e16 % 130.54/83.40 | % 130.54/83.40 | From (4700) and (495) follows: % 130.54/83.40 | (4701) op1(e16, e16) = all_0_713_713 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e16, e16, all_0_713_713, e15 and discharging atoms op1(e16, e16) = all_0_713_713, op1(e16, e16) = e15, yields: % 130.54/83.40 | (4702) all_0_713_713 = e15 % 130.54/83.40 | % 130.54/83.40 | From (4702) and (1297) follows: % 130.54/83.40 | (4703) op1(e15, e16) = e12 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e15, e16, e12, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e12, yields: % 130.54/83.40 | (4704) all_0_736_736 = e12 % 130.54/83.40 | % 130.54/83.40 | From (4704) and (996) follows: % 130.54/83.40 | (4705) op1(e12, e15) = all_0_691_691 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e12, e15, all_0_691_691, e15 and discharging atoms op1(e12, e15) = all_0_691_691, op1(e12, e15) = e15, yields: % 130.54/83.40 | (4706) all_0_691_691 = e15 % 130.54/83.40 | % 130.54/83.40 | From (4706) and (192) follows: % 130.54/83.40 | (4707) op1(e15, e15) = e16 % 130.54/83.40 | % 130.54/83.40 | Instantiating formula (1768) with e15, e15, e16, e11 and discharging atoms op1(e15, e15) = e16, op1(e15, e15) = e11, yields: % 130.54/83.40 | (4708) e16 = e11 % 130.54/83.40 | % 130.54/83.40 | Equations (4708) can reduce 1279 to: % 130.54/83.40 | (1975) $false % 130.54/83.40 | % 130.54/83.40 |-The branch is then unsatisfiable % 130.54/83.40 |-Branch two: % 130.54/83.40 | (4710) ~ (all_0_734_734 = e16) % 130.54/83.40 | (4692) all_0_735_735 = e16 % 130.54/83.40 | % 130.54/83.40 | Equations (4692) can reduce 4698 to: % 130.54/83.40 | (1975) $false % 130.54/83.40 | % 130.54/83.40 |-The branch is then unsatisfiable % 130.54/83.40 |-Branch two: % 130.54/83.40 | (11803) ~ (all_0_769_769 = e14) % 130.54/83.40 | (6438) all_0_769_769 = e13 % 130.54/83.40 | % 130.54/83.40 | Equations (6438) can reduce 6667 to: % 130.54/83.40 | (1975) $false % 130.54/83.40 | % 130.54/83.40 |-The branch is then unsatisfiable % 130.54/83.40 |-Branch two: % 130.54/83.40 | (4747) ~ (all_0_743_743 = e13) % 130.54/83.40 | (4748) all_0_750_750 = e13 | all_0_769_769 = e13 % 130.54/83.40 | % 130.54/83.40 +-Applying beta-rule and splitting (4748), into two cases. % 130.54/83.40 |-Branch one: % 130.54/83.40 | (6448) all_0_750_750 = e13 % 130.54/83.40 | % 130.54/83.40 | Combining equations (4733,6448) yields a new equation: % 130.54/83.40 | (4744) e16 = e13 % 130.54/83.40 | % 130.54/83.40 | Simplifying 4744 yields: % 130.54/83.40 | (4745) e16 = e13 % 130.54/83.40 | % 130.54/83.40 | Equations (4745) can reduce 1493 to: % 130.54/83.40 | (1975) $false % 130.54/83.40 | % 130.54/83.40 |-The branch is then unsatisfiable % 130.54/83.40 |-Branch two: % 130.54/83.40 | (6439) ~ (all_0_750_750 = e13) % 130.54/83.40 | (6438) all_0_769_769 = e13 % 130.54/83.40 | % 130.54/83.40 | Equations (6438) can reduce 1407 to: % 130.54/83.40 | (6639) ~ (all_0_768_768 = e13) % 130.54/83.40 | % 130.54/83.40 | Equations (6438) can reduce 1495 to: % 130.54/83.40 | (6556) ~ (all_0_771_771 = e13) % 130.54/83.40 | % 130.54/83.40 | Simplifying 6556 yields: % 130.54/83.40 | (6557) ~ (all_0_771_771 = e13) % 130.54/83.40 | % 130.54/83.40 | Equations (6438) can reduce 1350 to: % 130.54/83.40 | (473) ~ (e13 = e10) % 130.54/83.41 | % 130.54/83.41 | From (6438) and (1435) follows: % 130.54/83.41 | (6437) op1(e10, e15) = e13 % 130.54/83.41 | % 130.54/83.41 +-Applying beta-rule and splitting (1829), into two cases. % 130.54/83.41 |-Branch one: % 130.54/83.41 | (4737) all_0_743_743 = e14 % 130.54/83.41 | % 130.54/83.41 | Equations (4737) can reduce 1204 to: % 130.54/83.41 | (8466) ~ (all_0_742_742 = e14) % 130.54/83.41 | % 130.54/83.41 | From (4737) and (947) follows: % 130.54/83.41 | (11821) op1(e14, e14) = all_0_697_697 % 130.54/83.41 | % 130.54/83.41 | Instantiating formula (1768) with e14, e14, all_0_697_697, all_0_744_744 and discharging atoms op1(e14, e14) = all_0_697_697, op1(e14, e14) = all_0_744_744, yields: % 130.54/83.41 | (11822) all_0_697_697 = all_0_744_744 % 130.54/83.41 | % 130.54/83.41 | From (11822) and (509) follows: % 130.54/83.41 | (11823) op1(all_0_744_744, e14) = e15 % 130.54/83.41 | % 130.54/83.41 | From (11822) and (11821) follows: % 130.54/83.41 | (838) op1(e14, e14) = all_0_744_744 % 130.54/83.41 | % 130.54/83.41 | Instantiating formula (1768) with all_0_744_744, e14, e15, all_0_702_702 and discharging atoms op1(all_0_744_744, e14) = all_0_702_702, op1(all_0_744_744, e14) = e15, yields: % 130.54/83.41 | (11825) all_0_702_702 = e15 % 130.54/83.41 | % 130.54/83.41 | From (11825) and (256) follows: % 130.54/83.41 | (11826) op1(e15, e14) = e14 % 130.54/83.41 | % 130.54/83.41 | From (11825) and (858) follows: % 130.54/83.41 | (11823) op1(all_0_744_744, e14) = e15 % 130.54/83.41 | % 130.54/83.41 | Instantiating formula (1768) with e15, e14, e14, all_0_737_737 and discharging atoms op1(e15, e14) = all_0_737_737, op1(e15, e14) = e14, yields: % 130.54/83.41 | (8488) all_0_737_737 = e14 % 130.54/83.41 | % 130.54/83.41 | Equations (8488) can reduce 548 to: % 130.54/83.41 | (8349) ~ (all_0_736_736 = e14) % 130.54/83.41 | % 130.54/83.41 | Equations (8488) can reduce 885 to: % 130.54/83.41 | (11830) ~ (all_0_738_738 = e14) % 130.54/83.41 | % 130.54/83.41 | Simplifying 11830 yields: % 130.54/83.41 | (171) ~ (all_0_738_738 = e14) % 130.54/83.41 | % 130.54/83.41 | Equations (8488) can reduce 410 to: % 130.54/83.41 | (11832) ~ (all_0_739_739 = e14) % 130.54/83.41 | % 130.54/83.41 | Simplifying 11832 yields: % 130.54/83.41 | (7633) ~ (all_0_739_739 = e14) % 130.54/83.41 | % 130.54/83.41 | Equations (8488) can reduce 1701 to: % 130.54/83.41 | (11834) ~ (all_0_740_740 = e14) % 130.54/83.41 | % 130.54/83.41 | Simplifying 11834 yields: % 130.54/83.41 | (7381) ~ (all_0_740_740 = e14) % 130.54/83.41 | % 130.54/83.41 | Equations (8488) can reduce 998 to: % 130.54/83.41 | (11836) ~ (all_0_741_741 = e14) % 130.54/83.41 | % 130.54/83.41 | Simplifying 11836 yields: % 130.54/83.41 | (8079) ~ (all_0_741_741 = e14) % 130.54/83.41 | % 130.54/83.41 | Equations (8488) can reduce 306 to: % 130.54/83.42 | (11838) ~ (all_0_744_744 = e14) % 130.54/83.42 | % 130.54/83.42 | Simplifying 11838 yields: % 130.54/83.42 | (8285) ~ (all_0_744_744 = e14) % 130.54/83.42 | % 130.54/83.42 | Equations (8488) can reduce 1106 to: % 130.54/83.42 | (7226) ~ (all_0_751_751 = e14) % 130.54/83.42 | % 130.54/83.42 | Simplifying 7226 yields: % 130.54/83.42 | (7227) ~ (all_0_751_751 = e14) % 130.54/83.42 | % 130.54/83.42 | Equations (8488) can reduce 1107 to: % 130.54/83.42 | (11842) ~ (all_0_763_763 = e14) % 130.54/83.42 | % 130.54/83.42 | Simplifying 11842 yields: % 130.54/83.42 | (8394) ~ (all_0_763_763 = e14) % 130.54/83.42 | % 130.54/83.42 | From (8488) and (11769) follows: % 130.54/83.42 | (11844) op1(e14, e14) = e13 % 130.54/83.42 | % 130.54/83.42 | Instantiating formula (1768) with e14, e14, e13, all_0_744_744 and discharging atoms op1(e14, e14) = all_0_744_744, op1(e14, e14) = e13, yields: % 130.54/83.42 | (7371) all_0_744_744 = e13 % 130.54/83.42 | % 130.54/83.42 | Equations (7371) can reduce 188 to: % 130.54/83.42 | (642) ~ (all_0_733_733 = e13) % 130.54/83.42 | % 130.54/83.42 | Equations (7371) can reduce 593 to: % 130.54/83.42 | (8628) ~ (all_0_742_742 = e13) % 130.54/83.42 | % 130.54/83.42 | Equations (7371) can reduce 1570 to: % 130.54/83.42 | (7186) ~ (all_0_751_751 = e13) % 130.54/83.42 | % 130.54/83.42 | Simplifying 7186 yields: % 130.54/83.42 | (7187) ~ (all_0_751_751 = e13) % 130.54/83.42 | % 130.54/83.42 | Equations (7371) can reduce 157 to: % 130.54/83.42 | (11850) ~ (all_0_763_763 = e13) % 130.54/83.42 | % 130.54/83.42 | Simplifying 11850 yields: % 130.54/83.42 | (7399) ~ (all_0_763_763 = e13) % 130.54/83.42 | % 130.54/83.42 | Equations (7371) can reduce 8285 to: % 130.54/83.42 | (6558) ~ (e14 = e13) % 130.54/83.42 | % 130.54/83.42 | Simplifying 6558 yields: % 130.54/83.42 | (218) ~ (e14 = e13) % 130.54/83.42 | % 130.54/83.42 | From (7371) and (11823) follows: % 130.54/83.42 | (11854) op1(e13, e14) = e15 % 130.54/83.42 | % 130.54/83.42 | Instantiating formula (1768) with e13, e14, e15, all_0_751_751 and discharging atoms op1(e13, e14) = all_0_751_751, op1(e13, e14) = e15, yields: % 130.54/83.42 | (8195) all_0_751_751 = e15 % 130.54/83.42 | % 130.54/83.42 | Equations (8195) can reduce 1489 to: % 130.54/83.42 | (11856) ~ (all_0_753_753 = e15) % 130.54/83.42 | % 130.54/83.42 | Simplifying 11856 yields: % 130.54/83.42 | (11857) ~ (all_0_753_753 = e15) % 130.54/83.42 | % 130.54/83.42 | Equations (8195) can reduce 1802 to: % 130.54/83.42 | (11858) ~ (all_0_763_763 = e15) % 130.54/83.42 | % 130.54/83.42 | Simplifying 11858 yields: % 130.54/83.42 | (11859) ~ (all_0_763_763 = e15) % 130.54/83.42 | % 130.54/83.43 | Equations (8195) can reduce 1728 to: % 130.54/83.43 | (11860) ~ (all_0_770_770 = e15) % 130.54/83.43 | % 130.54/83.43 | Simplifying 11860 yields: % 130.54/83.43 | (11861) ~ (all_0_770_770 = e15) % 130.54/83.43 | % 130.54/83.43 | Equations (8195) can reduce 7227 to: % 130.54/83.43 | (1339) ~ (e15 = e14) % 130.54/83.43 | % 130.54/83.43 | Equations (8195) can reduce 7187 to: % 130.54/83.43 | (1483) ~ (e15 = e13) % 130.54/83.43 | % 130.54/83.43 | From (8195) and (1764) follows: % 130.54/83.43 | (11864) op1(e15, e13) = all_0_703_703 % 130.54/83.43 | % 130.54/83.43 | Instantiating formula (1768) with e15, e13, all_0_703_703, all_0_738_738 and discharging atoms op1(e15, e13) = all_0_703_703, op1(e15, e13) = all_0_738_738, yields: % 130.54/83.43 | (11865) all_0_703_703 = all_0_738_738 % 130.54/83.43 | % 130.54/83.43 | From (11865) and (11864) follows: % 130.54/83.43 | (50) op1(e15, e13) = all_0_738_738 % 130.54/83.43 | % 130.54/83.43 +-Applying beta-rule and splitting (1181), into two cases. % 130.54/83.43 |-Branch one: % 130.54/83.43 | (4692) all_0_735_735 = e16 % 130.54/83.43 | % 130.54/83.43 | Equations (4692) can reduce 1311 to: % 130.54/83.43 | (4710) ~ (all_0_734_734 = e16) % 130.54/83.43 | % 130.54/83.43 | Equations (4692) can reduce 557 to: % 130.54/83.43 | (4765) ~ (all_0_741_741 = e16) % 130.54/83.43 | % 130.54/83.43 | Simplifying 4765 yields: % 130.54/83.43 | (4766) ~ (all_0_741_741 = e16) % 130.54/83.43 | % 130.54/83.43 | Equations (4692) can reduce 95 to: % 130.54/83.43 | (179) ~ (e16 = e14) % 130.54/83.43 | % 130.54/83.43 | From (4692) and (72) follows: % 130.54/83.43 | (4773) op1(e16, e16) = all_0_726_726 % 130.54/83.43 | % 130.54/83.43 | Instantiating formula (1768) with e16, e16, all_0_726_726, e15 and discharging atoms op1(e16, e16) = all_0_726_726, op1(e16, e16) = e15, yields: % 130.54/83.43 | (4775) all_0_726_726 = e15 % 130.54/83.43 | % 130.54/83.43 | From (4775) and (1788) follows: % 130.54/83.43 | (4777) op1(e15, e16) = e10 % 130.54/83.43 | % 130.54/83.43 | Instantiating formula (1768) with e15, e16, e10, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e10, yields: % 130.54/83.43 | (4779) all_0_736_736 = e10 % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 1160 to: % 130.54/83.43 | (11876) ~ (all_0_739_739 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 11876 yields: % 130.54/83.43 | (11877) ~ (all_0_739_739 = e10) % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 106 to: % 130.54/83.43 | (4784) ~ (all_0_740_740 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 4784 yields: % 130.54/83.43 | (4785) ~ (all_0_740_740 = e10) % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 994 to: % 130.54/83.43 | (4786) ~ (all_0_741_741 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 4786 yields: % 130.54/83.43 | (4787) ~ (all_0_741_741 = e10) % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 551 to: % 130.54/83.43 | (4790) ~ (all_0_756_756 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 4790 yields: % 130.54/83.43 | (4791) ~ (all_0_756_756 = e10) % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 78 to: % 130.54/83.43 | (4792) ~ (all_0_762_762 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 4792 yields: % 130.54/83.43 | (4793) ~ (all_0_762_762 = e10) % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 1015 to: % 130.54/83.43 | (11886) ~ (all_0_768_768 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 11886 yields: % 130.54/83.43 | (7749) ~ (all_0_768_768 = e10) % 130.54/83.43 | % 130.54/83.43 | Equations (4779) can reduce 8349 to: % 130.54/83.43 | (7699) ~ (e14 = e10) % 130.54/83.43 | % 130.54/83.43 | Simplifying 7699 yields: % 130.54/83.43 | (35) ~ (e14 = e10) % 130.54/83.43 | % 130.54/83.43 | From (4779) and (514) follows: % 130.70/83.44 | (4796) op1(e10, e16) = e16 % 130.70/83.44 | % 130.70/83.44 | From (4779) and (996) follows: % 130.70/83.44 | (4797) op1(e10, e15) = all_0_691_691 % 130.70/83.44 | % 130.70/83.44 | Instantiating formula (1768) with e10, e16, e16, all_0_768_768 and discharging atoms op1(e10, e16) = all_0_768_768, op1(e10, e16) = e16, yields: % 130.70/83.44 | (4799) all_0_768_768 = e16 % 130.70/83.44 | % 130.70/83.44 | Instantiating formula (1768) with e10, e15, all_0_691_691, e13 and discharging atoms op1(e10, e15) = all_0_691_691, op1(e10, e15) = e13, yields: % 130.70/83.44 | (11893) all_0_691_691 = e13 % 130.70/83.44 | % 130.70/83.44 | Equations (4799) can reduce 1239 to: % 130.70/83.44 | (4803) ~ (all_0_762_762 = e16) % 130.70/83.44 | % 130.70/83.44 | Equations (4799) can reduce 1201 to: % 130.70/83.44 | (11895) ~ (all_0_770_770 = e16) % 130.70/83.44 | % 130.70/83.44 | Simplifying 11895 yields: % 130.70/83.44 | (11896) ~ (all_0_770_770 = e16) % 130.70/83.44 | % 130.70/83.44 | Equations (4799) can reduce 6639 to: % 130.70/83.44 | (1493) ~ (e16 = e13) % 130.70/83.44 | % 130.70/83.44 | Equations (4799) can reduce 7749 to: % 130.70/83.44 | (891) ~ (e16 = e10) % 130.70/83.44 | % 130.70/83.44 | From (11893) and (4797) follows: % 130.70/83.44 | (6437) op1(e10, e15) = e13 % 130.70/83.44 | % 130.70/83.44 +-Applying beta-rule and splitting (1430), into two cases. % 130.70/83.44 |-Branch one: % 130.70/83.44 | (4700) all_0_734_734 = e16 % 130.70/83.44 | % 130.70/83.44 | Equations (4700) can reduce 4710 to: % 130.70/83.44 | (1975) $false % 130.70/83.44 | % 130.70/83.44 |-The branch is then unsatisfiable % 130.70/83.44 |-Branch two: % 130.70/83.44 | (4710) ~ (all_0_734_734 = e16) % 130.70/83.44 | (4760) all_0_734_734 = e12 | all_0_734_734 = e11 % 130.70/83.44 | % 130.70/83.44 +-Applying beta-rule and splitting (1069), into two cases. % 130.70/83.44 |-Branch one: % 130.70/83.44 | (4819) all_0_733_733 = e12 % 130.70/83.44 | % 130.70/83.44 | Equations (4819) can reduce 993 to: % 130.70/83.44 | (11905) ~ (all_0_734_734 = e12) % 130.70/83.44 | % 130.70/83.44 | Simplifying 11905 yields: % 130.70/83.44 | (11749) ~ (all_0_734_734 = e12) % 130.70/83.44 | % 130.70/83.44 | Equations (4819) can reduce 167 to: % 130.70/83.44 | (372) ~ (e12 = e10) % 130.70/83.44 | % 130.70/83.44 | From (4819) and (479) follows: % 130.70/83.44 | (11908) op1(e12, e16) = all_0_700_700 % 130.70/83.44 | % 130.70/83.44 +-Applying beta-rule and splitting (4760), into two cases. % 130.70/83.44 |-Branch one: % 130.70/83.44 | (4844) all_0_734_734 = e12 % 130.70/83.44 | % 130.70/83.44 | Equations (4844) can reduce 11749 to: % 130.70/83.44 | (1975) $false % 130.70/83.44 | % 130.70/83.44 |-The branch is then unsatisfiable % 130.70/83.44 |-Branch two: % 130.70/83.44 | (11749) ~ (all_0_734_734 = e12) % 130.70/83.44 | (6745) all_0_734_734 = e11 % 130.70/83.44 | % 130.70/83.44 | Equations (6745) can reduce 1184 to: % 130.70/83.44 | (11913) ~ (e15 = e11) % 130.70/83.44 | % 130.70/83.44 | Simplifying 11913 yields: % 130.70/83.44 | (449) ~ (e15 = e11) % 130.70/83.44 | % 130.70/83.44 | Equations (6745) can reduce 494 to: % 130.70/83.44 | (4839) ~ (e14 = e11) % 130.70/83.44 | % 130.70/83.44 | Simplifying 4839 yields: % 130.70/83.44 | (1845) ~ (e14 = e11) % 130.70/83.44 | % 130.70/83.44 | Equations (6745) can reduce 525 to: % 130.70/83.44 | (6475) ~ (e13 = e11) % 130.70/83.44 | % 130.70/83.44 | Simplifying 6475 yields: % 130.70/83.44 | (1041) ~ (e13 = e11) % 130.70/83.44 | % 130.70/83.44 | Equations (6745) can reduce 11749 to: % 130.70/83.44 | (6697) ~ (e12 = e11) % 130.70/83.44 | % 130.70/83.44 | Simplifying 6697 yields: % 130.70/83.45 | (1078) ~ (e12 = e11) % 130.70/83.45 | % 130.70/83.45 | From (6745) and (495) follows: % 130.70/83.45 | (11921) op1(e11, e16) = all_0_713_713 % 130.70/83.45 | % 130.70/83.45 | From (6745) and (242) follows: % 130.70/83.45 | (11922) op1(e16, e12) = e11 % 130.70/83.45 | % 130.70/83.45 | Instantiating formula (1768) with e12, e16, all_0_700_700, all_0_756_756 and discharging atoms op1(e12, e16) = all_0_700_700, op1(e12, e16) = all_0_756_756, yields: % 130.70/83.45 | (11923) all_0_700_700 = all_0_756_756 % 130.70/83.45 | % 130.70/83.45 | Instantiating formula (1768) with e11, e16, all_0_713_713, all_0_762_762 and discharging atoms op1(e11, e16) = all_0_713_713, op1(e11, e16) = all_0_762_762, yields: % 130.70/83.45 | (11924) all_0_713_713 = all_0_762_762 % 130.70/83.45 | % 130.70/83.45 | From (11923) and (500) follows: % 130.70/83.45 | (11925) op1(all_0_756_756, e16) = e14 % 130.70/83.45 | % 130.70/83.45 | From (11924) and (1297) follows: % 130.70/83.45 | (11926) op1(all_0_762_762, e16) = e12 % 130.70/83.45 | % 130.70/83.45 | From (11923) and (11908) follows: % 130.70/83.45 | (1061) op1(e12, e16) = all_0_756_756 % 130.70/83.45 | % 130.70/83.45 | From (11924) and (11921) follows: % 130.70/83.45 | (1224) op1(e11, e16) = all_0_762_762 % 130.70/83.45 | % 130.70/83.45 +-Applying beta-rule and splitting (570), into two cases. % 130.70/83.45 |-Branch one: % 130.70/83.45 | (6399) all_0_740_740 = e16 % 130.70/83.45 | % 130.70/83.45 | From (6399) and (824) follows: % 130.70/83.45 | (11930) op1(e16, e15) = all_0_720_720 % 130.70/83.45 | % 130.70/83.45 | Instantiating formula (1768) with e16, e15, all_0_720_720, e10 and discharging atoms op1(e16, e15) = all_0_720_720, op1(e16, e15) = e10, yields: % 130.70/83.45 | (11931) all_0_720_720 = e10 % 130.70/83.45 | % 130.70/83.45 | From (11931) and (1698) follows: % 130.70/83.45 | (11932) op1(e10, e15) = e11 % 130.70/83.45 | % 130.70/83.45 | Instantiating formula (1768) with e10, e15, e11, e13 and discharging atoms op1(e10, e15) = e13, op1(e10, e15) = e11, yields: % 130.70/83.45 | (6673) e13 = e11 % 130.70/83.45 | % 130.70/83.45 | Equations (6673) can reduce 1041 to: % 130.70/83.45 | (1975) $false % 130.70/83.45 | % 130.70/83.45 |-The branch is then unsatisfiable % 130.70/83.45 |-Branch two: % 130.70/83.45 | (6403) ~ (all_0_740_740 = e16) % 130.70/83.45 | (6404) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 130.70/83.45 | % 130.70/83.45 +-Applying beta-rule and splitting (1364), into two cases. % 130.70/83.45 |-Branch one: % 130.70/83.45 | (6429) all_0_736_736 = e16 % 130.70/83.45 | % 130.70/83.45 | Combining equations (6429,4779) yields a new equation: % 130.70/83.45 | (6786) e16 = e10 % 130.70/83.45 | % 130.70/83.45 | Simplifying 6786 yields: % 130.70/83.45 | (6430) e16 = e10 % 130.70/83.45 | % 130.70/83.45 | Equations (6430) can reduce 891 to: % 130.70/83.45 | (1975) $false % 130.70/83.45 | % 130.70/83.45 |-The branch is then unsatisfiable % 130.70/83.45 |-Branch two: % 130.70/83.45 | (6432) ~ (all_0_736_736 = e16) % 130.70/83.45 | (6433) all_0_737_737 = e16 | all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 130.70/83.45 | % 130.70/83.45 +-Applying beta-rule and splitting (1360), into two cases. % 130.70/83.45 |-Branch one: % 130.70/83.45 | (6434) all_0_738_738 = e16 % 130.70/83.45 | % 130.70/83.45 | Equations (6434) can reduce 542 to: % 130.70/83.45 | (7150) ~ (all_0_739_739 = e16) % 130.70/83.45 | % 130.70/83.45 | Simplifying 7150 yields: % 130.70/83.45 | (7016) ~ (all_0_739_739 = e16) % 130.70/83.45 | % 130.70/83.45 | Equations (6434) can reduce 97 to: % 130.70/83.45 | (7152) ~ (all_0_740_740 = e16) % 130.70/83.45 | % 130.70/83.45 | Simplifying 7152 yields: % 130.70/83.45 | (6403) ~ (all_0_740_740 = e16) % 130.70/83.45 | % 130.70/83.46 | Equations (6434) can reduce 1439 to: % 130.70/83.46 | (4765) ~ (all_0_741_741 = e16) % 130.70/83.46 | % 130.70/83.46 | Simplifying 4765 yields: % 130.70/83.46 | (4766) ~ (all_0_741_741 = e16) % 130.70/83.46 | % 130.70/83.46 | Equations (6434) can reduce 7516 to: % 130.70/83.46 | (1134) ~ (e16 = e15) % 130.70/83.46 | % 130.70/83.46 | Equations (6434) can reduce 171 to: % 130.70/83.46 | (179) ~ (e16 = e14) % 130.70/83.46 | % 130.70/83.46 | Equations (6434) can reduce 1262 to: % 130.70/83.46 | (1279) ~ (e16 = e11) % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (768), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (8564) all_0_736_736 = e13 % 130.70/83.46 | % 130.70/83.46 | Combining equations (4779,8564) yields a new equation: % 130.70/83.46 | (6858) e13 = e10 % 130.70/83.46 | % 130.70/83.46 | Equations (6858) can reduce 473 to: % 130.70/83.46 | (1975) $false % 130.70/83.46 | % 130.70/83.46 |-The branch is then unsatisfiable % 130.70/83.46 |-Branch two: % 130.70/83.46 | (8568) ~ (all_0_736_736 = e13) % 130.70/83.46 | (11957) all_0_737_737 = e13 | all_0_738_738 = e13 | all_0_739_739 = e13 | all_0_741_741 = e13 % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (168), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (4704) all_0_736_736 = e12 % 130.70/83.46 | % 130.70/83.46 | Combining equations (4704,4779) yields a new equation: % 130.70/83.46 | (4880) e12 = e10 % 130.70/83.46 | % 130.70/83.46 | Simplifying 4880 yields: % 130.70/83.46 | (4881) e12 = e10 % 130.70/83.46 | % 130.70/83.46 | Equations (4881) can reduce 372 to: % 130.70/83.46 | (1975) $false % 130.70/83.46 | % 130.70/83.46 |-The branch is then unsatisfiable % 130.70/83.46 |-Branch two: % 130.70/83.46 | (4883) ~ (all_0_736_736 = e12) % 130.70/83.46 | (4884) all_0_742_742 = e12 | all_0_749_749 = e12 | all_0_756_756 = e12 | all_0_768_768 = e12 % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (69), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (6375) all_0_762_762 = e16 % 130.70/83.46 | % 130.70/83.46 | Equations (6375) can reduce 4803 to: % 130.70/83.46 | (1975) $false % 130.70/83.46 | % 130.70/83.46 |-The branch is then unsatisfiable % 130.70/83.46 |-Branch two: % 130.70/83.46 | (4803) ~ (all_0_762_762 = e16) % 130.70/83.46 | (6378) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 | all_0_762_762 = e10 % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (814), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (8185) all_0_740_740 = e15 % 130.70/83.46 | % 130.70/83.46 | From (8185) and (824) follows: % 130.70/83.46 | (11969) op1(e15, e15) = all_0_720_720 % 130.70/83.46 | % 130.70/83.46 | Instantiating formula (1768) with e15, e15, all_0_720_720, e11 and discharging atoms op1(e15, e15) = all_0_720_720, op1(e15, e15) = e11, yields: % 130.70/83.46 | (11970) all_0_720_720 = e11 % 130.70/83.46 | % 130.70/83.46 | From (11970) and (1698) follows: % 130.70/83.46 | (11971) op1(e11, e15) = e11 % 130.70/83.46 | % 130.70/83.46 | Instantiating formula (1768) with e11, e15, e11, e12 and discharging atoms op1(e11, e15) = e12, op1(e11, e15) = e11, yields: % 130.70/83.46 | (6509) e12 = e11 % 130.70/83.46 | % 130.70/83.46 | Equations (6509) can reduce 1078 to: % 130.70/83.46 | (1975) $false % 130.70/83.46 | % 130.70/83.46 |-The branch is then unsatisfiable % 130.70/83.46 |-Branch two: % 130.70/83.46 | (7495) ~ (all_0_740_740 = e15) % 130.70/83.46 | (8337) all_0_747_747 = e15 | all_0_754_754 = e15 | all_0_766_766 = e15 | all_0_773_773 = e15 % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (6404), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (7537) all_0_740_740 = e10 % 130.70/83.46 | % 130.70/83.46 | Equations (7537) can reduce 4785 to: % 130.70/83.46 | (1975) $false % 130.70/83.46 | % 130.70/83.46 |-The branch is then unsatisfiable % 130.70/83.46 |-Branch two: % 130.70/83.46 | (4785) ~ (all_0_740_740 = e10) % 130.70/83.46 | (7540) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (7540), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (8496) all_0_740_740 = e14 % 130.70/83.46 | % 130.70/83.46 | Equations (8496) can reduce 7381 to: % 130.70/83.46 | (1975) $false % 130.70/83.46 | % 130.70/83.46 |-The branch is then unsatisfiable % 130.70/83.46 |-Branch two: % 130.70/83.46 | (7381) ~ (all_0_740_740 = e14) % 130.70/83.46 | (8731) all_0_740_740 = e15 | all_0_740_740 = e12 % 130.70/83.46 | % 130.70/83.46 +-Applying beta-rule and splitting (8731), into two cases. % 130.70/83.46 |-Branch one: % 130.70/83.46 | (7716) all_0_740_740 = e12 % 130.70/83.46 | % 130.70/83.46 | Equations (7716) can reduce 90 to: % 130.70/83.46 | (11985) ~ (all_0_741_741 = e12) % 130.70/83.46 | % 130.70/83.47 | Simplifying 11985 yields: % 130.70/83.47 | (7707) ~ (all_0_741_741 = e12) % 130.70/83.47 | % 130.70/83.47 | Equations (7716) can reduce 6403 to: % 130.70/83.47 | (6520) ~ (e16 = e12) % 130.70/83.47 | % 130.70/83.47 | Simplifying 6520 yields: % 130.70/83.47 | (1569) ~ (e16 = e12) % 130.70/83.47 | % 130.70/83.47 | Equations (7716) can reduce 7495 to: % 130.70/83.47 | (6522) ~ (e15 = e12) % 130.70/83.47 | % 130.70/83.47 | Simplifying 6522 yields: % 130.70/83.47 | (1219) ~ (e15 = e12) % 130.70/83.47 | % 130.70/83.47 | Equations (7716) can reduce 7381 to: % 130.70/83.47 | (4849) ~ (e14 = e12) % 130.70/83.47 | % 130.70/83.47 | Simplifying 4849 yields: % 130.70/83.47 | (1720) ~ (e14 = e12) % 130.70/83.47 | % 130.70/83.47 | Equations (7716) can reduce 600 to: % 130.70/83.47 | (1078) ~ (e12 = e11) % 130.70/83.47 | % 130.70/83.47 +-Applying beta-rule and splitting (1381), into two cases. % 130.70/83.47 |-Branch one: % 130.70/83.47 | (7545) all_0_737_737 = e15 % 130.70/83.47 | % 130.70/83.47 | Combining equations (7545,8488) yields a new equation: % 130.70/83.47 | (8087) e15 = e14 % 130.70/83.47 | % 130.70/83.47 | Simplifying 8087 yields: % 130.70/83.47 | (6902) e15 = e14 % 130.70/83.47 | % 130.70/83.47 | Equations (6902) can reduce 1339 to: % 130.70/83.47 | (1975) $false % 130.70/83.47 | % 130.70/83.47 |-The branch is then unsatisfiable % 130.70/83.47 |-Branch two: % 130.70/83.47 | (7549) ~ (all_0_737_737 = e15) % 130.70/83.47 | (7550) all_0_738_738 = e15 | all_0_739_739 = e15 | all_0_740_740 = e15 | all_0_741_741 = e15 % 130.70/83.47 | % 130.70/83.47 +-Applying beta-rule and splitting (735), into two cases. % 130.70/83.47 |-Branch one: % 130.70/83.47 | (7064) all_0_739_739 = e16 % 130.70/83.47 | % 130.70/83.47 | Equations (7064) can reduce 7016 to: % 130.70/83.47 | (1975) $false % 130.70/83.47 | % 130.70/83.47 |-The branch is then unsatisfiable % 130.70/83.47 |-Branch two: % 130.70/83.47 | (7016) ~ (all_0_739_739 = e16) % 130.70/83.47 | (12003) all_0_739_739 = e15 | all_0_739_739 = e14 | all_0_739_739 = e13 | all_0_739_739 = e12 | all_0_739_739 = e10 % 130.70/83.47 | % 130.70/83.47 +-Applying beta-rule and splitting (1378), into two cases. % 130.70/83.47 |-Branch one: % 130.70/83.47 | (6413) all_0_741_741 = e16 % 130.70/83.47 | % 130.70/83.47 | Equations (6413) can reduce 4766 to: % 130.70/83.47 | (1975) $false % 130.70/83.47 | % 130.70/83.47 |-The branch is then unsatisfiable % 130.70/83.47 |-Branch two: % 130.70/83.47 | (4766) ~ (all_0_741_741 = e16) % 130.70/83.47 | (6416) all_0_741_741 = e15 | all_0_741_741 = e14 | all_0_741_741 = e13 | all_0_741_741 = e12 | all_0_741_741 = e10 % 130.70/83.47 | % 130.70/83.47 +-Applying beta-rule and splitting (1615), into two cases. % 130.70/83.47 |-Branch one: % 130.70/83.47 | (7561) all_0_739_739 = e15 % 130.70/83.47 | % 130.70/83.47 +-Applying beta-rule and splitting (11957), into two cases. % 130.70/83.47 |-Branch one: % 130.70/83.47 | (7366) all_0_737_737 = e13 % 130.70/83.47 | % 130.70/83.47 | Combining equations (8488,7366) yields a new equation: % 130.70/83.47 | (6664) e14 = e13 % 130.70/83.47 | % 130.70/83.47 | Simplifying 6664 yields: % 130.70/83.47 | (6401) e14 = e13 % 130.70/83.47 | % 130.70/83.47 | Equations (6401) can reduce 218 to: % 130.70/83.47 | (1975) $false % 130.70/83.47 | % 130.70/83.47 |-The branch is then unsatisfiable % 130.70/83.47 |-Branch two: % 130.70/83.47 | (7369) ~ (all_0_737_737 = e13) % 130.70/83.47 | (12014) all_0_738_738 = e13 | all_0_739_739 = e13 | all_0_741_741 = e13 % 130.70/83.47 | % 130.70/83.47 +-Applying beta-rule and splitting (12014), into two cases. % 130.70/83.47 |-Branch one: % 130.70/83.47 | (6549) all_0_738_738 = e13 % 130.70/83.47 | % 130.70/83.47 | Combining equations (6434,6549) yields a new equation: % 130.70/83.47 | (4744) e16 = e13 % 130.70/83.47 | % 130.70/83.47 | Simplifying 4744 yields: % 130.70/83.47 | (4745) e16 = e13 % 130.70/83.47 | % 130.70/83.47 | Equations (4745) can reduce 1493 to: % 130.70/83.47 | (1975) $false % 130.70/83.47 | % 130.70/83.47 |-The branch is then unsatisfiable % 130.70/83.47 |-Branch two: % 130.70/83.47 | (12019) ~ (all_0_738_738 = e13) % 130.70/83.47 | (12020) all_0_739_739 = e13 | all_0_741_741 = e13 % 130.70/83.47 | % 130.70/83.48 +-Applying beta-rule and splitting (12020), into two cases. % 130.70/83.48 |-Branch one: % 130.70/83.48 | (12021) all_0_739_739 = e13 % 130.70/83.48 | % 130.70/83.48 | Combining equations (7561,12021) yields a new equation: % 130.70/83.48 | (6658) e15 = e13 % 130.70/83.48 | % 130.70/83.48 | Simplifying 6658 yields: % 130.70/83.48 | (4678) e15 = e13 % 130.70/83.48 | % 130.70/83.48 | Equations (4678) can reduce 1483 to: % 130.70/83.48 | (1975) $false % 130.70/83.48 | % 130.70/83.48 |-The branch is then unsatisfiable % 130.70/83.48 |-Branch two: % 130.70/83.48 | (12025) ~ (all_0_739_739 = e13) % 130.70/83.48 | (6645) all_0_741_741 = e13 % 130.70/83.48 | % 130.70/83.48 | Equations (6645) can reduce 4766 to: % 130.70/83.48 | (6625) ~ (e16 = e13) % 130.70/83.48 | % 130.70/83.48 | Simplifying 6625 yields: % 130.70/83.48 | (1493) ~ (e16 = e13) % 130.70/83.48 | % 130.70/83.48 | Equations (6645) can reduce 8079 to: % 130.70/83.48 | (6558) ~ (e14 = e13) % 130.70/83.48 | % 130.70/83.48 | Simplifying 6558 yields: % 130.70/83.48 | (218) ~ (e14 = e13) % 130.70/83.48 | % 130.70/83.48 | Equations (6645) can reduce 7707 to: % 130.70/83.48 | (1637) ~ (e13 = e12) % 130.70/83.48 | % 130.70/83.48 | Equations (6645) can reduce 1721 to: % 130.70/83.48 | (1041) ~ (e13 = e11) % 130.70/83.48 | % 130.70/83.48 | Equations (6645) can reduce 4787 to: % 130.70/83.48 | (473) ~ (e13 = e10) % 130.70/83.48 | % 130.70/83.48 +-Applying beta-rule and splitting (161), into two cases. % 130.70/83.48 |-Branch one: % 130.70/83.48 | (7202) all_0_756_756 = e13 % 130.70/83.48 | % 130.70/83.48 | Equations (7202) can reduce 1419 to: % 130.70/83.48 | (12035) ~ (all_0_762_762 = e13) % 130.70/83.48 | % 130.70/83.48 | Simplifying 12035 yields: % 130.70/83.48 | (6984) ~ (all_0_762_762 = e13) % 130.70/83.48 | % 130.70/83.48 | From (7202) and (11925) follows: % 130.70/83.48 | (6495) op1(e13, e16) = e14 % 130.70/83.48 | % 130.70/83.48 | Instantiating formula (1768) with e13, e16, e14, all_0_749_749 and discharging atoms op1(e13, e16) = all_0_749_749, op1(e13, e16) = e14, yields: % 130.70/83.48 | (6497) all_0_749_749 = e14 % 130.70/83.48 | % 130.70/83.48 | Equations (6497) can reduce 1064 to: % 130.70/83.48 | (12039) ~ (all_0_762_762 = e14) % 130.70/83.48 | % 130.70/83.48 | Simplifying 12039 yields: % 130.70/83.48 | (6564) ~ (all_0_762_762 = e14) % 130.70/83.48 | % 130.70/83.48 +-Applying beta-rule and splitting (6378), into two cases. % 130.70/83.48 |-Branch one: % 130.70/83.48 | (6456) all_0_762_762 = e10 % 130.70/83.48 | % 130.70/83.48 | Equations (6456) can reduce 4793 to: % 130.70/83.48 | (1975) $false % 130.70/83.48 | % 130.70/83.48 |-The branch is then unsatisfiable % 130.70/83.48 |-Branch two: % 130.70/83.48 | (4793) ~ (all_0_762_762 = e10) % 130.70/83.48 | (6989) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 % 130.70/83.48 | % 130.70/83.48 +-Applying beta-rule and splitting (4884), into two cases. % 130.70/83.48 |-Branch one: % 130.70/83.48 | (6508) all_0_742_742 = e12 % 130.70/83.48 | % 130.70/83.48 | Equations (6508) can reduce 1622 to: % 130.70/83.48 | (12046) ~ (all_0_762_762 = e12) % 130.70/83.48 | % 130.70/83.48 | Simplifying 12046 yields: % 130.70/83.48 | (493) ~ (all_0_762_762 = e12) % 130.70/83.48 | % 130.70/83.48 +-Applying beta-rule and splitting (6989), into two cases. % 130.70/83.48 |-Branch one: % 130.70/83.48 | (6561) all_0_762_762 = e14 % 130.70/83.48 | % 130.70/83.48 | Equations (6561) can reduce 6564 to: % 130.70/83.48 | (1975) $false % 130.70/83.48 | % 130.70/83.48 |-The branch is then unsatisfiable % 130.70/83.48 |-Branch two: % 130.70/83.48 | (6564) ~ (all_0_762_762 = e14) % 130.70/83.48 | (6993) all_0_762_762 = e13 | all_0_762_762 = e11 % 130.70/83.48 | % 130.70/83.48 +-Applying beta-rule and splitting (6993), into two cases. % 130.70/83.48 |-Branch one: % 130.70/83.48 | (6489) all_0_762_762 = e13 % 130.70/83.48 | % 130.70/83.49 | Equations (6489) can reduce 6984 to: % 130.70/83.49 | (1975) $false % 130.70/83.49 | % 130.70/83.49 |-The branch is then unsatisfiable % 130.70/83.49 |-Branch two: % 130.70/83.49 | (6984) ~ (all_0_762_762 = e13) % 130.70/83.49 | (6953) all_0_762_762 = e11 % 130.70/83.49 | % 130.70/83.49 | Equations (6953) can reduce 493 to: % 130.70/83.49 | (6697) ~ (e12 = e11) % 130.70/83.49 | % 130.70/83.49 | Simplifying 6697 yields: % 130.70/83.49 | (1078) ~ (e12 = e11) % 130.70/83.49 | % 130.70/83.49 | From (6953) and (11926) follows: % 130.70/83.49 | (6948) op1(e11, e16) = e12 % 130.70/83.49 | % 130.70/83.49 | From (6953) and (1224) follows: % 130.70/83.49 | (7001) op1(e11, e16) = e11 % 130.70/83.49 | % 130.70/83.49 | Instantiating formula (1768) with e11, e16, e11, e12 and discharging atoms op1(e11, e16) = e12, op1(e11, e16) = e11, yields: % 130.70/83.49 | (6509) e12 = e11 % 130.70/83.49 | % 130.70/83.49 | Equations (6509) can reduce 1078 to: % 130.70/83.49 | (1975) $false % 130.70/83.49 | % 130.70/83.49 |-The branch is then unsatisfiable % 130.70/83.49 |-Branch two: % 130.70/83.49 | (6511) ~ (all_0_742_742 = e12) % 130.70/83.49 | (6512) all_0_749_749 = e12 | all_0_756_756 = e12 | all_0_768_768 = e12 % 130.70/83.49 | % 130.70/83.49 +-Applying beta-rule and splitting (6512), into two cases. % 130.70/83.49 |-Branch one: % 130.70/83.49 | (6513) all_0_749_749 = e12 % 130.70/83.49 | % 130.70/83.49 | Combining equations (6497,6513) yields a new equation: % 130.70/83.49 | (6514) e14 = e12 % 130.70/83.49 | % 130.70/83.49 | Simplifying 6514 yields: % 130.70/83.49 | (6515) e14 = e12 % 130.70/83.49 | % 130.70/83.49 | Equations (6515) can reduce 1720 to: % 130.70/83.49 | (1975) $false % 130.70/83.49 | % 130.70/83.49 |-The branch is then unsatisfiable % 130.70/83.49 |-Branch two: % 130.70/83.49 | (6517) ~ (all_0_749_749 = e12) % 130.70/83.49 | (6518) all_0_756_756 = e12 | all_0_768_768 = e12 % 130.70/83.49 | % 130.70/83.49 +-Applying beta-rule and splitting (6518), into two cases. % 130.70/83.49 |-Branch one: % 130.70/83.49 | (6519) all_0_756_756 = e12 % 130.70/83.49 | % 130.70/83.49 | Combining equations (6519,7202) yields a new equation: % 130.70/83.49 | (6972) e13 = e12 % 130.70/83.49 | % 130.70/83.49 | Equations (6972) can reduce 1637 to: % 130.70/83.49 | (1975) $false % 130.70/83.49 | % 130.70/83.49 |-The branch is then unsatisfiable % 130.70/83.49 |-Branch two: % 130.70/83.49 | (6926) ~ (all_0_756_756 = e12) % 130.70/83.49 | (6685) all_0_768_768 = e12 % 130.70/83.49 | % 130.70/83.49 | Combining equations (4799,6685) yields a new equation: % 130.70/83.49 | (6825) e16 = e12 % 130.70/83.49 | % 130.70/83.49 | Simplifying 6825 yields: % 130.70/83.49 | (6569) e16 = e12 % 130.70/83.49 | % 130.70/83.49 | Equations (6569) can reduce 1569 to: % 130.70/83.49 | (1975) $false % 130.70/83.49 | % 130.70/83.49 |-The branch is then unsatisfiable % 130.70/83.49 |-Branch two: % 130.70/83.49 | (7138) ~ (all_0_756_756 = e13) % 130.70/83.49 | (12079) all_0_757_757 = e13 | all_0_758_758 = e13 | all_0_759_759 = e13 | all_0_761_761 = e13 % 130.70/83.49 | % 130.70/83.49 +-Applying beta-rule and splitting (854), into two cases. % 130.70/83.49 |-Branch one: % 130.70/83.49 | (8564) all_0_736_736 = e13 % 130.70/83.49 | % 130.70/83.49 | Combining equations (8564,4779) yields a new equation: % 130.70/83.49 | (6857) e13 = e10 % 130.70/83.49 | % 130.70/83.49 | Simplifying 6857 yields: % 130.70/83.49 | (6858) e13 = e10 % 130.70/83.49 | % 130.70/83.49 | Equations (6858) can reduce 473 to: % 130.70/83.49 | (1975) $false % 130.70/83.49 | % 130.70/83.49 |-The branch is then unsatisfiable % 130.70/83.49 |-Branch two: % 130.70/83.49 | (8568) ~ (all_0_736_736 = e13) % 130.70/83.49 | (8569) all_0_742_742 = e13 | all_0_749_749 = e13 | all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 130.70/83.49 | % 130.70/83.49 +-Applying beta-rule and splitting (71), into two cases. % 130.70/83.49 |-Branch one: % 130.70/83.50 | (6489) all_0_762_762 = e13 % 130.70/83.50 | % 130.70/83.50 | From (6489) and (11926) follows: % 130.70/83.50 | (12087) op1(e13, e16) = e12 % 130.70/83.50 | % 130.70/83.50 | Instantiating formula (1768) with e13, e16, e12, all_0_749_749 and discharging atoms op1(e13, e16) = all_0_749_749, op1(e13, e16) = e12, yields: % 130.70/83.50 | (6513) all_0_749_749 = e12 % 130.70/83.50 | % 130.70/83.50 | From (6513) and (1588) follows: % 130.70/83.50 | (12089) op1(e12, e16) = e11 % 130.70/83.50 | % 130.70/83.50 +-Applying beta-rule and splitting (1412), into two cases. % 130.70/83.50 |-Branch one: % 130.70/83.50 | (4674) all_0_736_736 = e14 % 130.70/83.50 | % 130.70/83.50 | Combining equations (4674,4779) yields a new equation: % 130.70/83.50 | (8700) e14 = e10 % 130.70/83.50 | % 130.70/83.50 | Simplifying 8700 yields: % 130.70/83.50 | (6701) e14 = e10 % 130.70/83.50 | % 130.70/83.50 | Equations (6701) can reduce 35 to: % 130.70/83.50 | (1975) $false % 130.70/83.50 | % 130.70/83.50 |-The branch is then unsatisfiable % 130.70/83.50 |-Branch two: % 130.70/83.50 | (8349) ~ (all_0_736_736 = e14) % 130.70/83.50 | (8350) all_0_742_742 = e14 | all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 130.70/83.50 | % 130.90/83.50 +-Applying beta-rule and splitting (8350), into two cases. % 130.90/83.50 |-Branch one: % 130.90/83.50 | (8470) all_0_742_742 = e14 % 130.90/83.50 | % 130.90/83.50 | Equations (8470) can reduce 8466 to: % 130.90/83.50 | (1975) $false % 130.90/83.50 | % 130.90/83.50 |-The branch is then unsatisfiable % 130.90/83.50 |-Branch two: % 130.90/83.50 | (8466) ~ (all_0_742_742 = e14) % 130.90/83.50 | (8473) all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 130.90/83.50 | % 130.90/83.50 +-Applying beta-rule and splitting (8473), into two cases. % 130.90/83.50 |-Branch one: % 130.90/83.50 | (6497) all_0_749_749 = e14 % 130.90/83.50 | % 130.90/83.50 | Combining equations (6513,6497) yields a new equation: % 130.90/83.50 | (6515) e14 = e12 % 130.90/83.50 | % 130.90/83.50 | Equations (6515) can reduce 1720 to: % 130.90/83.50 | (1975) $false % 130.90/83.50 | % 130.90/83.50 |-The branch is then unsatisfiable % 130.90/83.50 |-Branch two: % 130.90/83.50 | (8503) ~ (all_0_749_749 = e14) % 130.90/83.50 | (8504) all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 130.90/83.50 | % 130.90/83.50 +-Applying beta-rule and splitting (8504), into two cases. % 130.90/83.50 |-Branch one: % 130.90/83.50 | (7198) all_0_756_756 = e14 % 130.90/83.50 | % 130.90/83.50 | Equations (7198) can reduce 429 to: % 130.90/83.50 | (8466) ~ (all_0_742_742 = e14) % 130.90/83.50 | % 130.90/83.50 | From (7198) and (1061) follows: % 130.90/83.50 | (12107) op1(e12, e16) = e14 % 130.90/83.50 | % 130.90/83.50 +-Applying beta-rule and splitting (927), into two cases. % 130.90/83.50 |-Branch one: % 130.90/83.50 | (6481) all_0_742_742 = e11 % 130.90/83.50 | % 130.90/83.50 | Equations (6481) can reduce 8466 to: % 130.90/83.50 | (4839) ~ (e14 = e11) % 130.90/83.50 | % 130.90/83.50 | Simplifying 4839 yields: % 130.90/83.50 | (1845) ~ (e14 = e11) % 130.90/83.50 | % 130.90/83.50 | Instantiating formula (1768) with e12, e16, e11, e14 and discharging atoms op1(e12, e16) = e14, op1(e12, e16) = e11, yields: % 130.90/83.50 | (6955) e14 = e11 % 130.90/83.50 | % 130.90/83.50 | Equations (6955) can reduce 1845 to: % 130.90/83.50 | (1975) $false % 130.90/83.50 | % 130.90/83.50 |-The branch is then unsatisfiable % 130.90/83.50 |-Branch two: % 130.90/83.50 | (6931) ~ (all_0_742_742 = e11) % 130.90/83.50 | (6932) all_0_749_749 = e11 | all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 130.90/83.50 | % 130.90/83.50 +-Applying beta-rule and splitting (6932), into two cases. % 130.90/83.50 |-Branch one: % 130.90/83.50 | (6943) all_0_749_749 = e11 % 130.90/83.50 | % 130.90/83.50 | Combining equations (6513,6943) yields a new equation: % 130.90/83.50 | (6630) e12 = e11 % 130.90/83.50 | % 130.90/83.50 | Simplifying 6630 yields: % 130.90/83.50 | (6509) e12 = e11 % 130.90/83.50 | % 130.90/83.50 | Equations (6509) can reduce 1078 to: % 130.90/83.50 | (1975) $false % 130.90/83.50 | % 130.90/83.50 |-The branch is then unsatisfiable % 130.90/83.50 |-Branch two: % 130.90/83.50 | (6469) ~ (all_0_749_749 = e11) % 130.90/83.51 | (6946) all_0_756_756 = e11 | all_0_762_762 = e11 | all_0_768_768 = e11 % 130.90/83.51 | % 130.90/83.51 +-Applying beta-rule and splitting (6946), into two cases. % 130.90/83.51 |-Branch one: % 130.90/83.51 | (6629) all_0_756_756 = e11 % 130.90/83.51 | % 130.90/83.51 | Combining equations (7198,6629) yields a new equation: % 130.90/83.51 | (6954) e14 = e11 % 130.90/83.51 | % 130.90/83.51 | Simplifying 6954 yields: % 130.90/83.51 | (6955) e14 = e11 % 130.90/83.51 | % 130.90/83.51 | Equations (6955) can reduce 1845 to: % 130.90/83.51 | (1975) $false % 130.90/83.51 | % 130.90/83.51 |-The branch is then unsatisfiable % 130.90/83.51 |-Branch two: % 130.90/83.51 | (6633) ~ (all_0_756_756 = e11) % 130.90/83.51 | (6952) all_0_762_762 = e11 | all_0_768_768 = e11 % 130.90/83.51 | % 130.90/83.51 +-Applying beta-rule and splitting (6952), into two cases. % 130.90/83.51 |-Branch one: % 130.90/83.51 | (6953) all_0_762_762 = e11 % 130.90/83.51 | % 130.90/83.51 | Combining equations (6489,6953) yields a new equation: % 130.90/83.51 | (6672) e13 = e11 % 130.90/83.51 | % 130.90/83.51 | Simplifying 6672 yields: % 130.90/83.51 | (6673) e13 = e11 % 130.90/83.51 | % 130.90/83.51 | Equations (6673) can reduce 1041 to: % 130.90/83.51 | (1975) $false % 130.90/83.51 | % 130.90/83.51 |-The branch is then unsatisfiable % 130.90/83.51 |-Branch two: % 130.90/83.51 | (6957) ~ (all_0_762_762 = e11) % 130.90/83.51 | (6933) all_0_768_768 = e11 % 130.90/83.51 | % 130.90/83.51 | Combining equations (4799,6933) yields a new equation: % 130.90/83.51 | (6652) e16 = e11 % 130.90/83.51 | % 130.90/83.51 | Simplifying 6652 yields: % 130.90/83.51 | (4708) e16 = e11 % 130.90/83.51 | % 130.90/83.51 | Equations (4708) can reduce 1279 to: % 130.90/83.51 | (1975) $false % 130.90/83.51 | % 130.90/83.51 |-The branch is then unsatisfiable % 130.90/83.51 |-Branch two: % 130.90/83.51 | (7160) ~ (all_0_756_756 = e14) % 130.90/83.51 | (8508) all_0_762_762 = e14 | all_0_768_768 = e14 % 130.90/83.51 | % 130.90/83.51 +-Applying beta-rule and splitting (8508), into two cases. % 130.90/83.51 |-Branch one: % 130.90/83.51 | (6561) all_0_762_762 = e14 % 130.90/83.51 | % 130.90/83.51 | Combining equations (6561,6489) yields a new equation: % 130.90/83.51 | (6664) e14 = e13 % 130.90/83.51 | % 130.90/83.51 | Simplifying 6664 yields: % 130.90/83.51 | (6401) e14 = e13 % 130.90/83.51 | % 130.90/83.51 | Equations (6401) can reduce 218 to: % 130.90/83.51 | (1975) $false % 130.90/83.51 | % 130.90/83.51 |-The branch is then unsatisfiable % 130.90/83.51 |-Branch two: % 130.90/83.51 | (6564) ~ (all_0_762_762 = e14) % 130.90/83.51 | (8513) all_0_768_768 = e14 % 130.90/83.51 | % 130.90/83.51 | Combining equations (4799,8513) yields a new equation: % 130.90/83.51 | (4738) e16 = e14 % 130.90/83.51 | % 130.90/83.51 | Simplifying 4738 yields: % 130.90/83.51 | (4739) e16 = e14 % 130.90/83.51 | % 130.90/83.51 | Equations (4739) can reduce 179 to: % 130.90/83.51 | (1975) $false % 130.90/83.51 | % 130.90/83.51 |-The branch is then unsatisfiable % 130.90/83.51 |-Branch two: % 130.90/83.51 | (6984) ~ (all_0_762_762 = e13) % 130.90/83.51 | (6985) all_0_763_763 = e13 | all_0_764_764 = e13 | all_0_765_765 = e13 | all_0_767_767 = e13 % 130.90/83.51 | % 130.90/83.51 +-Applying beta-rule and splitting (8569), into two cases. % 130.90/83.51 |-Branch one: % 130.90/83.51 | (8577) all_0_742_742 = e13 % 130.90/83.51 | % 130.90/83.51 | Equations (8577) can reduce 8628 to: % 130.90/83.51 | (1975) $false % 130.90/83.51 | % 130.90/83.51 |-The branch is then unsatisfiable % 130.90/83.51 |-Branch two: % 130.90/83.52 | (8628) ~ (all_0_742_742 = e13) % 130.90/83.52 | (8629) all_0_749_749 = e13 | all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 130.90/83.52 | % 130.90/83.52 +-Applying beta-rule and splitting (8629), into two cases. % 130.90/83.52 |-Branch one: % 130.90/83.52 | (8630) all_0_749_749 = e13 % 130.90/83.52 | % 130.90/83.52 | From (8630) and (1588) follows: % 130.90/83.52 | (12154) op1(e13, e16) = e11 % 130.90/83.52 | % 130.90/83.52 | From (8630) and (276) follows: % 130.90/83.52 | (12155) op1(e13, e16) = e13 % 130.90/83.52 | % 130.90/83.52 | Instantiating formula (1768) with e13, e16, e11, e13 and discharging atoms op1(e13, e16) = e13, op1(e13, e16) = e11, yields: % 130.90/83.52 | (6673) e13 = e11 % 130.90/83.52 | % 130.90/83.52 | Equations (6673) can reduce 1041 to: % 130.90/83.52 | (1975) $false % 130.90/83.52 | % 130.90/83.52 |-The branch is then unsatisfiable % 130.90/83.52 |-Branch two: % 130.90/83.52 | (6491) ~ (all_0_749_749 = e13) % 130.90/83.52 | (8634) all_0_756_756 = e13 | all_0_762_762 = e13 | all_0_768_768 = e13 % 130.90/83.52 | % 130.90/83.52 +-Applying beta-rule and splitting (8634), into two cases. % 130.90/83.52 |-Branch one: % 130.90/83.52 | (7202) all_0_756_756 = e13 % 130.90/83.52 | % 130.90/83.52 | Equations (7202) can reduce 7138 to: % 130.90/83.52 | (1975) $false % 130.90/83.52 | % 130.90/83.52 |-The branch is then unsatisfiable % 130.90/83.52 |-Branch two: % 130.90/83.52 | (7138) ~ (all_0_756_756 = e13) % 130.90/83.52 | (8640) all_0_762_762 = e13 | all_0_768_768 = e13 % 130.90/83.52 | % 130.90/83.52 +-Applying beta-rule and splitting (8640), into two cases. % 130.90/83.52 |-Branch one: % 130.90/83.52 | (6489) all_0_762_762 = e13 % 130.90/83.52 | % 130.90/83.52 | Equations (6489) can reduce 6984 to: % 130.90/83.52 | (1975) $false % 130.90/83.52 | % 130.90/83.52 |-The branch is then unsatisfiable % 130.90/83.52 |-Branch two: % 130.90/83.52 | (6984) ~ (all_0_762_762 = e13) % 130.90/83.52 | (6636) all_0_768_768 = e13 % 130.90/83.52 | % 130.90/83.52 | Combining equations (4799,6636) yields a new equation: % 130.90/83.52 | (4744) e16 = e13 % 130.90/83.52 | % 130.90/83.52 | Simplifying 4744 yields: % 130.90/83.52 | (4745) e16 = e13 % 130.90/83.52 | % 130.90/83.52 | Equations (4745) can reduce 1493 to: % 130.90/83.52 | (1975) $false % 130.90/83.52 | % 130.90/83.52 |-The branch is then unsatisfiable % 130.90/83.52 |-Branch two: % 130.90/83.52 | (8183) ~ (all_0_739_739 = e15) % 130.90/83.52 | (12172) all_0_746_746 = e15 | all_0_753_753 = e15 | all_0_765_765 = e15 | all_0_772_772 = e15 % 130.90/83.52 | % 130.90/83.52 +-Applying beta-rule and splitting (7550), into two cases. % 130.90/83.52 |-Branch one: % 130.90/83.52 | (7512) all_0_738_738 = e15 % 130.90/83.52 | % 130.90/83.52 | Combining equations (7512,6434) yields a new equation: % 130.90/83.52 | (4696) e16 = e15 % 130.90/83.52 | % 130.90/83.53 | Equations (4696) can reduce 1134 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (7516) ~ (all_0_738_738 = e15) % 130.90/83.53 | (7560) all_0_739_739 = e15 | all_0_740_740 = e15 | all_0_741_741 = e15 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (7560), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.53 | (7561) all_0_739_739 = e15 % 130.90/83.53 | % 130.90/83.53 | Equations (7561) can reduce 8183 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (8183) ~ (all_0_739_739 = e15) % 130.90/83.53 | (8184) all_0_740_740 = e15 | all_0_741_741 = e15 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (8184), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.53 | (8185) all_0_740_740 = e15 % 130.90/83.53 | % 130.90/83.53 | Combining equations (7716,8185) yields a new equation: % 130.90/83.53 | (6836) e15 = e12 % 130.90/83.53 | % 130.90/83.53 | Equations (6836) can reduce 1219 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (7495) ~ (all_0_740_740 = e15) % 130.90/83.53 | (6387) all_0_741_741 = e15 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (11957), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.53 | (7366) all_0_737_737 = e13 % 130.90/83.53 | % 130.90/83.53 | Combining equations (8488,7366) yields a new equation: % 130.90/83.53 | (6664) e14 = e13 % 130.90/83.53 | % 130.90/83.53 | Simplifying 6664 yields: % 130.90/83.53 | (6401) e14 = e13 % 130.90/83.53 | % 130.90/83.53 | Equations (6401) can reduce 218 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (7369) ~ (all_0_737_737 = e13) % 130.90/83.53 | (12014) all_0_738_738 = e13 | all_0_739_739 = e13 | all_0_741_741 = e13 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (12003), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.53 | (12193) all_0_739_739 = e10 % 130.90/83.53 | % 130.90/83.53 | Equations (12193) can reduce 11877 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (11877) ~ (all_0_739_739 = e10) % 130.90/83.53 | (12196) all_0_739_739 = e15 | all_0_739_739 = e14 | all_0_739_739 = e13 | all_0_739_739 = e12 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (12196), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.53 | (7630) all_0_739_739 = e14 % 130.90/83.53 | % 130.90/83.53 | Equations (7630) can reduce 7633 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (7633) ~ (all_0_739_739 = e14) % 130.90/83.53 | (12200) all_0_739_739 = e15 | all_0_739_739 = e13 | all_0_739_739 = e12 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (12014), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.53 | (6549) all_0_738_738 = e13 % 130.90/83.53 | % 130.90/83.53 | Combining equations (6434,6549) yields a new equation: % 130.90/83.53 | (4744) e16 = e13 % 130.90/83.53 | % 130.90/83.53 | Simplifying 4744 yields: % 130.90/83.53 | (4745) e16 = e13 % 130.90/83.53 | % 130.90/83.53 | Equations (4745) can reduce 1493 to: % 130.90/83.53 | (1975) $false % 130.90/83.53 | % 130.90/83.53 |-The branch is then unsatisfiable % 130.90/83.53 |-Branch two: % 130.90/83.53 | (12019) ~ (all_0_738_738 = e13) % 130.90/83.53 | (12020) all_0_739_739 = e13 | all_0_741_741 = e13 % 130.90/83.53 | % 130.90/83.53 +-Applying beta-rule and splitting (12200), into two cases. % 130.90/83.53 |-Branch one: % 130.90/83.54 | (12021) all_0_739_739 = e13 % 130.90/83.54 | % 130.90/83.54 | From (12021) and (1498) follows: % 130.90/83.54 | (12208) op1(e13, e12) = e15 % 130.90/83.54 | % 130.90/83.54 | Instantiating formula (1768) with e13, e12, e15, all_0_753_753 and discharging atoms op1(e13, e12) = all_0_753_753, op1(e13, e12) = e15, yields: % 130.90/83.54 | (12209) all_0_753_753 = e15 % 130.90/83.54 | % 130.90/83.54 | Equations (12209) can reduce 11857 to: % 130.90/83.54 | (1975) $false % 130.90/83.54 | % 130.90/83.54 |-The branch is then unsatisfiable % 130.90/83.54 |-Branch two: % 130.90/83.54 | (12025) ~ (all_0_739_739 = e13) % 130.90/83.54 | (12212) all_0_739_739 = e15 | all_0_739_739 = e12 % 130.90/83.54 | % 130.90/83.54 +-Applying beta-rule and splitting (12020), into two cases. % 130.90/83.54 |-Branch one: % 130.90/83.54 | (12021) all_0_739_739 = e13 % 130.90/83.54 | % 130.90/83.54 | Equations (12021) can reduce 12025 to: % 130.90/83.54 | (1975) $false % 130.90/83.54 | % 130.90/83.54 |-The branch is then unsatisfiable % 130.90/83.54 |-Branch two: % 130.90/83.54 | (12025) ~ (all_0_739_739 = e13) % 130.90/83.54 | (6645) all_0_741_741 = e13 % 130.90/83.54 | % 130.90/83.54 | Combining equations (6387,6645) yields a new equation: % 130.90/83.54 | (6658) e15 = e13 % 130.90/83.54 | % 130.90/83.54 | Simplifying 6658 yields: % 130.90/83.54 | (4678) e15 = e13 % 130.90/83.54 | % 130.90/83.54 | Equations (4678) can reduce 1483 to: % 130.90/83.54 | (1975) $false % 130.90/83.54 | % 130.90/83.54 |-The branch is then unsatisfiable % 130.90/83.54 |-Branch two: % 130.90/83.54 | (8104) ~ (all_0_740_740 = e12) % 130.90/83.54 | (8185) all_0_740_740 = e15 % 130.90/83.54 | % 130.90/83.54 | Equations (8185) can reduce 7495 to: % 130.90/83.54 | (1975) $false % 130.90/83.54 | % 130.90/83.54 |-The branch is then unsatisfiable % 130.90/83.55 |-Branch two: % 130.90/83.55 | (6450) ~ (all_0_738_738 = e16) % 130.90/83.55 | (6455) all_0_738_738 = e15 | all_0_738_738 = e13 | all_0_738_738 = e12 | all_0_738_738 = e10 % 130.90/83.55 | % 130.90/83.55 +-Applying beta-rule and splitting (6433), into two cases. % 130.90/83.55 |-Branch one: % 130.90/83.55 | (6496) all_0_737_737 = e16 % 130.90/83.55 | % 130.90/83.55 | Combining equations (6496,8488) yields a new equation: % 130.90/83.55 | (4738) e16 = e14 % 130.90/83.55 | % 130.90/83.55 | Simplifying 4738 yields: % 130.90/83.55 | (4739) e16 = e14 % 130.90/83.55 | % 130.90/83.55 | Equations (4739) can reduce 179 to: % 130.90/83.55 | (1975) $false % 130.90/83.55 | % 130.90/83.55 |-The branch is then unsatisfiable % 130.90/83.55 |-Branch two: % 130.90/83.55 | (7058) ~ (all_0_737_737 = e16) % 130.90/83.55 | (7059) all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 130.90/83.55 | % 130.90/83.55 +-Applying beta-rule and splitting (7059), into two cases. % 130.90/83.55 |-Branch one: % 130.90/83.55 | (6434) all_0_738_738 = e16 % 130.90/83.55 | % 130.90/83.55 | Equations (6434) can reduce 6450 to: % 130.90/83.55 | (1975) $false % 130.90/83.55 | % 130.90/83.55 |-The branch is then unsatisfiable % 130.90/83.55 |-Branch two: % 130.90/83.55 | (6450) ~ (all_0_738_738 = e16) % 130.90/83.55 | (7063) all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 130.90/83.55 | % 130.90/83.55 +-Applying beta-rule and splitting (7063), into two cases. % 130.90/83.55 |-Branch one: % 130.90/83.55 | (7064) all_0_739_739 = e16 % 130.90/83.55 | % 130.90/83.55 | From (7064) and (1498) follows: % 130.90/83.55 | (12236) op1(e16, e12) = e15 % 130.90/83.55 | % 130.90/83.55 | Instantiating formula (1768) with e16, e12, e15, e11 and discharging atoms op1(e16, e12) = e15, op1(e16, e12) = e11, yields: % 130.90/83.55 | (8166) e15 = e11 % 130.90/83.55 | % 130.90/83.55 | Equations (8166) can reduce 449 to: % 130.90/83.55 | (1975) $false % 130.90/83.55 | % 130.90/83.55 |-The branch is then unsatisfiable % 130.90/83.55 |-Branch two: % 130.90/83.55 | (7016) ~ (all_0_739_739 = e16) % 130.90/83.55 | (7067) all_0_740_740 = e16 | all_0_741_741 = e16 % 130.90/83.55 | % 130.90/83.55 +-Applying beta-rule and splitting (7067), into two cases. % 130.90/83.55 |-Branch one: % 130.90/83.55 | (6399) all_0_740_740 = e16 % 130.90/83.55 | % 130.90/83.55 | Equations (6399) can reduce 6403 to: % 130.90/83.55 | (1975) $false % 130.90/83.55 | % 130.90/83.55 |-The branch is then unsatisfiable % 130.90/83.55 |-Branch two: % 130.90/83.55 | (6403) ~ (all_0_740_740 = e16) % 130.90/83.55 | (6413) all_0_741_741 = e16 % 130.90/83.55 | % 130.90/83.55 | Equations (6413) can reduce 4766 to: % 130.90/83.55 | (1975) $false % 130.90/83.55 | % 130.90/83.55 |-The branch is then unsatisfiable % 130.90/83.55 |-Branch two: % 130.90/83.55 | (4823) ~ (all_0_733_733 = e12) % 130.90/83.55 | (4824) all_0_734_734 = e12 | all_0_735_735 = e12 % 130.90/83.55 | % 130.90/83.55 +-Applying beta-rule and splitting (4824), into two cases. % 130.90/83.55 |-Branch one: % 130.90/83.55 | (4844) all_0_734_734 = e12 % 130.90/83.55 | % 130.90/83.55 | Equations (4844) can reduce 993 to: % 130.90/83.55 | (4823) ~ (all_0_733_733 = e12) % 130.90/83.55 | % 130.90/83.55 | Equations (4844) can reduce 833 to: % 130.90/83.56 | (12250) ~ (all_0_739_739 = e12) % 130.90/83.56 | % 130.90/83.56 | Simplifying 12250 yields: % 130.90/83.56 | (8124) ~ (all_0_739_739 = e12) % 130.90/83.56 | % 130.90/83.56 | Equations (4844) can reduce 1455 to: % 130.90/83.56 | (4845) ~ (all_0_759_759 = e12) % 130.90/83.56 | % 130.90/83.56 | Simplifying 4845 yields: % 130.90/83.56 | (4846) ~ (all_0_759_759 = e12) % 130.90/83.56 | % 130.90/83.56 | Equations (4844) can reduce 4710 to: % 130.90/83.56 | (6520) ~ (e16 = e12) % 130.90/83.56 | % 130.90/83.56 | Simplifying 6520 yields: % 130.90/83.56 | (1569) ~ (e16 = e12) % 130.90/83.56 | % 130.90/83.56 | Equations (4844) can reduce 1184 to: % 130.90/83.56 | (6522) ~ (e15 = e12) % 130.90/83.56 | % 130.90/83.56 | Simplifying 6522 yields: % 130.90/83.56 | (1219) ~ (e15 = e12) % 130.90/83.56 | % 130.90/83.56 | Equations (4844) can reduce 494 to: % 130.90/83.56 | (4849) ~ (e14 = e12) % 130.90/83.56 | % 130.90/83.56 | Simplifying 4849 yields: % 130.90/83.56 | (1720) ~ (e14 = e12) % 130.90/83.56 | % 130.90/83.56 | Equations (4844) can reduce 525 to: % 130.90/83.56 | (7712) ~ (e13 = e12) % 130.90/83.56 | % 130.90/83.56 | Simplifying 7712 yields: % 130.90/83.56 | (1637) ~ (e13 = e12) % 130.90/83.56 | % 130.90/83.56 | From (4844) and (242) follows: % 130.90/83.56 | (6547) op1(e16, e12) = e12 % 130.90/83.56 | % 130.90/83.56 +-Applying beta-rule and splitting (185), into two cases. % 130.90/83.56 |-Branch one: % 130.90/83.56 | (4828) all_0_733_733 = e11 % 130.90/83.56 | % 130.90/83.56 | Equations (4828) can reduce 1071 to: % 130.90/83.56 | (12264) ~ (all_0_763_763 = e11) % 130.90/83.56 | % 130.90/83.56 | Simplifying 12264 yields: % 130.90/83.56 | (8552) ~ (all_0_763_763 = e11) % 130.90/83.56 | % 130.90/83.56 | Equations (4828) can reduce 642 to: % 130.90/83.56 | (6475) ~ (e13 = e11) % 130.90/83.56 | % 130.90/83.56 | Simplifying 6475 yields: % 130.90/83.56 | (1041) ~ (e13 = e11) % 130.90/83.56 | % 130.90/83.56 | Equations (4828) can reduce 4823 to: % 130.90/83.56 | (6697) ~ (e12 = e11) % 130.90/83.56 | % 130.90/83.56 | Simplifying 6697 yields: % 130.90/83.56 | (1078) ~ (e12 = e11) % 130.90/83.56 | % 130.90/83.56 | From (4828) and (479) follows: % 130.90/83.56 | (4841) op1(e11, e16) = all_0_700_700 % 130.90/83.56 | % 130.90/83.56 | Instantiating formula (1768) with e11, e16, all_0_700_700, all_0_762_762 and discharging atoms op1(e11, e16) = all_0_700_700, op1(e11, e16) = all_0_762_762, yields: % 130.90/83.56 | (4856) all_0_700_700 = all_0_762_762 % 130.90/83.56 | % 130.90/83.56 | From (4856) and (500) follows: % 130.90/83.56 | (4866) op1(all_0_762_762, e16) = e14 % 130.90/83.56 | % 130.90/83.56 +-Applying beta-rule and splitting (1360), into two cases. % 130.90/83.56 |-Branch one: % 130.90/83.56 | (6434) all_0_738_738 = e16 % 130.90/83.56 | % 130.90/83.56 | Equations (6434) can reduce 542 to: % 130.90/83.56 | (7150) ~ (all_0_739_739 = e16) % 130.90/83.56 | % 130.90/83.56 | Simplifying 7150 yields: % 130.90/83.56 | (7016) ~ (all_0_739_739 = e16) % 130.90/83.56 | % 130.90/83.56 | Equations (6434) can reduce 173 to: % 130.90/83.56 | (6576) ~ (all_0_764_764 = e16) % 130.90/83.56 | % 130.90/83.56 | Simplifying 6576 yields: % 130.90/83.56 | (6423) ~ (all_0_764_764 = e16) % 130.90/83.56 | % 130.90/83.56 | Equations (6434) can reduce 565 to: % 130.90/83.56 | (4804) ~ (all_0_771_771 = e16) % 130.90/83.56 | % 130.90/83.56 | Simplifying 4804 yields: % 130.90/83.56 | (4805) ~ (all_0_771_771 = e16) % 130.90/83.56 | % 130.90/83.56 | Equations (6434) can reduce 7516 to: % 130.90/83.56 | (1134) ~ (e16 = e15) % 130.90/83.56 | % 130.90/83.56 | Equations (6434) can reduce 171 to: % 130.90/83.56 | (179) ~ (e16 = e14) % 130.90/83.56 | % 130.90/83.56 | Equations (6434) can reduce 1262 to: % 130.90/83.56 | (1279) ~ (e16 = e11) % 130.90/83.56 | % 130.90/83.56 | From (6434) and (50) follows: % 130.90/83.57 | (12283) op1(e15, e13) = e16 % 130.90/83.57 | % 130.90/83.57 +-Applying beta-rule and splitting (225), into two cases. % 130.90/83.57 |-Branch one: % 130.90/83.57 | (6417) all_0_764_764 = e16 % 130.90/83.57 | % 130.90/83.57 | Equations (6417) can reduce 6423 to: % 130.90/83.57 | (1975) $false % 130.90/83.57 | % 130.90/83.57 |-The branch is then unsatisfiable % 130.90/83.57 |-Branch two: % 130.90/83.57 | (6423) ~ (all_0_764_764 = e16) % 130.90/83.57 | (6424) all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 | all_0_764_764 = e10 % 130.90/83.57 | % 130.90/83.57 +-Applying beta-rule and splitting (887), into two cases. % 130.90/83.57 |-Branch one: % 130.90/83.57 | (7006) all_0_763_763 = e16 % 130.90/83.57 | % 130.90/83.57 | Equations (7006) can reduce 8552 to: % 130.90/83.57 | (1279) ~ (e16 = e11) % 130.90/83.57 | % 130.90/83.57 | From (7006) and (316) follows: % 130.90/83.57 | (12290) op1(e16, e11) = all_0_705_705 % 130.90/83.57 | % 130.90/83.57 | Instantiating formula (1768) with e16, e11, all_0_705_705, e13 and discharging atoms op1(e16, e11) = all_0_705_705, op1(e16, e11) = e13, yields: % 130.90/83.57 | (12291) all_0_705_705 = e13 % 130.90/83.57 | % 130.90/83.57 | From (12291) and (956) follows: % 130.90/83.57 | (12292) op1(e13, e11) = e14 % 130.90/83.57 | % 130.90/83.57 | Instantiating formula (1768) with e13, e11, e14, all_0_754_754 and discharging atoms op1(e13, e11) = all_0_754_754, op1(e13, e11) = e14, yields: % 130.90/83.57 | (12293) all_0_754_754 = e14 % 130.90/83.57 | % 130.90/83.57 | From (12293) and (813) follows: % 130.90/83.57 | (12294) op1(e14, e13) = all_0_722_722 % 130.90/83.57 | % 130.90/83.57 | Instantiating formula (1768) with e14, e13, all_0_722_722, e15 and discharging atoms op1(e14, e13) = all_0_722_722, op1(e14, e13) = e15, yields: % 130.90/83.57 | (12295) all_0_722_722 = e15 % 130.90/83.57 | % 130.90/83.57 | From (12295) and (147) follows: % 130.90/83.57 | (12296) op1(e15, e13) = e11 % 130.90/83.57 | % 130.90/83.57 | Instantiating formula (1768) with e15, e13, e11, e16 and discharging atoms op1(e15, e13) = e16, op1(e15, e13) = e11, yields: % 130.90/83.57 | (4708) e16 = e11 % 130.90/83.57 | % 130.90/83.57 | Equations (4708) can reduce 1279 to: % 130.90/83.57 | (1975) $false % 130.90/83.57 | % 130.90/83.57 |-The branch is then unsatisfiable % 130.90/83.57 |-Branch two: % 130.90/83.57 | (7009) ~ (all_0_763_763 = e16) % 130.90/83.57 | (12300) all_0_763_763 = e15 | all_0_763_763 = e14 | all_0_763_763 = e13 | all_0_763_763 = e11 | all_0_763_763 = e10 % 130.90/83.57 | % 130.90/83.57 +-Applying beta-rule and splitting (12300), into two cases. % 130.90/83.57 |-Branch one: % 130.90/83.57 | (6718) all_0_763_763 = e10 % 130.90/83.57 | % 130.90/83.57 | Equations (6718) can reduce 337 to: % 130.90/83.57 | (4793) ~ (all_0_762_762 = e10) % 130.90/83.57 | % 130.90/83.57 | Equations (6718) can reduce 1641 to: % 130.90/83.57 | (6712) ~ (all_0_764_764 = e10) % 130.90/83.57 | % 130.90/83.57 | Simplifying 6712 yields: % 130.90/83.57 | (6713) ~ (all_0_764_764 = e10) % 130.90/83.57 | % 130.90/83.57 | Equations (6718) can reduce 7009 to: % 130.90/83.57 | (6385) ~ (e16 = e10) % 130.90/83.57 | % 130.90/83.57 | Simplifying 6385 yields: % 130.90/83.57 | (891) ~ (e16 = e10) % 130.90/83.57 | % 130.90/83.57 | Equations (6718) can reduce 11859 to: % 130.90/83.57 | (4794) ~ (e15 = e10) % 130.90/83.57 | % 130.90/83.57 | Simplifying 4794 yields: % 130.90/83.57 | (729) ~ (e15 = e10) % 130.90/83.57 | % 130.90/83.57 | Equations (6718) can reduce 8394 to: % 130.90/83.57 | (7699) ~ (e14 = e10) % 130.90/83.57 | % 131.13/83.57 | Simplifying 7699 yields: % 131.13/83.57 | (35) ~ (e14 = e10) % 131.13/83.57 | % 131.13/83.57 +-Applying beta-rule and splitting (1065), into two cases. % 131.13/83.57 |-Branch one: % 131.13/83.57 | (12311) all_0_770_770 = e16 % 131.13/83.57 | % 131.13/83.58 | Equations (12311) can reduce 11896 to: % 131.13/83.58 | (1975) $false % 131.13/83.58 | % 131.13/83.58 |-The branch is then unsatisfiable % 131.13/83.58 |-Branch two: % 131.13/83.58 | (11896) ~ (all_0_770_770 = e16) % 131.13/83.58 | (12314) all_0_770_770 = e15 | all_0_770_770 = e14 | all_0_770_770 = e13 | all_0_770_770 = e12 | all_0_770_770 = e11 | all_0_770_770 = e10 % 131.13/83.58 | % 131.13/83.58 +-Applying beta-rule and splitting (752), into two cases. % 131.13/83.58 |-Branch one: % 131.13/83.58 | (4669) all_0_733_733 = e16 % 131.13/83.58 | % 131.13/83.58 | Combining equations (4828,4669) yields a new equation: % 131.13/83.58 | (4708) e16 = e11 % 131.13/83.58 | % 131.13/83.58 | Equations (4708) can reduce 1279 to: % 131.13/83.58 | (1975) $false % 131.13/83.58 | % 131.13/83.58 |-The branch is then unsatisfiable % 131.13/83.58 |-Branch two: % 131.13/83.58 | (4680) ~ (all_0_733_733 = e16) % 131.13/83.58 | (12319) all_0_737_737 = e16 | all_0_744_744 = e16 | all_0_751_751 = e16 | all_0_757_757 = e16 | all_0_763_763 = e16 | all_0_770_770 = e16 % 131.13/83.58 | % 131.13/83.58 +-Applying beta-rule and splitting (12319), into two cases. % 131.13/83.58 |-Branch one: % 131.13/83.58 | (6496) all_0_737_737 = e16 % 131.13/83.58 | % 131.13/83.58 | Combining equations (6496,8488) yields a new equation: % 131.13/83.58 | (4738) e16 = e14 % 131.13/83.58 | % 131.13/83.58 | Simplifying 4738 yields: % 131.13/83.58 | (4739) e16 = e14 % 131.13/83.58 | % 131.13/83.58 | Equations (4739) can reduce 179 to: % 131.13/83.58 | (1975) $false % 131.13/83.58 | % 131.13/83.58 |-The branch is then unsatisfiable % 131.13/83.58 |-Branch two: % 131.13/83.58 | (7058) ~ (all_0_737_737 = e16) % 131.13/83.58 | (12325) all_0_744_744 = e16 | all_0_751_751 = e16 | all_0_757_757 = e16 | all_0_763_763 = e16 | all_0_770_770 = e16 % 131.13/83.58 | % 131.13/83.58 +-Applying beta-rule and splitting (12325), into two cases. % 131.13/83.58 |-Branch one: % 131.13/83.58 | (12326) all_0_744_744 = e16 % 131.13/83.58 | % 131.13/83.58 | Combining equations (7371,12326) yields a new equation: % 131.13/83.58 | (4745) e16 = e13 % 131.13/83.58 | % 131.13/83.58 | Equations (4745) can reduce 1493 to: % 131.13/83.58 | (1975) $false % 131.13/83.58 | % 131.13/83.58 |-The branch is then unsatisfiable % 131.13/83.58 |-Branch two: % 131.13/83.58 | (4717) ~ (all_0_744_744 = e16) % 131.13/83.58 | (12330) all_0_751_751 = e16 | all_0_757_757 = e16 | all_0_763_763 = e16 | all_0_770_770 = e16 % 131.13/83.58 | % 131.13/83.58 +-Applying beta-rule and splitting (12330), into two cases. % 131.13/83.58 |-Branch one: % 131.13/83.58 | (6592) all_0_751_751 = e16 % 131.13/83.58 | % 131.13/83.58 | Combining equations (8195,6592) yields a new equation: % 131.13/83.58 | (4696) e16 = e15 % 131.13/83.58 | % 131.13/83.58 | Equations (4696) can reduce 1134 to: % 131.13/83.58 | (1975) $false % 131.13/83.58 | % 131.13/83.58 |-The branch is then unsatisfiable % 131.13/83.58 |-Branch two: % 131.13/83.58 | (6499) ~ (all_0_751_751 = e16) % 131.13/83.58 | (12335) all_0_757_757 = e16 | all_0_763_763 = e16 | all_0_770_770 = e16 % 131.13/83.58 | % 131.13/83.58 +-Applying beta-rule and splitting (12335), into two cases. % 131.13/83.58 |-Branch one: % 131.13/83.58 | (6886) all_0_757_757 = e16 % 131.13/83.58 | % 131.13/83.58 | Equations (6886) can reduce 1244 to: % 131.13/83.58 | (4802) ~ (all_0_756_756 = e16) % 131.13/83.58 | % 131.13/83.58 | Equations (6886) can reduce 1088 to: % 131.13/83.58 | (6602) ~ (all_0_759_759 = e16) % 131.13/83.58 | % 131.13/83.58 | Simplifying 6602 yields: % 131.13/83.58 | (6603) ~ (all_0_759_759 = e16) % 131.13/83.58 | % 131.13/83.58 | Equations (6886) can reduce 172 to: % 131.13/83.58 | (11895) ~ (all_0_770_770 = e16) % 131.13/83.58 | % 131.13/83.58 | Simplifying 11895 yields: % 131.13/83.58 | (11896) ~ (all_0_770_770 = e16) % 131.13/83.58 | % 131.13/83.58 | From (6886) and (1441) follows: % 131.13/83.59 | (12342) op1(e16, e12) = all_0_704_704 % 131.13/83.59 | % 131.13/83.59 +-Applying beta-rule and splitting (1811), into two cases. % 131.13/83.59 |-Branch one: % 131.13/83.59 | (4819) all_0_733_733 = e12 % 131.13/83.59 | % 131.13/83.59 | Combining equations (4828,4819) yields a new equation: % 131.13/83.59 | (6509) e12 = e11 % 131.13/83.59 | % 131.13/83.59 | Equations (6509) can reduce 1078 to: % 131.13/83.59 | (1975) $false % 131.13/83.59 | % 131.13/83.59 |-The branch is then unsatisfiable % 131.13/83.59 |-Branch two: % 131.13/83.59 | (4823) ~ (all_0_733_733 = e12) % 131.13/83.59 | (6696) all_0_737_737 = e12 | all_0_744_744 = e12 | all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12 % 131.13/83.59 | % 131.13/83.59 +-Applying beta-rule and splitting (6696), into two cases. % 131.13/83.59 |-Branch one: % 131.13/83.59 | (6814) all_0_737_737 = e12 % 131.13/83.59 | % 131.13/83.59 | Combining equations (8488,6814) yields a new equation: % 131.13/83.59 | (6514) e14 = e12 % 131.13/83.59 | % 131.13/83.59 | Simplifying 6514 yields: % 131.13/83.59 | (6515) e14 = e12 % 131.13/83.59 | % 131.13/83.59 | Equations (6515) can reduce 1720 to: % 131.13/83.59 | (1975) $false % 131.13/83.59 | % 131.13/83.59 |-The branch is then unsatisfiable % 131.13/83.59 |-Branch two: % 131.13/83.59 | (6817) ~ (all_0_737_737 = e12) % 131.13/83.59 | (6818) all_0_744_744 = e12 | all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12 % 131.13/83.59 | % 131.13/83.59 +-Applying beta-rule and splitting (6818), into two cases. % 131.13/83.59 |-Branch one: % 131.13/83.59 | (12354) all_0_744_744 = e12 % 131.13/83.59 | % 131.13/83.59 | Combining equations (12354,7371) yields a new equation: % 131.13/83.59 | (6972) e13 = e12 % 131.13/83.59 | % 131.13/83.59 | Equations (6972) can reduce 1637 to: % 131.13/83.59 | (1975) $false % 131.13/83.59 | % 131.13/83.59 |-The branch is then unsatisfiable % 131.13/83.59 |-Branch two: % 131.13/83.59 | (12357) ~ (all_0_744_744 = e12) % 131.13/83.59 | (12358) all_0_751_751 = e12 | all_0_757_757 = e12 | all_0_770_770 = e12 % 131.13/83.59 | % 131.13/83.59 +-Applying beta-rule and splitting (12358), into two cases. % 131.13/83.59 |-Branch one: % 131.13/83.59 | (6699) all_0_751_751 = e12 % 131.13/83.59 | % 131.13/83.59 | Combining equations (8195,6699) yields a new equation: % 131.13/83.59 | (6835) e15 = e12 % 131.13/83.59 | % 131.13/83.59 | Simplifying 6835 yields: % 131.13/83.59 | (6836) e15 = e12 % 131.13/83.59 | % 131.13/83.59 | Equations (6836) can reduce 1219 to: % 131.13/83.59 | (1975) $false % 131.13/83.59 | % 131.13/83.59 |-The branch is then unsatisfiable % 131.13/83.59 |-Branch two: % 131.13/83.59 | (6812) ~ (all_0_751_751 = e12) % 131.13/83.59 | (12364) all_0_757_757 = e12 | all_0_770_770 = e12 % 131.13/83.59 | % 131.13/83.59 +-Applying beta-rule and splitting (12364), into two cases. % 131.13/83.59 |-Branch one: % 131.13/83.59 | (8229) all_0_757_757 = e12 % 131.13/83.59 | % 131.13/83.59 | Combining equations (8229,6886) yields a new equation: % 131.13/83.59 | (6569) e16 = e12 % 131.13/83.59 | % 131.13/83.59 | Equations (6569) can reduce 1569 to: % 131.13/83.59 | (1975) $false % 131.13/83.59 | % 131.13/83.59 |-The branch is then unsatisfiable % 131.13/83.59 |-Branch two: % 131.13/83.59 | (7208) ~ (all_0_757_757 = e12) % 131.13/83.59 | (12369) all_0_770_770 = e12 % 131.13/83.59 | % 131.13/83.59 | Equations (12369) can reduce 867 to: % 131.13/83.59 | (12370) ~ (all_0_771_771 = e12) % 131.13/83.59 | % 131.13/83.59 | Simplifying 12370 yields: % 131.13/83.59 | (12371) ~ (all_0_771_771 = e12) % 131.13/83.59 | % 131.13/83.60 | Equations (12369) can reduce 11896 to: % 131.13/83.60 | (6520) ~ (e16 = e12) % 131.13/83.60 | % 131.13/83.60 | Simplifying 6520 yields: % 131.13/83.60 | (1569) ~ (e16 = e12) % 131.13/83.60 | % 131.13/83.60 | Equations (12369) can reduce 11861 to: % 131.13/83.60 | (6522) ~ (e15 = e12) % 131.13/83.60 | % 131.13/83.60 | Simplifying 6522 yields: % 131.13/83.60 | (1219) ~ (e15 = e12) % 131.13/83.60 | % 131.13/83.60 | Instantiating formula (1768) with e16, e12, all_0_704_704, e12 and discharging atoms op1(e16, e12) = all_0_704_704, op1(e16, e12) = e12, yields: % 131.13/83.60 | (12376) all_0_704_704 = e12 % 131.13/83.60 | % 131.13/83.60 | From (12376) and (1230) follows: % 131.13/83.60 | (12377) op1(e12, e12) = e14 % 131.13/83.60 | % 131.13/83.60 | Instantiating formula (1768) with e12, e12, e14, all_0_759_759 and discharging atoms op1(e12, e12) = all_0_759_759, op1(e12, e12) = e14, yields: % 131.13/83.60 | (7675) all_0_759_759 = e14 % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 1594 to: % 131.13/83.60 | (7633) ~ (all_0_739_739 = e14) % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 1293 to: % 131.13/83.60 | (7160) ~ (all_0_756_756 = e14) % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 532 to: % 131.13/83.60 | (1834) ~ (all_0_758_758 = e14) % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 1485 to: % 131.13/83.60 | (7172) ~ (all_0_772_772 = e14) % 131.13/83.60 | % 131.13/83.60 | Simplifying 7172 yields: % 131.13/83.60 | (7173) ~ (all_0_772_772 = e14) % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 6603 to: % 131.13/83.60 | (6442) ~ (e16 = e14) % 131.13/83.60 | % 131.13/83.60 | Simplifying 6442 yields: % 131.13/83.60 | (179) ~ (e16 = e14) % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 367 to: % 131.13/83.60 | (6530) ~ (e15 = e14) % 131.13/83.60 | % 131.13/83.60 | Simplifying 6530 yields: % 131.13/83.60 | (1339) ~ (e15 = e14) % 131.13/83.60 | % 131.13/83.60 | Equations (7675) can reduce 4846 to: % 131.13/83.60 | (1720) ~ (e14 = e12) % 131.13/83.60 | % 131.13/83.60 +-Applying beta-rule and splitting (868), into two cases. % 131.13/83.60 |-Branch one: % 131.13/83.60 | (8116) all_0_738_738 = e12 % 131.13/83.60 | % 131.13/83.60 | Combining equations (6434,8116) yields a new equation: % 131.13/83.60 | (6825) e16 = e12 % 131.13/83.60 | % 131.13/83.60 | Simplifying 6825 yields: % 131.13/83.60 | (6569) e16 = e12 % 131.13/83.60 | % 131.13/83.60 | Equations (6569) can reduce 1569 to: % 131.13/83.60 | (1975) $false % 131.13/83.60 | % 131.13/83.60 |-The branch is then unsatisfiable % 131.13/83.60 |-Branch two: % 131.13/83.60 | (8119) ~ (all_0_738_738 = e12) % 131.13/83.60 | (12394) all_0_745_745 = e12 | all_0_752_752 = e12 | all_0_758_758 = e12 | all_0_771_771 = e12 % 131.13/83.60 | % 131.13/83.60 +-Applying beta-rule and splitting (1349), into two cases. % 131.13/83.60 |-Branch one: % 131.13/83.60 | (6379) all_0_774_774 = e10 % 131.13/83.60 | % 131.13/83.60 | Equations (6379) can reduce 1130 to: % 131.13/83.60 | (7576) ~ (all_0_771_771 = e10) % 131.13/83.60 | % 131.13/83.60 +-Applying beta-rule and splitting (1401), into two cases. % 131.13/83.60 |-Branch one: % 131.13/83.60 | (6913) all_0_771_771 = e16 % 131.13/83.60 | % 131.13/83.60 | Equations (6913) can reduce 4805 to: % 131.13/83.60 | (1975) $false % 131.13/83.60 | % 131.13/83.60 |-The branch is then unsatisfiable % 131.13/83.60 |-Branch two: % 131.13/83.60 | (4805) ~ (all_0_771_771 = e16) % 131.13/83.60 | (12400) all_0_771_771 = e15 | all_0_771_771 = e13 | all_0_771_771 = e12 | all_0_771_771 = e11 | all_0_771_771 = e10 % 131.13/83.60 | % 131.13/83.60 +-Applying beta-rule and splitting (1688), into two cases. % 131.13/83.60 |-Branch one: % 131.13/83.60 | (8513) all_0_768_768 = e14 % 131.13/83.60 | % 131.13/83.60 | Combining equations (8513,4799) yields a new equation: % 131.13/83.60 | (4739) e16 = e14 % 131.13/83.60 | % 131.13/83.60 | Equations (4739) can reduce 179 to: % 131.13/83.60 | (1975) $false % 131.13/83.60 | % 131.13/83.60 |-The branch is then unsatisfiable % 131.13/83.60 |-Branch two: % 131.13/83.60 | (12404) ~ (all_0_768_768 = e14) % 131.13/83.61 | (12405) all_0_769_769 = e14 | all_0_770_770 = e14 | all_0_772_772 = e14 | all_0_773_773 = e14 | all_0_774_774 = e14 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12400), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (8062) all_0_771_771 = e10 % 131.13/83.61 | % 131.13/83.61 | Equations (8062) can reduce 7576 to: % 131.13/83.61 | (1975) $false % 131.13/83.61 | % 131.13/83.61 |-The branch is then unsatisfiable % 131.13/83.61 |-Branch two: % 131.13/83.61 | (7576) ~ (all_0_771_771 = e10) % 131.13/83.61 | (12409) all_0_771_771 = e15 | all_0_771_771 = e13 | all_0_771_771 = e12 | all_0_771_771 = e11 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12405), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (6529) all_0_769_769 = e14 % 131.13/83.61 | % 131.13/83.61 | Combining equations (6438,6529) yields a new equation: % 131.13/83.61 | (6401) e14 = e13 % 131.13/83.61 | % 131.13/83.61 | Equations (6401) can reduce 218 to: % 131.13/83.61 | (1975) $false % 131.13/83.61 | % 131.13/83.61 |-The branch is then unsatisfiable % 131.13/83.61 |-Branch two: % 131.13/83.61 | (11803) ~ (all_0_769_769 = e14) % 131.13/83.61 | (12414) all_0_770_770 = e14 | all_0_772_772 = e14 | all_0_773_773 = e14 | all_0_774_774 = e14 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12409), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (6849) all_0_771_771 = e13 % 131.13/83.61 | % 131.13/83.61 | Equations (6849) can reduce 6557 to: % 131.13/83.61 | (1975) $false % 131.13/83.61 | % 131.13/83.61 |-The branch is then unsatisfiable % 131.13/83.61 |-Branch two: % 131.13/83.61 | (6557) ~ (all_0_771_771 = e13) % 131.13/83.61 | (12418) all_0_771_771 = e15 | all_0_771_771 = e12 | all_0_771_771 = e11 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12414), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (12419) all_0_770_770 = e14 % 131.13/83.61 | % 131.13/83.61 | Combining equations (12369,12419) yields a new equation: % 131.13/83.61 | (6515) e14 = e12 % 131.13/83.61 | % 131.13/83.61 | Equations (6515) can reduce 1720 to: % 131.13/83.61 | (1975) $false % 131.13/83.61 | % 131.13/83.61 |-The branch is then unsatisfiable % 131.13/83.61 |-Branch two: % 131.13/83.61 | (12422) ~ (all_0_770_770 = e14) % 131.13/83.61 | (12423) all_0_772_772 = e14 | all_0_773_773 = e14 | all_0_774_774 = e14 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12423), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (8158) all_0_772_772 = e14 % 131.13/83.61 | % 131.13/83.61 | Equations (8158) can reduce 7173 to: % 131.13/83.61 | (1975) $false % 131.13/83.61 | % 131.13/83.61 |-The branch is then unsatisfiable % 131.13/83.61 |-Branch two: % 131.13/83.61 | (7173) ~ (all_0_772_772 = e14) % 131.13/83.61 | (12427) all_0_773_773 = e14 | all_0_774_774 = e14 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12427), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (8705) all_0_773_773 = e14 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (12418), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.61 | (12429) all_0_771_771 = e12 % 131.13/83.61 | % 131.13/83.61 | Equations (12429) can reduce 12371 to: % 131.13/83.61 | (1975) $false % 131.13/83.61 | % 131.13/83.61 |-The branch is then unsatisfiable % 131.13/83.61 |-Branch two: % 131.13/83.61 | (12371) ~ (all_0_771_771 = e12) % 131.13/83.61 | (12432) all_0_771_771 = e15 | all_0_771_771 = e11 % 131.13/83.61 | % 131.13/83.61 +-Applying beta-rule and splitting (586), into two cases. % 131.13/83.61 |-Branch one: % 131.13/83.62 | (12433) all_0_770_770 = e15 % 131.13/83.62 | % 131.13/83.62 | Combining equations (12433,12369) yields a new equation: % 131.13/83.62 | (6835) e15 = e12 % 131.13/83.62 | % 131.13/83.62 | Simplifying 6835 yields: % 131.13/83.62 | (6836) e15 = e12 % 131.13/83.62 | % 131.13/83.62 | Equations (6836) can reduce 1219 to: % 131.13/83.62 | (1975) $false % 131.13/83.62 | % 131.13/83.62 |-The branch is then unsatisfiable % 131.13/83.62 |-Branch two: % 131.13/83.62 | (11861) ~ (all_0_770_770 = e15) % 131.13/83.62 | (12438) all_0_771_771 = e15 | all_0_772_772 = e15 | all_0_773_773 = e15 | all_0_774_774 = e15 % 131.13/83.62 | % 131.13/83.62 +-Applying beta-rule and splitting (12432), into two cases. % 131.13/83.62 |-Branch one: % 131.13/83.62 | (8164) all_0_771_771 = e11 % 131.13/83.62 | % 131.13/83.62 | Equations (8164) can reduce 11765 to: % 131.13/83.62 | (11913) ~ (e15 = e11) % 131.13/83.62 | % 131.13/83.62 | Simplifying 11913 yields: % 131.13/83.62 | (449) ~ (e15 = e11) % 131.13/83.62 | % 131.13/83.62 +-Applying beta-rule and splitting (12438), into two cases. % 131.13/83.62 |-Branch one: % 131.13/83.62 | (7585) all_0_771_771 = e15 % 131.13/83.62 | % 131.13/83.62 | Combining equations (7585,8164) yields a new equation: % 131.13/83.62 | (8165) e15 = e11 % 131.13/83.62 | % 131.13/83.62 | Simplifying 8165 yields: % 131.13/83.62 | (8166) e15 = e11 % 131.13/83.62 | % 131.13/83.62 | Equations (8166) can reduce 449 to: % 131.13/83.62 | (1975) $false % 131.13/83.62 | % 131.13/83.62 |-The branch is then unsatisfiable % 131.13/83.62 |-Branch two: % 131.13/83.62 | (11765) ~ (all_0_771_771 = e15) % 131.13/83.62 | (12447) all_0_772_772 = e15 | all_0_773_773 = e15 | all_0_774_774 = e15 % 131.13/83.62 | % 131.13/83.62 +-Applying beta-rule and splitting (12447), into two cases. % 131.13/83.62 |-Branch one: % 131.13/83.62 | (12448) all_0_772_772 = e15 % 131.13/83.62 | % 131.13/83.62 | Equations (12448) can reduce 702 to: % 131.13/83.62 | (8183) ~ (all_0_739_739 = e15) % 131.13/83.62 | % 131.13/83.62 | Equations (12448) can reduce 243 to: % 131.13/83.62 | (11857) ~ (all_0_753_753 = e15) % 131.13/83.62 | % 131.13/83.62 +-Applying beta-rule and splitting (735), into two cases. % 131.13/83.62 |-Branch one: % 131.13/83.62 | (7064) all_0_739_739 = e16 % 131.13/83.62 | % 131.13/83.62 | Equations (7064) can reduce 7016 to: % 131.13/83.62 | (1975) $false % 131.13/83.62 | % 131.13/83.62 |-The branch is then unsatisfiable % 131.13/83.62 |-Branch two: % 131.13/83.62 | (7016) ~ (all_0_739_739 = e16) % 131.13/83.62 | (12003) all_0_739_739 = e15 | all_0_739_739 = e14 | all_0_739_739 = e13 | all_0_739_739 = e12 | all_0_739_739 = e10 % 131.13/83.62 | % 131.13/83.62 +-Applying beta-rule and splitting (12003), into two cases. % 131.13/83.62 |-Branch one: % 131.13/83.62 | (12193) all_0_739_739 = e10 % 131.13/83.62 | % 131.13/83.62 | Equations (12193) can reduce 11877 to: % 131.13/83.62 | (1975) $false % 131.13/83.62 | % 131.13/83.62 |-The branch is then unsatisfiable % 131.13/83.62 |-Branch two: % 131.13/83.62 | (11877) ~ (all_0_739_739 = e10) % 131.13/83.62 | (12196) all_0_739_739 = e15 | all_0_739_739 = e14 | all_0_739_739 = e13 | all_0_739_739 = e12 % 131.13/83.62 | % 131.13/83.62 +-Applying beta-rule and splitting (12196), into two cases. % 131.13/83.62 |-Branch one: % 131.13/83.62 | (7630) all_0_739_739 = e14 % 131.13/83.62 | % 131.13/83.63 | Equations (7630) can reduce 7633 to: % 131.13/83.63 | (1975) $false % 131.13/83.63 | % 131.13/83.63 |-The branch is then unsatisfiable % 131.13/83.63 |-Branch two: % 131.13/83.63 | (7633) ~ (all_0_739_739 = e14) % 131.13/83.63 | (12200) all_0_739_739 = e15 | all_0_739_739 = e13 | all_0_739_739 = e12 % 131.13/83.63 | % 131.13/83.63 +-Applying beta-rule and splitting (12200), into two cases. % 131.13/83.63 |-Branch one: % 131.13/83.63 | (12021) all_0_739_739 = e13 % 131.13/83.63 | % 131.13/83.63 | From (12021) and (1498) follows: % 131.13/83.63 | (12208) op1(e13, e12) = e15 % 131.13/83.63 | % 131.13/83.63 | Instantiating formula (1768) with e13, e12, e15, all_0_753_753 and discharging atoms op1(e13, e12) = all_0_753_753, op1(e13, e12) = e15, yields: % 131.13/83.63 | (12209) all_0_753_753 = e15 % 131.13/83.63 | % 131.13/83.63 | Equations (12209) can reduce 11857 to: % 131.13/83.63 | (1975) $false % 131.13/83.63 | % 131.13/83.63 |-The branch is then unsatisfiable % 131.13/83.63 |-Branch two: % 131.13/83.63 | (12025) ~ (all_0_739_739 = e13) % 131.13/83.63 | (12212) all_0_739_739 = e15 | all_0_739_739 = e12 % 131.13/83.63 | % 131.13/83.63 +-Applying beta-rule and splitting (12212), into two cases. % 131.13/83.63 |-Branch one: % 131.13/83.63 | (8121) all_0_739_739 = e12 % 131.13/83.63 | % 131.13/83.63 | Equations (8121) can reduce 8124 to: % 131.13/83.63 | (1975) $false % 131.13/83.63 | % 131.13/83.63 |-The branch is then unsatisfiable % 131.13/83.63 |-Branch two: % 131.13/83.63 | (8124) ~ (all_0_739_739 = e12) % 131.13/83.63 | (7561) all_0_739_739 = e15 % 131.13/83.63 | % 131.13/83.63 | Equations (7561) can reduce 8183 to: % 131.13/83.63 | (1975) $false % 131.13/83.63 | % 131.13/83.63 |-The branch is then unsatisfiable % 131.13/83.63 |-Branch two: % 131.13/83.63 | (12474) ~ (all_0_772_772 = e15) % 131.13/83.63 | (12475) all_0_773_773 = e15 | all_0_774_774 = e15 % 131.13/83.63 | % 131.13/83.63 +-Applying beta-rule and splitting (12475), into two cases. % 131.13/83.63 |-Branch one: % 131.13/83.63 | (8716) all_0_773_773 = e15 % 131.13/83.63 | % 131.13/83.63 | Combining equations (8716,8705) yields a new equation: % 131.13/83.63 | (8087) e15 = e14 % 131.13/83.63 | % 131.13/83.63 | Simplifying 8087 yields: % 131.13/83.63 | (6902) e15 = e14 % 131.13/83.63 | % 131.13/83.63 | Equations (6902) can reduce 1339 to: % 131.13/83.63 | (1975) $false % 131.13/83.63 | % 131.13/83.63 |-The branch is then unsatisfiable % 131.13/83.63 |-Branch two: % 131.13/83.63 | (8368) ~ (all_0_773_773 = e15) % 131.13/83.63 | (6843) all_0_774_774 = e15 % 131.13/83.63 | % 131.13/83.63 | Combining equations (6379,6843) yields a new equation: % 131.13/83.63 | (6720) e15 = e10 % 131.13/83.63 | % 131.13/83.63 | Equations (6720) can reduce 729 to: % 131.13/83.63 | (1975) $false % 131.13/83.63 | % 131.13/83.63 |-The branch is then unsatisfiable % 131.13/83.64 |-Branch two: % 131.13/83.64 | (12484) ~ (all_0_771_771 = e11) % 131.13/83.64 | (7585) all_0_771_771 = e15 % 131.13/83.64 | % 131.13/83.64 | Equations (7585) can reduce 11765 to: % 131.13/83.64 | (1975) $false % 131.13/83.64 | % 131.13/83.64 |-The branch is then unsatisfiable % 131.13/83.64 |-Branch two: % 131.13/83.64 | (8361) ~ (all_0_773_773 = e14) % 131.13/83.64 | (7541) all_0_774_774 = e14 % 131.13/83.64 | % 131.13/83.64 | Combining equations (6379,7541) yields a new equation: % 131.13/83.64 | (6701) e14 = e10 % 131.13/83.64 | % 131.13/83.64 | Equations (6701) can reduce 35 to: % 131.13/83.64 | (1975) $false % 131.13/83.64 | % 131.13/83.64 |-The branch is then unsatisfiable % 131.13/83.64 |-Branch two: % 131.13/83.64 | (7080) ~ (all_0_774_774 = e10) % 131.13/83.64 | (7081) all_0_744_744 = e14 | all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 % 131.13/83.64 | % 131.13/83.64 +-Applying beta-rule and splitting (1092), into two cases. % 131.13/83.64 |-Branch one: % 131.13/83.64 | (6375) all_0_762_762 = e16 % 131.13/83.64 | % 131.13/83.64 | Equations (6375) can reduce 4803 to: % 131.13/83.64 | (1975) $false % 131.13/83.64 | % 131.13/83.64 |-The branch is then unsatisfiable % 131.13/83.64 |-Branch two: % 131.13/83.64 | (4803) ~ (all_0_762_762 = e16) % 131.13/83.64 | (6428) all_0_763_763 = e16 | all_0_764_764 = e16 | all_0_765_765 = e16 | all_0_766_766 = e16 | all_0_767_767 = e16 % 131.13/83.64 | % 131.13/83.64 +-Applying beta-rule and splitting (1688), into two cases. % 131.13/83.64 |-Branch one: % 131.13/83.64 | (8513) all_0_768_768 = e14 % 131.13/83.64 | % 131.13/83.64 | Combining equations (8513,4799) yields a new equation: % 131.13/83.64 | (4739) e16 = e14 % 131.13/83.64 | % 131.13/83.64 | Equations (4739) can reduce 179 to: % 131.13/83.64 | (1975) $false % 131.13/83.64 | % 131.13/83.64 |-The branch is then unsatisfiable % 131.13/83.64 |-Branch two: % 131.13/83.64 | (12404) ~ (all_0_768_768 = e14) % 131.13/83.64 | (12405) all_0_769_769 = e14 | all_0_770_770 = e14 | all_0_772_772 = e14 | all_0_773_773 = e14 | all_0_774_774 = e14 % 131.13/83.64 | % 131.13/83.64 | Equations (4799) can reduce 12404 to: % 131.13/83.64 | (179) ~ (e16 = e14) % 131.13/83.64 | % 131.13/83.64 +-Applying beta-rule and splitting (264), into two cases. % 131.13/83.64 |-Branch one: % 131.13/83.64 | (6561) all_0_762_762 = e14 % 131.13/83.64 | % 131.13/83.64 | Equations (6561) can reduce 1622 to: % 131.13/83.65 | (8466) ~ (all_0_742_742 = e14) % 131.13/83.65 | % 131.13/83.65 | From (6561) and (4866) follows: % 131.13/83.65 | (12505) op1(e14, e16) = e14 % 131.13/83.65 | % 131.13/83.65 | Instantiating formula (1768) with e14, e16, e14, all_0_742_742 and discharging atoms op1(e14, e16) = all_0_742_742, op1(e14, e16) = e14, yields: % 131.13/83.65 | (8470) all_0_742_742 = e14 % 131.13/83.65 | % 131.13/83.65 | Equations (8470) can reduce 8466 to: % 131.13/83.65 | (1975) $false % 131.13/83.65 | % 131.13/83.65 |-The branch is then unsatisfiable % 131.13/83.65 |-Branch two: % 131.13/83.65 | (6564) ~ (all_0_762_762 = e14) % 131.13/83.65 | (6565) all_0_763_763 = e14 | all_0_765_765 = e14 | all_0_766_766 = e14 | all_0_767_767 = e14 % 131.13/83.65 | % 131.13/83.65 +-Applying beta-rule and splitting (1412), into two cases. % 131.13/83.65 |-Branch one: % 131.13/83.65 | (4674) all_0_736_736 = e14 % 131.13/83.65 | % 131.13/83.65 | Combining equations (4674,4779) yields a new equation: % 131.13/83.65 | (8700) e14 = e10 % 131.13/83.65 | % 131.13/83.65 | Simplifying 8700 yields: % 131.13/83.65 | (6701) e14 = e10 % 131.13/83.65 | % 131.13/83.65 | Equations (6701) can reduce 35 to: % 131.13/83.65 | (1975) $false % 131.13/83.65 | % 131.13/83.65 |-The branch is then unsatisfiable % 131.13/83.65 |-Branch two: % 131.13/83.65 | (8349) ~ (all_0_736_736 = e14) % 131.13/83.65 | (8350) all_0_742_742 = e14 | all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 131.13/83.65 | % 131.13/83.65 +-Applying beta-rule and splitting (8350), into two cases. % 131.13/83.65 |-Branch one: % 131.13/83.65 | (8470) all_0_742_742 = e14 % 131.13/83.65 | % 131.13/83.65 | Equations (8470) can reduce 8466 to: % 131.13/83.65 | (1975) $false % 131.13/83.65 | % 131.13/83.65 |-The branch is then unsatisfiable % 131.13/83.65 |-Branch two: % 131.13/83.65 | (8466) ~ (all_0_742_742 = e14) % 131.13/83.65 | (8473) all_0_749_749 = e14 | all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 131.13/83.65 | % 131.13/83.65 +-Applying beta-rule and splitting (8473), into two cases. % 131.13/83.65 |-Branch one: % 131.13/83.65 | (6497) all_0_749_749 = e14 % 131.13/83.65 | % 131.13/83.65 | Equations (6497) can reduce 1195 to: % 131.13/83.65 | (12521) ~ (all_0_752_752 = e14) % 131.13/83.65 | % 131.13/83.65 | Simplifying 12521 yields: % 131.13/83.65 | (1816) ~ (all_0_752_752 = e14) % 131.13/83.65 | % 131.13/83.65 | Equations (6497) can reduce 951 to: % 131.13/83.65 | (7159) ~ (all_0_756_756 = e14) % 131.13/83.65 | % 131.13/83.65 | Simplifying 7159 yields: % 131.13/83.65 | (7160) ~ (all_0_756_756 = e14) % 131.13/83.65 | % 131.13/83.65 | Equations (6497) can reduce 1064 to: % 131.13/83.65 | (12039) ~ (all_0_762_762 = e14) % 131.13/83.65 | % 131.13/83.65 | Simplifying 12039 yields: % 131.13/83.65 | (6564) ~ (all_0_762_762 = e14) % 131.13/83.65 | % 131.13/83.65 | From (6497) and (1588) follows: % 131.13/83.65 | (12527) op1(e14, e16) = e11 % 131.13/83.65 | % 131.13/83.65 | Instantiating formula (1768) with e14, e16, e11, all_0_742_742 and discharging atoms op1(e14, e16) = all_0_742_742, op1(e14, e16) = e11, yields: % 131.13/83.65 | (6481) all_0_742_742 = e11 % 131.13/83.65 | % 131.13/83.65 | Equations (6481) can reduce 429 to: % 131.13/83.65 | (7130) ~ (all_0_756_756 = e11) % 131.13/83.65 | % 131.13/83.65 | Simplifying 7130 yields: % 131.13/83.65 | (6633) ~ (all_0_756_756 = e11) % 131.13/83.65 | % 131.13/83.65 | Equations (6481) can reduce 1622 to: % 131.13/83.65 | (12531) ~ (all_0_762_762 = e11) % 131.13/83.65 | % 131.13/83.65 | Simplifying 12531 yields: % 131.13/83.65 | (6957) ~ (all_0_762_762 = e11) % 131.13/83.65 | % 131.13/83.65 +-Applying beta-rule and splitting (69), into two cases. % 131.13/83.65 |-Branch one: % 131.13/83.66 | (6375) all_0_762_762 = e16 % 131.13/83.66 | % 131.13/83.66 | Equations (6375) can reduce 4803 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (4803) ~ (all_0_762_762 = e16) % 131.13/83.66 | (6378) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 | all_0_762_762 = e10 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (6378), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (6456) all_0_762_762 = e10 % 131.13/83.66 | % 131.13/83.66 | Equations (6456) can reduce 4793 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (4793) ~ (all_0_762_762 = e10) % 131.13/83.66 | (6989) all_0_762_762 = e14 | all_0_762_762 = e13 | all_0_762_762 = e11 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (6989), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (6561) all_0_762_762 = e14 % 131.13/83.66 | % 131.13/83.66 | Equations (6561) can reduce 6564 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (6564) ~ (all_0_762_762 = e14) % 131.13/83.66 | (6993) all_0_762_762 = e13 | all_0_762_762 = e11 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (6993), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (6489) all_0_762_762 = e13 % 131.13/83.66 | % 131.13/83.66 | Equations (6489) can reduce 1419 to: % 131.13/83.66 | (7138) ~ (all_0_756_756 = e13) % 131.13/83.66 | % 131.13/83.66 | Equations (6489) can reduce 301 to: % 131.13/83.66 | (6554) ~ (all_0_764_764 = e13) % 131.13/83.66 | % 131.13/83.66 | Simplifying 6554 yields: % 131.13/83.66 | (6555) ~ (all_0_764_764 = e13) % 131.13/83.66 | % 131.13/83.66 | Equations (6489) can reduce 4803 to: % 131.13/83.66 | (6625) ~ (e16 = e13) % 131.13/83.66 | % 131.13/83.66 | Simplifying 6625 yields: % 131.13/83.66 | (1493) ~ (e16 = e13) % 131.13/83.66 | % 131.13/83.66 | Equations (6489) can reduce 1428 to: % 131.13/83.66 | (6627) ~ (e15 = e13) % 131.13/83.66 | % 131.13/83.66 | Simplifying 6627 yields: % 131.13/83.66 | (1483) ~ (e15 = e13) % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (1344), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (6568) all_0_756_756 = e16 % 131.13/83.66 | % 131.13/83.66 | Equations (6568) can reduce 4802 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (4802) ~ (all_0_756_756 = e16) % 131.13/83.66 | (7181) all_0_756_756 = e14 | all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 | all_0_756_756 = e10 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (7181), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (7194) all_0_756_756 = e10 % 131.13/83.66 | % 131.13/83.66 | Equations (7194) can reduce 4791 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (4791) ~ (all_0_756_756 = e10) % 131.13/83.66 | (7197) all_0_756_756 = e14 | all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (7197), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (7198) all_0_756_756 = e14 % 131.13/83.66 | % 131.13/83.66 | Equations (7198) can reduce 7160 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (7160) ~ (all_0_756_756 = e14) % 131.13/83.66 | (7201) all_0_756_756 = e13 | all_0_756_756 = e12 | all_0_756_756 = e11 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (7201), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (7202) all_0_756_756 = e13 % 131.13/83.66 | % 131.13/83.66 | Equations (7202) can reduce 7138 to: % 131.13/83.66 | (1975) $false % 131.13/83.66 | % 131.13/83.66 |-The branch is then unsatisfiable % 131.13/83.66 |-Branch two: % 131.13/83.66 | (7138) ~ (all_0_756_756 = e13) % 131.13/83.66 | (7205) all_0_756_756 = e12 | all_0_756_756 = e11 % 131.13/83.66 | % 131.13/83.66 +-Applying beta-rule and splitting (7205), into two cases. % 131.13/83.66 |-Branch one: % 131.13/83.66 | (6519) all_0_756_756 = e12 % 131.13/83.66 | % 131.13/83.66 | Equations (6519) can reduce 182 to: % 131.13/83.66 | (7209) ~ (all_0_758_758 = e12) % 131.13/83.66 | % 131.13/83.66 | Simplifying 7209 yields: % 131.13/83.66 | (7210) ~ (all_0_758_758 = e12) % 131.13/83.66 | % 131.13/83.66 | Equations (6519) can reduce 1369 to: % 131.13/83.66 | (6522) ~ (e15 = e12) % 131.13/83.66 | % 131.13/83.66 | Simplifying 6522 yields: % 131.13/83.66 | (1219) ~ (e15 = e12) % 131.13/83.66 | % 131.13/83.66 | Equations (6519) can reduce 7138 to: % 131.13/83.66 | (7712) ~ (e13 = e12) % 131.13/83.66 | % 131.13/83.66 | Simplifying 7712 yields: % 131.13/83.66 | (1637) ~ (e13 = e12) % 131.13/83.66 | % 131.13/83.67 +-Applying beta-rule and splitting (12394), into two cases. % 131.13/83.67 |-Branch one: % 131.13/83.67 | (6610) all_0_745_745 = e12 % 131.13/83.67 | % 131.13/83.67 | Combining equations (6610,7520) yields a new equation: % 131.13/83.67 | (6836) e15 = e12 % 131.13/83.67 | % 131.13/83.67 | Equations (6836) can reduce 1219 to: % 131.13/83.67 | (1975) $false % 131.13/83.67 | % 131.13/83.67 |-The branch is then unsatisfiable % 131.13/83.67 |-Branch two: % 131.13/83.67 | (12579) ~ (all_0_745_745 = e12) % 131.13/83.67 | (12580) all_0_752_752 = e12 | all_0_758_758 = e12 | all_0_771_771 = e12 % 131.13/83.67 | % 131.13/83.67 +-Applying beta-rule and splitting (12580), into two cases. % 131.13/83.67 |-Branch one: % 131.13/83.67 | (6820) all_0_752_752 = e12 % 131.13/83.67 | % 131.13/83.67 | Equations (6820) can reduce 409 to: % 131.13/83.67 | (7209) ~ (all_0_758_758 = e12) % 131.13/83.67 | % 131.13/83.67 | Simplifying 7209 yields: % 131.13/83.67 | (7210) ~ (all_0_758_758 = e12) % 131.13/83.67 | % 131.13/83.67 | Equations (6820) can reduce 1816 to: % 131.13/83.67 | (4849) ~ (e14 = e12) % 131.13/83.67 | % 131.13/83.67 | Simplifying 4849 yields: % 131.13/83.67 | (1720) ~ (e14 = e12) % 131.13/83.67 | % 131.13/83.67 +-Applying beta-rule and splitting (888), into two cases. % 131.13/83.67 |-Branch one: % 131.13/83.67 | (6549) all_0_738_738 = e13 % 131.13/83.67 | % 131.13/83.67 | Combining equations (6549,6434) yields a new equation: % 131.13/83.67 | (4745) e16 = e13 % 131.13/83.67 | % 131.13/83.67 | Equations (4745) can reduce 1493 to: % 131.13/83.67 | (1975) $false % 131.13/83.67 | % 131.13/83.67 |-The branch is then unsatisfiable % 131.13/83.67 |-Branch two: % 131.13/83.67 | (12019) ~ (all_0_738_738 = e13) % 131.13/83.67 | (12590) all_0_745_745 = e13 | all_0_752_752 = e13 | all_0_758_758 = e13 | all_0_764_764 = e13 | all_0_771_771 = e13 % 131.13/83.67 | % 131.13/83.67 +-Applying beta-rule and splitting (12590), into two cases. % 131.13/83.67 |-Branch one: % 131.13/83.67 | (12591) all_0_745_745 = e13 % 131.13/83.67 | % 131.13/83.67 | Combining equations (12591,7520) yields a new equation: % 131.13/83.67 | (4678) e15 = e13 % 131.13/83.67 | % 131.13/83.67 | Equations (4678) can reduce 1483 to: % 131.13/83.67 | (1975) $false % 131.13/83.67 | % 131.13/83.67 |-The branch is then unsatisfiable % 131.13/83.67 |-Branch two: % 131.13/83.67 | (12594) ~ (all_0_745_745 = e13) % 131.13/83.67 | (12595) all_0_752_752 = e13 | all_0_758_758 = e13 | all_0_764_764 = e13 | all_0_771_771 = e13 % 131.13/83.67 | % 131.13/83.67 +-Applying beta-rule and splitting (12595), into two cases. % 131.13/83.67 |-Branch one: % 131.13/83.67 | (8170) all_0_752_752 = e13 % 131.13/83.67 | % 131.13/83.67 | Combining equations (8170,6820) yields a new equation: % 131.13/83.67 | (12597) e13 = e12 % 131.13/83.67 | % 131.38/83.67 | Simplifying 12597 yields: % 131.38/83.67 | (6972) e13 = e12 % 131.38/83.67 | % 131.38/83.67 | Equations (6972) can reduce 1637 to: % 131.38/83.67 | (1975) $false % 131.38/83.67 | % 131.38/83.67 |-The branch is then unsatisfiable % 131.38/83.67 |-Branch two: % 131.38/83.67 | (7189) ~ (all_0_752_752 = e13) % 131.38/83.67 | (12601) all_0_758_758 = e13 | all_0_764_764 = e13 | all_0_771_771 = e13 % 131.38/83.67 | % 131.38/83.67 +-Applying beta-rule and splitting (12601), into two cases. % 131.38/83.67 |-Branch one: % 131.38/83.67 | (12602) all_0_758_758 = e13 % 131.38/83.67 | % 131.38/83.67 | Equations (12602) can reduce 241 to: % 131.38/83.67 | (6554) ~ (all_0_764_764 = e13) % 131.38/83.67 | % 131.38/83.68 | Simplifying 6554 yields: % 131.38/83.68 | (6555) ~ (all_0_764_764 = e13) % 131.38/83.68 | % 131.38/83.68 | Equations (12602) can reduce 1834 to: % 131.38/83.68 | (6558) ~ (e14 = e13) % 131.38/83.68 | % 131.38/83.68 | Simplifying 6558 yields: % 131.38/83.68 | (218) ~ (e14 = e13) % 131.38/83.68 | % 131.38/83.68 | Equations (12602) can reduce 7210 to: % 131.38/83.68 | (1637) ~ (e13 = e12) % 131.38/83.68 | % 131.38/83.68 +-Applying beta-rule and splitting (6424), into two cases. % 131.38/83.68 |-Branch one: % 131.38/83.68 | (6724) all_0_764_764 = e10 % 131.38/83.68 | % 131.38/83.68 | Equations (6724) can reduce 6713 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.68 |-Branch two: % 131.38/83.68 | (6713) ~ (all_0_764_764 = e10) % 131.38/83.68 | (6727) all_0_764_764 = e15 | all_0_764_764 = e13 | all_0_764_764 = e11 % 131.38/83.68 | % 131.38/83.68 +-Applying beta-rule and splitting (6727), into two cases. % 131.38/83.68 |-Branch one: % 131.38/83.68 | (6728) all_0_764_764 = e13 % 131.38/83.68 | % 131.38/83.68 | Equations (6728) can reduce 6555 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.68 |-Branch two: % 131.38/83.68 | (6555) ~ (all_0_764_764 = e13) % 131.38/83.68 | (6731) all_0_764_764 = e15 | all_0_764_764 = e11 % 131.38/83.68 | % 131.38/83.68 +-Applying beta-rule and splitting (6731), into two cases. % 131.38/83.68 |-Branch one: % 131.38/83.68 | (6736) all_0_764_764 = e11 % 131.38/83.68 | % 131.38/83.68 | Equations (6736) can reduce 1712 to: % 131.38/83.68 | (12617) ~ (all_0_766_766 = e11) % 131.38/83.68 | % 131.38/83.68 | Simplifying 12617 yields: % 131.38/83.68 | (8599) ~ (all_0_766_766 = e11) % 131.38/83.68 | % 131.38/83.68 +-Applying beta-rule and splitting (7081), into two cases. % 131.38/83.68 |-Branch one: % 131.38/83.68 | (7221) all_0_744_744 = e14 % 131.38/83.68 | % 131.38/83.68 | Combining equations (7371,7221) yields a new equation: % 131.38/83.68 | (6401) e14 = e13 % 131.38/83.68 | % 131.38/83.68 | Equations (6401) can reduce 218 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.68 |-Branch two: % 131.38/83.68 | (8285) ~ (all_0_744_744 = e14) % 131.38/83.68 | (8286) all_0_752_752 = e13 | all_0_759_759 = e12 | all_0_766_766 = e11 % 131.38/83.68 | % 131.38/83.68 +-Applying beta-rule and splitting (8286), into two cases. % 131.38/83.68 |-Branch one: % 131.38/83.68 | (8170) all_0_752_752 = e13 % 131.38/83.68 | % 131.38/83.68 | Combining equations (6820,8170) yields a new equation: % 131.38/83.68 | (6972) e13 = e12 % 131.38/83.68 | % 131.38/83.68 | Equations (6972) can reduce 1637 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.68 |-Branch two: % 131.38/83.68 | (7189) ~ (all_0_752_752 = e13) % 131.38/83.68 | (8290) all_0_759_759 = e12 | all_0_766_766 = e11 % 131.38/83.68 | % 131.38/83.68 +-Applying beta-rule and splitting (8290), into two cases. % 131.38/83.68 |-Branch one: % 131.38/83.68 | (8291) all_0_759_759 = e12 % 131.38/83.68 | % 131.38/83.68 | Combining equations (8291,7675) yields a new equation: % 131.38/83.68 | (6515) e14 = e12 % 131.38/83.68 | % 131.38/83.68 | Equations (6515) can reduce 1720 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.68 |-Branch two: % 131.38/83.68 | (4846) ~ (all_0_759_759 = e12) % 131.38/83.68 | (8294) all_0_766_766 = e11 % 131.38/83.68 | % 131.38/83.68 | Equations (8294) can reduce 8599 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.68 |-Branch two: % 131.38/83.68 | (6792) ~ (all_0_764_764 = e11) % 131.38/83.68 | (6793) all_0_764_764 = e15 % 131.38/83.68 | % 131.38/83.68 | Equations (6793) can reduce 4863 to: % 131.38/83.68 | (1975) $false % 131.38/83.68 | % 131.38/83.68 |-The branch is then unsatisfiable % 131.38/83.69 |-Branch two: % 131.38/83.69 | (6553) ~ (all_0_758_758 = e13) % 131.38/83.69 | (12639) all_0_764_764 = e13 | all_0_771_771 = e13 % 131.38/83.69 | % 131.38/83.69 +-Applying beta-rule and splitting (12639), into two cases. % 131.38/83.69 |-Branch one: % 131.38/83.69 | (6728) all_0_764_764 = e13 % 131.38/83.69 | % 131.38/83.69 | Equations (6728) can reduce 6555 to: % 131.38/83.69 | (1975) $false % 131.38/83.69 | % 131.38/83.69 |-The branch is then unsatisfiable % 131.38/83.69 |-Branch two: % 131.38/83.69 | (6555) ~ (all_0_764_764 = e13) % 131.38/83.69 | (6849) all_0_771_771 = e13 % 131.38/83.69 | % 131.38/83.69 | Equations (6849) can reduce 6557 to: % 131.38/83.69 | (1975) $false % 131.38/83.69 | % 131.38/83.69 |-The branch is then unsatisfiable % 131.38/83.69 |-Branch two: % 131.38/83.69 | (6613) ~ (all_0_752_752 = e12) % 131.38/83.69 | (12646) all_0_758_758 = e12 | all_0_771_771 = e12 % 131.38/83.69 | % 131.38/83.69 +-Applying beta-rule and splitting (12646), into two cases. % 131.38/83.69 |-Branch one: % 131.38/83.69 | (12647) all_0_758_758 = e12 % 131.38/83.69 | % 131.38/83.69 | Equations (12647) can reduce 7210 to: % 131.38/83.69 | (1975) $false % 131.38/83.69 | % 131.38/83.69 |-The branch is then unsatisfiable % 131.38/83.69 |-Branch two: % 131.38/83.69 | (7210) ~ (all_0_758_758 = e12) % 131.38/83.69 | (12429) all_0_771_771 = e12 % 131.38/83.69 | % 131.38/83.69 | Equations (12429) can reduce 12371 to: % 131.38/83.69 | (1975) $false % 131.38/83.69 | % 131.38/83.69 |-The branch is then unsatisfiable % 131.38/83.69 |-Branch two: % 131.38/83.69 | (6926) ~ (all_0_756_756 = e12) % 131.38/83.69 | (6629) all_0_756_756 = e11 % 131.38/83.69 | % 131.38/83.69 | Equations (6629) can reduce 6633 to: % 131.38/83.69 | (1975) $false % 131.38/83.69 | % 131.38/83.69 |-The branch is then unsatisfiable % 131.38/83.69 |-Branch two: % 131.38/83.70 | (6984) ~ (all_0_762_762 = e13) % 131.38/83.70 | (6953) all_0_762_762 = e11 % 131.38/83.70 | % 131.38/83.70 | Equations (6953) can reduce 6957 to: % 131.38/83.70 | (1975) $false % 131.38/83.70 | % 131.38/83.70 |-The branch is then unsatisfiable % 131.38/83.70 |-Branch two: % 131.38/83.70 | (8503) ~ (all_0_749_749 = e14) % 131.38/83.70 | (8504) all_0_756_756 = e14 | all_0_762_762 = e14 | all_0_768_768 = e14 % 131.38/83.70 | % 131.38/83.70 +-Applying beta-rule and splitting (8504), into two cases. % 131.38/83.70 |-Branch one: % 131.38/83.70 | (7198) all_0_756_756 = e14 % 131.38/83.70 | % 131.38/83.70 | Equations (7198) can reduce 7160 to: % 131.38/83.70 | (1975) $false % 131.38/83.70 | % 131.38/83.70 |-The branch is then unsatisfiable % 131.38/83.70 |-Branch two: % 131.38/83.70 | (7160) ~ (all_0_756_756 = e14) % 131.38/83.70 | (8508) all_0_762_762 = e14 | all_0_768_768 = e14 % 131.38/83.70 | % 131.38/83.70 +-Applying beta-rule and splitting (8508), into two cases. % 131.38/83.70 |-Branch one: % 131.38/83.70 | (6561) all_0_762_762 = e14 % 131.38/83.70 | % 131.38/83.70 | Equations (6561) can reduce 6564 to: % 131.38/83.70 | (1975) $false % 131.38/83.70 | % 131.38/83.70 |-The branch is then unsatisfiable % 131.38/83.70 |-Branch two: % 131.38/83.70 | (6564) ~ (all_0_762_762 = e14) % 131.38/83.70 | (8513) all_0_768_768 = e14 % 131.38/83.70 | % 131.38/83.70 | Combining equations (8513,4799) yields a new equation: % 131.38/83.70 | (4739) e16 = e14 % 131.38/83.70 | % 131.38/83.70 | Equations (4739) can reduce 179 to: % 131.38/83.70 | (1975) $false % 131.38/83.70 | % 131.38/83.70 |-The branch is then unsatisfiable % 131.38/83.70 |-Branch two: % 131.38/83.70 | (6501) ~ (all_0_757_757 = e16) % 131.38/83.70 | (12671) all_0_763_763 = e16 | all_0_770_770 = e16 % 131.38/83.70 | % 131.38/83.70 +-Applying beta-rule and splitting (12671), into two cases. % 131.38/83.70 |-Branch one: % 131.38/83.70 | (7006) all_0_763_763 = e16 % 131.38/83.70 | % 131.38/83.70 | Combining equations (6718,7006) yields a new equation: % 131.38/83.70 | (6430) e16 = e10 % 131.38/83.70 | % 131.38/83.70 | Equations (6430) can reduce 891 to: % 131.38/83.70 | (1975) $false % 131.38/83.70 | % 131.38/83.70 |-The branch is then unsatisfiable % 131.38/83.70 |-Branch two: % 131.38/83.71 | (7009) ~ (all_0_763_763 = e16) % 131.38/83.71 | (12311) all_0_770_770 = e16 % 131.38/83.71 | % 131.38/83.71 | Equations (12311) can reduce 11896 to: % 131.38/83.71 | (1975) $false % 131.38/83.71 | % 131.38/83.71 |-The branch is then unsatisfiable % 131.38/83.71 |-Branch two: % 131.38/83.71 | (6722) ~ (all_0_763_763 = e10) % 131.38/83.71 | (12679) all_0_763_763 = e15 | all_0_763_763 = e14 | all_0_763_763 = e13 | all_0_763_763 = e11 % 131.38/83.71 | % 131.38/83.71 +-Applying beta-rule and splitting (12679), into two cases. % 131.38/83.71 |-Branch one: % 131.38/83.71 | (8391) all_0_763_763 = e14 % 131.38/83.71 | % 131.38/83.71 | Equations (8391) can reduce 8394 to: % 131.38/83.71 | (1975) $false % 131.38/83.71 | % 131.38/83.71 |-The branch is then unsatisfiable % 131.38/83.71 |-Branch two: % 131.38/83.71 | (8394) ~ (all_0_763_763 = e14) % 131.38/83.71 | (12683) all_0_763_763 = e15 | all_0_763_763 = e13 | all_0_763_763 = e11 % 131.38/83.71 | % 131.38/83.71 +-Applying beta-rule and splitting (12683), into two cases. % 131.38/83.71 |-Branch one: % 131.38/83.71 | (7396) all_0_763_763 = e13 % 131.38/83.71 | % 131.38/83.71 | Equations (7396) can reduce 7399 to: % 131.38/83.71 | (1975) $false % 131.38/83.71 | % 131.38/83.71 |-The branch is then unsatisfiable % 131.38/83.71 |-Branch two: % 131.38/83.71 | (7399) ~ (all_0_763_763 = e13) % 131.42/83.71 | (12687) all_0_763_763 = e15 | all_0_763_763 = e11 % 131.42/83.71 | % 131.42/83.71 +-Applying beta-rule and splitting (12687), into two cases. % 131.42/83.71 |-Branch one: % 131.42/83.71 | (8548) all_0_763_763 = e11 % 131.42/83.71 | % 131.42/83.71 | Equations (8548) can reduce 8552 to: % 131.42/83.71 | (1975) $false % 131.42/83.71 | % 131.42/83.71 |-The branch is then unsatisfiable % 131.42/83.71 |-Branch two: % 131.42/83.71 | (8552) ~ (all_0_763_763 = e11) % 131.42/83.71 | (4857) all_0_763_763 = e15 % 131.42/83.71 | % 131.42/83.71 | Equations (4857) can reduce 11859 to: % 131.42/83.71 | (1975) $false % 131.42/83.71 | % 131.42/83.71 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (6450) ~ (all_0_738_738 = e16) % 131.42/83.72 | (6455) all_0_738_738 = e15 | all_0_738_738 = e13 | all_0_738_738 = e12 | all_0_738_738 = e10 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (288), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (6434) all_0_738_738 = e16 % 131.42/83.72 | % 131.42/83.72 | Equations (6434) can reduce 6450 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (6450) ~ (all_0_738_738 = e16) % 131.42/83.72 | (6451) all_0_745_745 = e16 | all_0_752_752 = e16 | all_0_758_758 = e16 | all_0_764_764 = e16 | all_0_771_771 = e16 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (570), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (6399) all_0_740_740 = e16 % 131.42/83.72 | % 131.42/83.72 | From (6399) and (824) follows: % 131.42/83.72 | (11930) op1(e16, e15) = all_0_720_720 % 131.42/83.72 | % 131.42/83.72 | Instantiating formula (1768) with e16, e15, all_0_720_720, e10 and discharging atoms op1(e16, e15) = all_0_720_720, op1(e16, e15) = e10, yields: % 131.42/83.72 | (11931) all_0_720_720 = e10 % 131.42/83.72 | % 131.42/83.72 | From (11931) and (1698) follows: % 131.42/83.72 | (11932) op1(e10, e15) = e11 % 131.42/83.72 | % 131.42/83.72 | Instantiating formula (1768) with e10, e15, e11, e13 and discharging atoms op1(e10, e15) = e13, op1(e10, e15) = e11, yields: % 131.42/83.72 | (6673) e13 = e11 % 131.42/83.72 | % 131.42/83.72 | Equations (6673) can reduce 1041 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (6403) ~ (all_0_740_740 = e16) % 131.42/83.72 | (6404) all_0_740_740 = e15 | all_0_740_740 = e14 | all_0_740_740 = e12 | all_0_740_740 = e10 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (1364), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (6429) all_0_736_736 = e16 % 131.42/83.72 | % 131.42/83.72 | Combining equations (6429,4779) yields a new equation: % 131.42/83.72 | (6786) e16 = e10 % 131.42/83.72 | % 131.42/83.72 | Simplifying 6786 yields: % 131.42/83.72 | (6430) e16 = e10 % 131.42/83.72 | % 131.42/83.72 | Equations (6430) can reduce 891 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (6432) ~ (all_0_736_736 = e16) % 131.42/83.72 | (6433) all_0_737_737 = e16 | all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (6433), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (6496) all_0_737_737 = e16 % 131.42/83.72 | % 131.42/83.72 | Combining equations (6496,8488) yields a new equation: % 131.42/83.72 | (4738) e16 = e14 % 131.42/83.72 | % 131.42/83.72 | Simplifying 4738 yields: % 131.42/83.72 | (4739) e16 = e14 % 131.42/83.72 | % 131.42/83.72 | Equations (4739) can reduce 179 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (7058) ~ (all_0_737_737 = e16) % 131.42/83.72 | (7059) all_0_738_738 = e16 | all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (7059), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (6434) all_0_738_738 = e16 % 131.42/83.72 | % 131.42/83.72 | Equations (6434) can reduce 6450 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (6450) ~ (all_0_738_738 = e16) % 131.42/83.72 | (7063) all_0_739_739 = e16 | all_0_740_740 = e16 | all_0_741_741 = e16 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (7063), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (7064) all_0_739_739 = e16 % 131.42/83.72 | % 131.42/83.72 | From (7064) and (1498) follows: % 131.42/83.72 | (12236) op1(e16, e12) = e15 % 131.42/83.72 | % 131.42/83.72 | Instantiating formula (1768) with e16, e12, e15, e12 and discharging atoms op1(e16, e12) = e15, op1(e16, e12) = e12, yields: % 131.42/83.72 | (6836) e15 = e12 % 131.42/83.72 | % 131.42/83.72 | Equations (6836) can reduce 1219 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (7016) ~ (all_0_739_739 = e16) % 131.42/83.72 | (7067) all_0_740_740 = e16 | all_0_741_741 = e16 % 131.42/83.72 | % 131.42/83.72 +-Applying beta-rule and splitting (7067), into two cases. % 131.42/83.72 |-Branch one: % 131.42/83.72 | (6399) all_0_740_740 = e16 % 131.42/83.72 | % 131.42/83.72 | Equations (6399) can reduce 6403 to: % 131.42/83.72 | (1975) $false % 131.42/83.72 | % 131.42/83.72 |-The branch is then unsatisfiable % 131.42/83.72 |-Branch two: % 131.42/83.72 | (6403) ~ (all_0_740_740 = e16) % 131.42/83.72 | (6413) all_0_741_741 = e16 % 131.42/83.72 | % 131.42/83.72 | Equations (6413) can reduce 4766 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (12734) ~ (all_0_733_733 = e11) % 131.42/83.73 | (12735) all_0_734_734 = e11 | all_0_735_735 = e11 % 131.42/83.73 | % 131.42/83.73 +-Applying beta-rule and splitting (4685), into two cases. % 131.42/83.73 |-Branch one: % 131.42/83.73 | (4819) all_0_733_733 = e12 % 131.42/83.73 | % 131.42/83.73 | Equations (4819) can reduce 4823 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (4823) ~ (all_0_733_733 = e12) % 131.42/83.73 | (4828) all_0_733_733 = e11 % 131.42/83.73 | % 131.42/83.73 | Equations (4828) can reduce 12734 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (11749) ~ (all_0_734_734 = e12) % 131.42/83.73 | (12742) all_0_735_735 = e12 % 131.42/83.73 | % 131.42/83.73 | Combining equations (12742,4692) yields a new equation: % 131.42/83.73 | (6569) e16 = e12 % 131.42/83.73 | % 131.42/83.73 | Equations (6569) can reduce 1569 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (4698) ~ (all_0_735_735 = e16) % 131.42/83.73 | (4699) all_0_735_735 = e12 | all_0_735_735 = e11 % 131.42/83.73 | % 131.42/83.73 +-Applying beta-rule and splitting (4681), into two cases. % 131.42/83.73 |-Branch one: % 131.42/83.73 | (4700) all_0_734_734 = e16 % 131.42/83.73 | % 131.42/83.73 | From (4700) and (495) follows: % 131.42/83.73 | (4701) op1(e16, e16) = all_0_713_713 % 131.42/83.73 | % 131.42/83.73 | Instantiating formula (1768) with e16, e16, all_0_713_713, e15 and discharging atoms op1(e16, e16) = all_0_713_713, op1(e16, e16) = e15, yields: % 131.42/83.73 | (4702) all_0_713_713 = e15 % 131.42/83.73 | % 131.42/83.73 | From (4702) and (1297) follows: % 131.42/83.73 | (4703) op1(e15, e16) = e12 % 131.42/83.73 | % 131.42/83.73 | Instantiating formula (1768) with e15, e16, e12, all_0_736_736 and discharging atoms op1(e15, e16) = all_0_736_736, op1(e15, e16) = e12, yields: % 131.42/83.73 | (4704) all_0_736_736 = e12 % 131.42/83.73 | % 131.42/83.73 | From (4704) and (996) follows: % 131.42/83.73 | (4705) op1(e12, e15) = all_0_691_691 % 131.42/83.73 | % 131.42/83.73 | Instantiating formula (1768) with e12, e15, all_0_691_691, e15 and discharging atoms op1(e12, e15) = all_0_691_691, op1(e12, e15) = e15, yields: % 131.42/83.73 | (4706) all_0_691_691 = e15 % 131.42/83.73 | % 131.42/83.73 | From (4706) and (192) follows: % 131.42/83.73 | (4707) op1(e15, e15) = e16 % 131.42/83.73 | % 131.42/83.73 | Instantiating formula (1768) with e15, e15, e16, e11 and discharging atoms op1(e15, e15) = e16, op1(e15, e15) = e11, yields: % 131.42/83.73 | (4708) e16 = e11 % 131.42/83.73 | % 131.42/83.73 | Equations (4708) can reduce 1279 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (4710) ~ (all_0_734_734 = e16) % 131.42/83.73 | (4692) all_0_735_735 = e16 % 131.42/83.73 | % 131.42/83.73 | Equations (4692) can reduce 4698 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (4741) ~ (all_0_743_743 = e14) % 131.42/83.73 | (4742) all_0_750_750 = e14 | all_0_769_769 = e14 % 131.42/83.73 | % 131.42/83.73 +-Applying beta-rule and splitting (4742), into two cases. % 131.42/83.73 |-Branch one: % 131.42/83.73 | (6441) all_0_750_750 = e14 % 131.42/83.73 | % 131.42/83.73 | Combining equations (6441,4733) yields a new equation: % 131.42/83.73 | (4739) e16 = e14 % 131.42/83.73 | % 131.42/83.73 | Equations (4739) can reduce 179 to: % 131.42/83.73 | (1975) $false % 131.42/83.73 | % 131.42/83.73 |-The branch is then unsatisfiable % 131.42/83.73 |-Branch two: % 131.42/83.73 | (6447) ~ (all_0_750_750 = e14) % 131.42/83.74 | (6529) all_0_769_769 = e14 % 131.42/83.74 | % 131.42/83.74 | Combining equations (6529,6438) yields a new equation: % 131.45/83.74 | (6664) e14 = e13 % 131.45/83.74 | % 131.45/83.74 | Simplifying 6664 yields: % 131.45/83.74 | (6401) e14 = e13 % 131.45/83.74 | % 131.45/83.74 | Equations (6401) can reduce 218 to: % 131.45/83.74 | (1975) $false % 131.45/83.74 | % 131.45/83.74 |-The branch is then unsatisfiable % 131.45/83.74 |-Branch two: % 131.45/83.74 | (4725) ~ (all_0_750_750 = e16) % 131.45/83.74 | (4686) all_0_769_769 = e16 % 131.45/83.74 | % 131.45/83.74 | Equations (4686) can reduce 4713 to: % 131.45/83.74 | (1975) $false % 131.45/83.74 | % 131.45/83.74 |-The branch is then unsatisfiable % 131.45/83.74 |-Branch two: % 131.45/83.74 | (4493) ~ (all_0_659_659 = e26) % 131.45/83.74 | (12774) all_0_659_659 = e24 | all_0_659_659 = e23 % 131.45/83.74 | % 131.45/83.74 +-Applying beta-rule and splitting (12774), into two cases. % 131.45/83.74 |-Branch one: % 131.45/83.74 | (2027) all_0_659_659 = e24 % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 988 to: % 131.45/83.74 | (2944) ~ (all_0_658_658 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 289 to: % 131.45/83.74 | (5405) ~ (all_0_661_661 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 5405 yields: % 131.45/83.74 | (1660) ~ (all_0_661_661 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 4 to: % 131.45/83.74 | (5407) ~ (all_0_662_662 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 5407 yields: % 131.45/83.74 | (3757) ~ (all_0_662_662 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 1129 to: % 131.45/83.74 | (4315) ~ (all_0_663_663 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 4315 yields: % 131.45/83.74 | (3211) ~ (all_0_663_663 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 739 to: % 131.45/83.74 | (3280) ~ (all_0_664_664 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 3280 yields: % 131.45/83.74 | (3281) ~ (all_0_664_664 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 1194 to: % 131.45/83.74 | (9900) ~ (all_0_685_685 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 9900 yields: % 131.45/83.74 | (4614) ~ (all_0_685_685 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 4493 to: % 131.45/83.74 | (2046) ~ (e26 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 2046 yields: % 131.45/83.74 | (1189) ~ (e26 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 816 to: % 131.45/83.74 | (2947) ~ (e25 = e24) % 131.45/83.74 | % 131.45/83.74 | Simplifying 2947 yields: % 131.45/83.74 | (169) ~ (e25 = e24) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 1025 to: % 131.45/83.74 | (784) ~ (e24 = e22) % 131.45/83.74 | % 131.45/83.74 | Equations (2027) can reduce 1442 to: % 131.45/83.74 | (633) ~ (e24 = e20) % 131.45/83.74 | % 131.45/83.74 | From (2027) and (653) follows: % 131.45/83.74 | (12793) op2(e24, e24) = all_0_613_613 % 131.45/83.74 | % 131.45/83.74 | Instantiating formula (364) with e24, e24, all_0_613_613, all_0_660_660 and discharging atoms op2(e24, e24) = all_0_613_613, op2(e24, e24) = all_0_660_660, yields: % 131.45/83.74 | (12794) all_0_613_613 = all_0_660_660 % 131.45/83.74 | % 131.45/83.74 | From (12794) and (1269) follows: % 131.45/83.74 | (12795) op2(all_0_660_660, e24) = e25 % 131.45/83.74 | % 131.45/83.74 | From (12794) and (12793) follows: % 131.45/83.74 | (546) op2(e24, e24) = all_0_660_660 % 131.45/83.74 | % 131.45/83.74 | Instantiating formula (364) with all_0_660_660, e24, e25, all_0_618_618 and discharging atoms op2(all_0_660_660, e24) = all_0_618_618, op2(all_0_660_660, e24) = e25, yields: % 131.45/83.75 | (12797) all_0_618_618 = e25 % 131.45/83.75 | % 131.45/83.75 | From (12797) and (1477) follows: % 131.45/83.75 | (12798) op2(e25, e24) = e24 % 131.45/83.75 | % 131.45/83.75 | From (12797) and (630) follows: % 131.45/83.75 | (12795) op2(all_0_660_660, e24) = e25 % 131.45/83.75 | % 131.45/83.75 | Instantiating formula (364) with e25, e24, e24, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e24, yields: % 131.45/83.75 | (3099) all_0_653_653 = e24 % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 1086 to: % 131.45/83.75 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 442 to: % 131.45/83.75 | (12802) ~ (all_0_654_654 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 12802 yields: % 131.45/83.75 | (871) ~ (all_0_654_654 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 1532 to: % 131.45/83.75 | (12804) ~ (all_0_655_655 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 12804 yields: % 131.45/83.75 | (3096) ~ (all_0_655_655 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 199 to: % 131.45/83.75 | (2311) ~ (all_0_656_656 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 2311 yields: % 131.45/83.75 | (2312) ~ (all_0_656_656 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 556 to: % 131.45/83.75 | (12808) ~ (all_0_657_657 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 12808 yields: % 131.45/83.75 | (3829) ~ (all_0_657_657 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 755 to: % 131.45/83.75 | (12810) ~ (all_0_660_660 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 12810 yields: % 131.45/83.75 | (3632) ~ (all_0_660_660 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 893 to: % 131.45/83.75 | (2038) ~ (all_0_667_667 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 2038 yields: % 131.45/83.75 | (2039) ~ (all_0_667_667 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 1620 to: % 131.45/83.75 | (5413) ~ (all_0_673_673 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 5413 yields: % 131.45/83.75 | (5384) ~ (all_0_673_673 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 336 to: % 131.45/83.75 | (3100) ~ (all_0_679_679 = e24) % 131.45/83.75 | % 131.45/83.75 | Simplifying 3100 yields: % 131.45/83.75 | (3101) ~ (all_0_679_679 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (3099) can reduce 1724 to: % 131.45/83.75 | (149) ~ (e24 = e21) % 131.45/83.75 | % 131.45/83.75 | From (3099) and (598) follows: % 131.45/83.75 | (12798) op2(e25, e24) = e24 % 131.45/83.75 | % 131.45/83.75 +-Applying beta-rule and splitting (620), into two cases. % 131.45/83.75 |-Branch one: % 131.45/83.75 | (4489) all_0_659_659 = e26 % 131.45/83.75 | % 131.45/83.75 | Combining equations (4489,2027) yields a new equation: % 131.45/83.75 | (3656) e26 = e24 % 131.45/83.75 | % 131.45/83.75 | Simplifying 3656 yields: % 131.45/83.75 | (2321) e26 = e24 % 131.45/83.75 | % 131.45/83.75 | Equations (2321) can reduce 1189 to: % 131.45/83.75 | (1975) $false % 131.45/83.75 | % 131.45/83.75 |-The branch is then unsatisfiable % 131.45/83.75 |-Branch two: % 131.45/83.75 | (4493) ~ (all_0_659_659 = e26) % 131.45/83.75 | (4494) all_0_666_666 = e26 | all_0_685_685 = e26 % 131.45/83.75 | % 131.45/83.75 +-Applying beta-rule and splitting (1587), into two cases. % 131.45/83.75 |-Branch one: % 131.45/83.75 | (2015) all_0_685_685 = e26 % 131.45/83.75 | % 131.45/83.75 | Equations (2015) can reduce 1662 to: % 131.45/83.75 | (2016) ~ (all_0_666_666 = e26) % 131.45/83.75 | % 131.45/83.75 | Equations (2015) can reduce 861 to: % 131.45/83.75 | (2017) ~ (all_0_684_684 = e26) % 131.45/83.75 | % 131.45/83.75 | Equations (2015) can reduce 1312 to: % 131.45/83.75 | (5209) ~ (all_0_687_687 = e26) % 131.45/83.75 | % 131.45/83.75 | Simplifying 5209 yields: % 131.45/83.75 | (5210) ~ (all_0_687_687 = e26) % 131.45/83.75 | % 131.45/83.75 | Equations (2015) can reduce 4614 to: % 131.45/83.75 | (1189) ~ (e26 = e24) % 131.45/83.75 | % 131.45/83.75 | Equations (2015) can reduce 228 to: % 131.45/83.75 | (1656) ~ (e26 = e21) % 131.45/83.75 | % 131.45/83.75 | Equations (2015) can reduce 1144 to: % 131.45/83.75 | (443) ~ (e26 = e20) % 131.45/83.75 | % 131.45/83.75 | From (2015) and (395) follows: % 131.45/83.75 | (2025) op2(e26, e20) = all_0_615_615 % 131.45/83.75 | % 131.45/83.75 | From (2015) and (1319) follows: % 131.45/83.75 | (2026) op2(e20, e25) = e26 % 131.45/83.75 | % 131.45/83.75 +-Applying beta-rule and splitting (1545), into two cases. % 131.45/83.75 |-Branch one: % 131.45/83.75 | (2032) all_0_666_666 = e26 % 131.45/83.75 | % 131.45/83.75 | Equations (2032) can reduce 2016 to: % 131.45/83.75 | (1975) $false % 131.45/83.75 | % 131.45/83.75 |-The branch is then unsatisfiable % 131.45/83.75 |-Branch two: % 131.45/83.75 | (2016) ~ (all_0_666_666 = e26) % 131.45/83.75 | (2035) all_0_666_666 = e24 | all_0_666_666 = e23 % 131.45/83.75 | % 131.45/83.75 +-Applying beta-rule and splitting (4618), into two cases. % 131.45/83.75 |-Branch one: % 131.45/83.75 | (4997) all_0_666_666 = e23 % 131.45/83.75 | % 131.45/83.75 | Equations (4997) can reduce 697 to: % 131.45/83.75 | (2679) ~ (all_0_665_665 = e23) % 131.45/83.75 | % 131.45/83.75 | Equations (4997) can reduce 81 to: % 131.45/83.76 | (10572) ~ (all_0_670_670 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 10572 yields: % 131.45/83.76 | (1775) ~ (all_0_670_670 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (4997) can reduce 2016 to: % 131.45/83.76 | (5830) ~ (e26 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 5830 yields: % 131.45/83.76 | (1282) ~ (e26 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (4997) can reduce 1347 to: % 131.45/83.76 | (581) ~ (e23 = e20) % 131.45/83.76 | % 131.45/83.76 | From (4997) and (945) follows: % 131.45/83.76 | (5004) op2(e23, e23) = all_0_614_614 % 131.45/83.76 | % 131.45/83.76 | Instantiating formula (364) with e26, e20, all_0_615_615, all_0_651_651 and discharging atoms op2(e26, e20) = all_0_615_615, op2(e26, e20) = all_0_651_651, yields: % 131.45/83.76 | (2053) all_0_615_615 = all_0_651_651 % 131.45/83.76 | % 131.45/83.76 | Instantiating formula (364) with e23, e23, all_0_614_614, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_614_614, op2(e23, e23) = all_0_668_668, yields: % 131.45/83.76 | (5007) all_0_614_614 = all_0_668_668 % 131.45/83.76 | % 131.45/83.76 | From (5007) and (715) follows: % 131.45/83.76 | (5020) op2(all_0_668_668, e23) = e25 % 131.45/83.76 | % 131.45/83.76 | From (2053) and (1651) follows: % 131.45/83.76 | (2056) op2(all_0_651_651, e20) = e25 % 131.45/83.76 | % 131.45/83.76 | From (5007) and (5004) follows: % 131.45/83.76 | (657) op2(e23, e23) = all_0_668_668 % 131.45/83.76 | % 131.45/83.76 | Instantiating formula (364) with all_0_668_668, e23, e25, all_0_625_625 and discharging atoms op2(all_0_668_668, e23) = all_0_625_625, op2(all_0_668_668, e23) = e25, yields: % 131.45/83.76 | (5038) all_0_625_625 = e25 % 131.45/83.76 | % 131.45/83.76 | From (5038) and (1519) follows: % 131.45/83.76 | (5066) op2(e25, e23) = e23 % 131.45/83.76 | % 131.45/83.76 | From (5038) and (1202) follows: % 131.45/83.76 | (5020) op2(all_0_668_668, e23) = e25 % 131.45/83.76 | % 131.45/83.76 | Instantiating formula (364) with e25, e23, e23, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_654_654, op2(e25, e23) = e23, yields: % 131.45/83.76 | (2624) all_0_654_654 = e23 % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 1815 to: % 131.45/83.76 | (2209) ~ (all_0_652_652 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 1852 to: % 131.45/83.76 | (12858) ~ (all_0_656_656 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 12858 yields: % 131.45/83.76 | (1208) ~ (all_0_656_656 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 1541 to: % 131.45/83.76 | (3326) ~ (all_0_657_657 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 3326 yields: % 131.45/83.76 | (3327) ~ (all_0_657_657 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 583 to: % 131.45/83.76 | (1998) ~ (all_0_661_661 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 1998 yields: % 131.45/83.76 | (1999) ~ (all_0_661_661 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 846 to: % 131.45/83.76 | (12864) ~ (all_0_668_668 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 12864 yields: % 131.45/83.76 | (12865) ~ (all_0_668_668 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 1394 to: % 131.45/83.76 | (5096) ~ (all_0_674_674 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 5096 yields: % 131.45/83.76 | (5097) ~ (all_0_674_674 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 1362 to: % 131.45/83.76 | (11031) ~ (all_0_680_680 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 11031 yields: % 131.45/83.76 | (4042) ~ (all_0_680_680 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 460 to: % 131.45/83.76 | (5828) ~ (all_0_687_687 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 5828 yields: % 131.45/83.76 | (5829) ~ (all_0_687_687 = e23) % 131.45/83.76 | % 131.45/83.76 | Equations (2624) can reduce 871 to: % 131.45/83.76 | (5098) ~ (e24 = e23) % 131.45/83.76 | % 131.45/83.76 | Simplifying 5098 yields: % 131.45/83.76 | (572) ~ (e24 = e23) % 131.45/83.76 | % 131.45/83.76 | From (2624) and (1226) follows: % 131.45/83.76 | (5066) op2(e25, e23) = e23 % 131.45/83.76 | % 131.45/83.76 +-Applying beta-rule and splitting (1329), into two cases. % 131.45/83.76 |-Branch one: % 131.45/83.76 | (2057) all_0_682_682 = e21 % 131.45/83.76 | % 131.45/83.76 | Equations (2057) can reduce 298 to: % 131.45/83.76 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.76 | % 131.45/83.76 | Equations (2057) can reduce 764 to: % 131.45/83.76 | (2560) ~ (all_0_680_680 = e21) % 131.45/83.76 | % 131.45/83.76 +-Applying beta-rule and splitting (1410), into two cases. % 131.45/83.76 |-Branch one: % 131.45/83.76 | (2955) all_0_678_678 = e24 % 131.45/83.76 | % 131.45/83.76 | Equations (2955) can reduce 1371 to: % 131.45/83.76 | (2944) ~ (all_0_658_658 = e24) % 131.45/83.76 | % 131.45/83.76 | From (2955) and (1972) follows: % 131.45/83.76 | (4294) op2(e24, e26) = e24 % 131.45/83.76 | % 131.45/83.76 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 131.45/83.76 | (3319) all_0_658_658 = e24 % 131.45/83.76 | % 131.45/83.76 | Equations (3319) can reduce 2944 to: % 131.45/83.76 | (1975) $false % 131.45/83.76 | % 131.45/83.76 |-The branch is then unsatisfiable % 131.45/83.76 |-Branch two: % 131.45/83.76 | (2946) ~ (all_0_678_678 = e24) % 131.45/83.76 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 131.45/83.76 | % 131.45/83.76 +-Applying beta-rule and splitting (1246), into two cases. % 131.45/83.76 |-Branch one: % 131.45/83.76 | (2067) all_0_678_678 = e21 % 131.45/83.76 | % 131.45/83.76 | Equations (2067) can reduce 2058 to: % 131.45/83.76 | (1975) $false % 131.45/83.76 | % 131.45/83.76 |-The branch is then unsatisfiable % 131.45/83.76 |-Branch two: % 131.45/83.76 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.76 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 131.45/83.76 | % 131.45/83.76 +-Applying beta-rule and splitting (614), into two cases. % 131.45/83.76 |-Branch one: % 131.45/83.76 | (2380) all_0_680_680 = e21 % 131.45/83.76 | % 131.45/83.77 | Equations (2380) can reduce 2560 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (2560) ~ (all_0_680_680 = e21) % 131.45/83.77 | (2561) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 | all_0_680_680 = e20 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (196), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2091) all_0_652_652 = e20 % 131.45/83.77 | % 131.45/83.77 | From (2091) and (602) follows: % 131.45/83.77 | (2092) op2(e20, e26) = e26 % 131.45/83.77 | % 131.45/83.77 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 131.45/83.77 | (2093) all_0_684_684 = e26 % 131.45/83.77 | % 131.45/83.77 | Equations (2093) can reduce 2017 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (2095) ~ (all_0_652_652 = e20) % 131.45/83.77 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (1373), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2707) all_0_674_674 = e21 % 131.45/83.77 | % 131.45/83.77 | Equations (2707) can reduce 907 to: % 131.45/83.77 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (1760), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2059) all_0_658_658 = e21 % 131.45/83.77 | % 131.45/83.77 | Equations (2059) can reduce 1808 to: % 131.45/83.77 | (4943) ~ (all_0_684_684 = e21) % 131.45/83.77 | % 131.45/83.77 | Simplifying 4943 yields: % 131.45/83.77 | (2271) ~ (all_0_684_684 = e21) % 131.45/83.77 | % 131.45/83.77 | From (2059) and (873) follows: % 131.45/83.77 | (2060) op2(e21, e26) = e23 % 131.45/83.77 | % 131.45/83.77 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 131.45/83.77 | (2061) all_0_678_678 = e23 % 131.45/83.77 | % 131.45/83.77 | Equations (2061) can reduce 1525 to: % 131.45/83.77 | (2209) ~ (all_0_652_652 = e23) % 131.45/83.77 | % 131.45/83.77 | Equations (2061) can reduce 290 to: % 131.45/83.77 | (4951) ~ (all_0_684_684 = e23) % 131.45/83.77 | % 131.45/83.77 | Simplifying 4951 yields: % 131.45/83.77 | (2668) ~ (all_0_684_684 = e23) % 131.45/83.77 | % 131.45/83.77 | From (2061) and (1972) follows: % 131.45/83.77 | (2062) op2(e23, e26) = e24 % 131.45/83.77 | % 131.45/83.77 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.45/83.77 | (2063) all_0_665_665 = e24 % 131.45/83.77 | % 131.45/83.77 | Equations (2063) can reduce 1152 to: % 131.45/83.77 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.77 | % 131.45/83.77 | Equations (2063) can reduce 645 to: % 131.45/83.77 | (12912) ~ (all_0_684_684 = e24) % 131.45/83.77 | % 131.45/83.77 | Simplifying 12912 yields: % 131.45/83.77 | (4986) ~ (all_0_684_684 = e24) % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (36), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2144) all_0_684_684 = e21 % 131.45/83.77 | % 131.45/83.77 | Equations (2144) can reduce 2271 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (2271) ~ (all_0_684_684 = e21) % 131.45/83.77 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (670), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2144) all_0_684_684 = e21 % 131.45/83.77 | % 131.45/83.77 | Equations (2144) can reduce 2271 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (2271) ~ (all_0_684_684 = e21) % 131.45/83.77 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (347), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2097) all_0_652_652 = e22 % 131.45/83.77 | % 131.45/83.77 | Equations (2097) can reduce 417 to: % 131.45/83.77 | (9627) ~ (all_0_684_684 = e22) % 131.45/83.77 | % 131.45/83.77 | Simplifying 9627 yields: % 131.45/83.77 | (3862) ~ (all_0_684_684 = e22) % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (9636), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (4046) all_0_684_684 = e20 % 131.45/83.77 | % 131.45/83.77 | Equations (4046) can reduce 421 to: % 131.45/83.77 | (3453) ~ (e25 = e20) % 131.45/83.77 | % 131.45/83.77 | Simplifying 3453 yields: % 131.45/83.77 | (239) ~ (e25 = e20) % 131.45/83.77 | % 131.45/83.77 | From (4046) and (1299) follows: % 131.45/83.77 | (9640) op2(e20, e26) = e25 % 131.45/83.77 | % 131.45/83.77 | From (4046) and (510) follows: % 131.45/83.77 | (9641) op2(e20, e26) = e20 % 131.45/83.77 | % 131.45/83.77 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 131.45/83.77 | (3113) e25 = e20 % 131.45/83.77 | % 131.45/83.77 | Equations (3113) can reduce 239 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (9644) ~ (all_0_684_684 = e20) % 131.45/83.77 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (9645), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (2093) all_0_684_684 = e26 % 131.45/83.77 | % 131.45/83.77 | Equations (2093) can reduce 2017 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (2017) ~ (all_0_684_684 = e26) % 131.45/83.77 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (9649), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (4358) all_0_684_684 = e24 % 131.45/83.77 | % 131.45/83.77 | Equations (4358) can reduce 4986 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (4986) ~ (all_0_684_684 = e24) % 131.45/83.77 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 131.45/83.77 | % 131.45/83.77 +-Applying beta-rule and splitting (9653), into two cases. % 131.45/83.77 |-Branch one: % 131.45/83.77 | (3858) all_0_684_684 = e22 % 131.45/83.77 | % 131.45/83.77 | Equations (3858) can reduce 3862 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.77 |-Branch two: % 131.45/83.77 | (3862) ~ (all_0_684_684 = e22) % 131.45/83.77 | (2664) all_0_684_684 = e23 % 131.45/83.77 | % 131.45/83.77 | Equations (2664) can reduce 2668 to: % 131.45/83.77 | (1975) $false % 131.45/83.77 | % 131.45/83.77 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.78 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2096), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2107) all_0_652_652 = e26 % 131.45/83.78 | % 131.45/83.78 | Equations (2107) can reduce 1658 to: % 131.45/83.78 | (950) ~ (e26 = e25) % 131.45/83.78 | % 131.45/83.78 | From (2107) and (602) follows: % 131.45/83.78 | (2109) op2(e26, e26) = e26 % 131.45/83.78 | % 131.45/83.78 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.45/83.78 | (2110) e26 = e25 % 131.45/83.78 | % 131.45/83.78 | Equations (2110) can reduce 950 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.78 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2117), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2083) all_0_652_652 = e24 % 131.45/83.78 | % 131.45/83.78 | Equations (2083) can reduce 2089 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.78 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2121), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2097) all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 | Equations (2097) can reduce 2101 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.78 | (2125) all_0_652_652 = e23 % 131.45/83.78 | % 131.45/83.78 | Equations (2125) can reduce 2209 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2065) ~ (all_0_658_658 = e21) % 131.45/83.78 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (193), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2071) all_0_665_665 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2071) can reduce 1470 to: % 131.45/83.78 | (2072) ~ (all_0_678_678 = e21) % 131.45/83.78 | % 131.45/83.78 | Simplifying 2072 yields: % 131.45/83.78 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.78 | % 131.45/83.78 | From (2071) and (307) follows: % 131.45/83.78 | (2074) op2(e21, e26) = e21 % 131.45/83.78 | % 131.45/83.78 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 131.45/83.78 | (2067) all_0_678_678 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2067) can reduce 2058 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2077) ~ (all_0_665_665 = e21) % 131.45/83.78 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2066), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2071) all_0_665_665 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2071) can reduce 2077 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2077) ~ (all_0_665_665 = e21) % 131.45/83.78 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2136), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2079) all_0_672_672 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2079) can reduce 2131 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.78 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2140), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2067) all_0_678_678 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2067) can reduce 2058 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.78 | (2144) all_0_684_684 = e21 % 131.45/83.78 | % 131.45/83.78 | From (2144) and (1299) follows: % 131.45/83.78 | (2145) op2(e21, e26) = e25 % 131.45/83.78 | % 131.45/83.78 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 131.45/83.78 | (2146) all_0_678_678 = e25 % 131.45/83.78 | % 131.45/83.78 | Equations (2146) can reduce 1675 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2732) ~ (all_0_674_674 = e21) % 131.45/83.78 | (2733) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e20 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (1648), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2573) all_0_661_661 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2573) can reduce 728 to: % 131.45/83.78 | (2065) ~ (all_0_658_658 = e21) % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (1760), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2059) all_0_658_658 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2059) can reduce 2065 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2065) ~ (all_0_658_658 = e21) % 131.45/83.78 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (121), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2079) all_0_672_672 = e21 % 131.45/83.78 | % 131.45/83.78 | From (2079) and (1758) follows: % 131.45/83.78 | (2082) op2(e22, e26) = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (1580), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2083) all_0_652_652 = e24 % 131.45/83.78 | % 131.45/83.78 | Equations (2083) can reduce 2089 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.78 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (347), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2097) all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 | From (2097) and (602) follows: % 131.45/83.78 | (2098) op2(e22, e26) = e26 % 131.45/83.78 | % 131.45/83.78 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 131.45/83.78 | (1984) e26 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (1984) can reduce 1656 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.78 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2096), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2107) all_0_652_652 = e26 % 131.45/83.78 | % 131.45/83.78 | Equations (2107) can reduce 1658 to: % 131.45/83.78 | (950) ~ (e26 = e25) % 131.45/83.78 | % 131.45/83.78 | From (2107) and (602) follows: % 131.45/83.78 | (2109) op2(e26, e26) = e26 % 131.45/83.78 | % 131.45/83.78 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.45/83.78 | (2110) e26 = e25 % 131.45/83.78 | % 131.45/83.78 | Equations (2110) can reduce 950 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.78 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2117), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2083) all_0_652_652 = e24 % 131.45/83.78 | % 131.45/83.78 | Equations (2083) can reduce 2089 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.78 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2121), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2097) all_0_652_652 = e22 % 131.45/83.78 | % 131.45/83.78 | Equations (2097) can reduce 2101 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.78 | (2125) all_0_652_652 = e23 % 131.45/83.78 | % 131.45/83.78 | Equations (2125) can reduce 2209 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.78 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (193), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2071) all_0_665_665 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2071) can reduce 1470 to: % 131.45/83.78 | (2072) ~ (all_0_678_678 = e21) % 131.45/83.78 | % 131.45/83.78 | Simplifying 2072 yields: % 131.45/83.78 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.78 | % 131.45/83.78 | From (2071) and (307) follows: % 131.45/83.78 | (2074) op2(e21, e26) = e21 % 131.45/83.78 | % 131.45/83.78 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 131.45/83.78 | (2067) all_0_678_678 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2067) can reduce 2058 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2077) ~ (all_0_665_665 = e21) % 131.45/83.78 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 131.45/83.78 | % 131.45/83.78 +-Applying beta-rule and splitting (2066), into two cases. % 131.45/83.78 |-Branch one: % 131.45/83.78 | (2071) all_0_665_665 = e21 % 131.45/83.78 | % 131.45/83.78 | Equations (2071) can reduce 2077 to: % 131.45/83.78 | (1975) $false % 131.45/83.78 | % 131.45/83.78 |-The branch is then unsatisfiable % 131.45/83.78 |-Branch two: % 131.45/83.78 | (2077) ~ (all_0_665_665 = e21) % 131.45/83.78 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.78 | % 131.45/83.79 +-Applying beta-rule and splitting (2136), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2079) all_0_672_672 = e21 % 131.45/83.79 | % 131.45/83.79 | Equations (2079) can reduce 2131 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.79 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (2140), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2067) all_0_678_678 = e21 % 131.45/83.79 | % 131.45/83.79 | Equations (2067) can reduce 2058 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.79 | (2144) all_0_684_684 = e21 % 131.45/83.79 | % 131.45/83.79 | From (2144) and (1299) follows: % 131.45/83.79 | (2145) op2(e21, e26) = e25 % 131.45/83.79 | % 131.45/83.79 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 131.45/83.79 | (2146) all_0_678_678 = e25 % 131.45/83.79 | % 131.45/83.79 | Equations (2146) can reduce 1675 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2693) ~ (all_0_661_661 = e21) % 131.45/83.79 | (2694) all_0_668_668 = e21 | all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (330), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2059) all_0_658_658 = e21 % 131.45/83.79 | % 131.45/83.79 | Equations (2059) can reduce 1808 to: % 131.45/83.79 | (4943) ~ (all_0_684_684 = e21) % 131.45/83.79 | % 131.45/83.79 | Simplifying 4943 yields: % 131.45/83.79 | (2271) ~ (all_0_684_684 = e21) % 131.45/83.79 | % 131.45/83.79 | From (2059) and (873) follows: % 131.45/83.79 | (2060) op2(e21, e26) = e23 % 131.45/83.79 | % 131.45/83.79 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 131.45/83.79 | (2061) all_0_678_678 = e23 % 131.45/83.79 | % 131.45/83.79 | Equations (2061) can reduce 1525 to: % 131.45/83.79 | (2209) ~ (all_0_652_652 = e23) % 131.45/83.79 | % 131.45/83.79 | Equations (2061) can reduce 290 to: % 131.45/83.79 | (4951) ~ (all_0_684_684 = e23) % 131.45/83.79 | % 131.45/83.79 | Simplifying 4951 yields: % 131.45/83.79 | (2668) ~ (all_0_684_684 = e23) % 131.45/83.79 | % 131.45/83.79 | From (2061) and (1972) follows: % 131.45/83.79 | (2062) op2(e23, e26) = e24 % 131.45/83.79 | % 131.45/83.79 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.45/83.79 | (2063) all_0_665_665 = e24 % 131.45/83.79 | % 131.45/83.79 | Equations (2063) can reduce 1152 to: % 131.45/83.79 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.79 | % 131.45/83.79 | Equations (2063) can reduce 645 to: % 131.45/83.79 | (12912) ~ (all_0_684_684 = e24) % 131.45/83.79 | % 131.45/83.79 | Simplifying 12912 yields: % 131.45/83.79 | (4986) ~ (all_0_684_684 = e24) % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (670), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2144) all_0_684_684 = e21 % 131.45/83.79 | % 131.45/83.79 | Equations (2144) can reduce 2271 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2271) ~ (all_0_684_684 = e21) % 131.45/83.79 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (516), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2107) all_0_652_652 = e26 % 131.45/83.79 | % 131.45/83.79 | Equations (2107) can reduce 1658 to: % 131.45/83.79 | (950) ~ (e26 = e25) % 131.45/83.79 | % 131.45/83.79 | From (2107) and (602) follows: % 131.45/83.79 | (2109) op2(e26, e26) = e26 % 131.45/83.79 | % 131.45/83.79 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.45/83.79 | (2110) e26 = e25 % 131.45/83.79 | % 131.45/83.79 | Equations (2110) can reduce 950 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.79 | (2113) all_0_658_658 = e26 | all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (2096), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2107) all_0_652_652 = e26 % 131.45/83.79 | % 131.45/83.79 | Equations (2107) can reduce 2112 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.79 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (2117), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2083) all_0_652_652 = e24 % 131.45/83.79 | % 131.45/83.79 | Equations (2083) can reduce 2089 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.79 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (2121), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (2097) all_0_652_652 = e22 % 131.45/83.79 | % 131.45/83.79 | Equations (2097) can reduce 417 to: % 131.45/83.79 | (9627) ~ (all_0_684_684 = e22) % 131.45/83.79 | % 131.45/83.79 | Simplifying 9627 yields: % 131.45/83.79 | (3862) ~ (all_0_684_684 = e22) % 131.45/83.79 | % 131.45/83.79 +-Applying beta-rule and splitting (9636), into two cases. % 131.45/83.79 |-Branch one: % 131.45/83.79 | (4046) all_0_684_684 = e20 % 131.45/83.79 | % 131.45/83.79 | Equations (4046) can reduce 421 to: % 131.45/83.79 | (3453) ~ (e25 = e20) % 131.45/83.79 | % 131.45/83.79 | Simplifying 3453 yields: % 131.45/83.79 | (239) ~ (e25 = e20) % 131.45/83.79 | % 131.45/83.79 | From (4046) and (1299) follows: % 131.45/83.79 | (9640) op2(e20, e26) = e25 % 131.45/83.79 | % 131.45/83.79 | From (4046) and (510) follows: % 131.45/83.79 | (9641) op2(e20, e26) = e20 % 131.45/83.79 | % 131.45/83.79 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 131.45/83.79 | (3113) e25 = e20 % 131.45/83.79 | % 131.45/83.79 | Equations (3113) can reduce 239 to: % 131.45/83.79 | (1975) $false % 131.45/83.79 | % 131.45/83.79 |-The branch is then unsatisfiable % 131.45/83.79 |-Branch two: % 131.45/83.79 | (9644) ~ (all_0_684_684 = e20) % 131.45/83.79 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.45/83.79 | % 131.45/83.80 +-Applying beta-rule and splitting (9645), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2093) all_0_684_684 = e26 % 131.45/83.80 | % 131.45/83.80 | Equations (2093) can reduce 2017 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2017) ~ (all_0_684_684 = e26) % 131.45/83.80 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (9649), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (4358) all_0_684_684 = e24 % 131.45/83.80 | % 131.45/83.80 | Equations (4358) can reduce 4986 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (4986) ~ (all_0_684_684 = e24) % 131.45/83.80 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (9653), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (3858) all_0_684_684 = e22 % 131.45/83.80 | % 131.45/83.80 | Equations (3858) can reduce 3862 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (3862) ~ (all_0_684_684 = e22) % 131.45/83.80 | (2664) all_0_684_684 = e23 % 131.45/83.80 | % 131.45/83.80 | Equations (2664) can reduce 2668 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.80 | (2125) all_0_652_652 = e23 % 131.45/83.80 | % 131.45/83.80 | Equations (2125) can reduce 2209 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2065) ~ (all_0_658_658 = e21) % 131.45/83.80 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (1760), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2059) all_0_658_658 = e21 % 131.45/83.80 | % 131.45/83.80 | Equations (2059) can reduce 2065 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2065) ~ (all_0_658_658 = e21) % 131.45/83.80 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (121), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2079) all_0_672_672 = e21 % 131.45/83.80 | % 131.45/83.80 | From (2079) and (1758) follows: % 131.45/83.80 | (2082) op2(e22, e26) = e21 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (1580), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2083) all_0_652_652 = e24 % 131.45/83.80 | % 131.45/83.80 | Equations (2083) can reduce 2089 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.80 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (347), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2097) all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 | From (2097) and (602) follows: % 131.45/83.80 | (2098) op2(e22, e26) = e26 % 131.45/83.80 | % 131.45/83.80 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 131.45/83.80 | (1984) e26 = e21 % 131.45/83.80 | % 131.45/83.80 | Equations (1984) can reduce 1656 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.80 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (2096), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2107) all_0_652_652 = e26 % 131.45/83.80 | % 131.45/83.80 | Equations (2107) can reduce 1658 to: % 131.45/83.80 | (950) ~ (e26 = e25) % 131.45/83.80 | % 131.45/83.80 | From (2107) and (602) follows: % 131.45/83.80 | (2109) op2(e26, e26) = e26 % 131.45/83.80 | % 131.45/83.80 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.45/83.80 | (2110) e26 = e25 % 131.45/83.80 | % 131.45/83.80 | Equations (2110) can reduce 950 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.80 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (2117), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2083) all_0_652_652 = e24 % 131.45/83.80 | % 131.45/83.80 | Equations (2083) can reduce 2089 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.80 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (2121), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2097) all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 | Equations (2097) can reduce 2101 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.80 | (2125) all_0_652_652 = e23 % 131.45/83.80 | % 131.45/83.80 | Equations (2125) can reduce 2209 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.80 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (1580), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2083) all_0_652_652 = e24 % 131.45/83.80 | % 131.45/83.80 | Equations (2083) can reduce 2089 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.80 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (140), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2627) all_0_672_672 = e23 % 131.45/83.80 | % 131.45/83.80 | Equations (2627) can reduce 1537 to: % 131.45/83.80 | (2209) ~ (all_0_652_652 = e23) % 131.45/83.80 | % 131.45/83.80 | From (2627) and (1758) follows: % 131.45/83.80 | (10208) op2(e22, e26) = e23 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (347), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2097) all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 | From (2097) and (602) follows: % 131.45/83.80 | (2098) op2(e22, e26) = e26 % 131.45/83.80 | % 131.45/83.80 | Instantiating formula (364) with e22, e26, e26, e23 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e23, yields: % 131.45/83.80 | (2596) e26 = e23 % 131.45/83.80 | % 131.45/83.80 | Equations (2596) can reduce 1282 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.80 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (2096), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2107) all_0_652_652 = e26 % 131.45/83.80 | % 131.45/83.80 | Equations (2107) can reduce 1658 to: % 131.45/83.80 | (950) ~ (e26 = e25) % 131.45/83.80 | % 131.45/83.80 | From (2107) and (602) follows: % 131.45/83.80 | (2109) op2(e26, e26) = e26 % 131.45/83.80 | % 131.45/83.80 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.45/83.80 | (2110) e26 = e25 % 131.45/83.80 | % 131.45/83.80 | Equations (2110) can reduce 950 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.80 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (2117), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2083) all_0_652_652 = e24 % 131.45/83.80 | % 131.45/83.80 | Equations (2083) can reduce 2089 to: % 131.45/83.80 | (1975) $false % 131.45/83.80 | % 131.45/83.80 |-The branch is then unsatisfiable % 131.45/83.80 |-Branch two: % 131.45/83.80 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.80 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 +-Applying beta-rule and splitting (2121), into two cases. % 131.45/83.80 |-Branch one: % 131.45/83.80 | (2097) all_0_652_652 = e22 % 131.45/83.80 | % 131.45/83.80 | Equations (2097) can reduce 2101 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.81 | (2125) all_0_652_652 = e23 % 131.45/83.81 | % 131.45/83.81 | Equations (2125) can reduce 2209 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2658) ~ (all_0_672_672 = e23) % 131.45/83.81 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (937), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2125) all_0_652_652 = e23 % 131.45/83.81 | % 131.45/83.81 | Equations (2125) can reduce 2209 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2209) ~ (all_0_652_652 = e23) % 131.45/83.81 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (543), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2942) all_0_672_672 = e24 % 131.45/83.81 | % 131.45/83.81 | Equations (2942) can reduce 1537 to: % 131.45/83.81 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.81 | % 131.45/83.81 | From (2942) and (1758) follows: % 131.45/83.81 | (2951) op2(e22, e26) = e24 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (347), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2097) all_0_652_652 = e22 % 131.45/83.81 | % 131.45/83.81 | From (2097) and (602) follows: % 131.45/83.81 | (2098) op2(e22, e26) = e26 % 131.45/83.81 | % 131.45/83.81 | Instantiating formula (364) with e22, e26, e26, e24 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e24, yields: % 131.45/83.81 | (2321) e26 = e24 % 131.45/83.81 | % 131.45/83.81 | Equations (2321) can reduce 1189 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.81 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2096), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2107) all_0_652_652 = e26 % 131.45/83.81 | % 131.45/83.81 | Equations (2107) can reduce 1658 to: % 131.45/83.81 | (950) ~ (e26 = e25) % 131.45/83.81 | % 131.45/83.81 | From (2107) and (602) follows: % 131.45/83.81 | (2109) op2(e26, e26) = e26 % 131.45/83.81 | % 131.45/83.81 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.45/83.81 | (2110) e26 = e25 % 131.45/83.81 | % 131.45/83.81 | Equations (2110) can reduce 950 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2112) ~ (all_0_652_652 = e26) % 131.45/83.81 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2117), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2083) all_0_652_652 = e24 % 131.45/83.81 | % 131.45/83.81 | Equations (2083) can reduce 2089 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2089) ~ (all_0_652_652 = e24) % 131.45/83.81 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2121), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2097) all_0_652_652 = e22 % 131.45/83.81 | % 131.45/83.81 | Equations (2097) can reduce 2101 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2101) ~ (all_0_652_652 = e22) % 131.45/83.81 | (2125) all_0_652_652 = e23 % 131.45/83.81 | % 131.45/83.81 | Equations (2125) can reduce 2209 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (4284) ~ (all_0_672_672 = e24) % 131.45/83.81 | (4285) all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (1103), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2079) all_0_672_672 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (2079) can reduce 2131 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.81 | (11048) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e20 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (1052), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2061) all_0_678_678 = e23 % 131.45/83.81 | % 131.45/83.81 | Equations (2061) can reduce 1675 to: % 131.45/83.81 | (2008) ~ (e25 = e23) % 131.45/83.81 | % 131.45/83.81 | Simplifying 2008 yields: % 131.45/83.81 | (1480) ~ (e25 = e23) % 131.45/83.81 | % 131.45/83.81 | Equations (2061) can reduce 2058 to: % 131.45/83.81 | (896) ~ (e23 = e21) % 131.45/83.81 | % 131.45/83.81 | From (2061) and (1972) follows: % 131.45/83.81 | (2062) op2(e23, e26) = e24 % 131.45/83.81 | % 131.45/83.81 | From (2061) and (1003) follows: % 131.45/83.81 | (2060) op2(e21, e26) = e23 % 131.45/83.81 | % 131.45/83.81 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.45/83.81 | (2063) all_0_665_665 = e24 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2066), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2071) all_0_665_665 = e21 % 131.45/83.81 | % 131.45/83.81 | Combining equations (2063,2071) yields a new equation: % 131.45/83.81 | (2323) e24 = e21 % 131.45/83.81 | % 131.45/83.81 | Simplifying 2323 yields: % 131.45/83.81 | (2180) e24 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (2180) can reduce 149 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2077) ~ (all_0_665_665 = e21) % 131.45/83.81 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2136), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2079) all_0_672_672 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (2079) can reduce 2131 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.81 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2140), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2067) all_0_678_678 = e21 % 131.45/83.81 | % 131.45/83.81 | Combining equations (2061,2067) yields a new equation: % 131.45/83.81 | (3716) e23 = e21 % 131.45/83.81 | % 131.45/83.81 | Simplifying 3716 yields: % 131.45/83.81 | (2612) e23 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (2612) can reduce 896 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.81 | (2144) all_0_684_684 = e21 % 131.45/83.81 | % 131.45/83.81 | From (2144) and (1299) follows: % 131.45/83.81 | (2145) op2(e21, e26) = e25 % 131.45/83.81 | % 131.45/83.81 | Instantiating formula (364) with e21, e26, e25, e23 and discharging atoms op2(e21, e26) = e25, op2(e21, e26) = e23, yields: % 131.45/83.81 | (2087) e25 = e23 % 131.45/83.81 | % 131.45/83.81 | Equations (2087) can reduce 1480 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2590) ~ (all_0_678_678 = e23) % 131.45/83.81 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (136), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (4099) all_0_687_687 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (4099) can reduce 1105 to: % 131.45/83.81 | (2271) ~ (all_0_684_684 = e21) % 131.45/83.81 | % 131.45/83.81 | Equations (4099) can reduce 1307 to: % 131.45/83.81 | (1966) ~ (e24 = e21) % 131.45/83.81 | % 131.45/83.81 | Simplifying 1966 yields: % 131.45/83.81 | (149) ~ (e24 = e21) % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2066), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2071) all_0_665_665 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (2071) can reduce 682 to: % 131.45/83.81 | (2065) ~ (all_0_658_658 = e21) % 131.45/83.81 | % 131.45/83.81 | Equations (2071) can reduce 2679 to: % 131.45/83.81 | (2576) ~ (e23 = e21) % 131.45/83.81 | % 131.45/83.81 | Simplifying 2576 yields: % 131.45/83.81 | (896) ~ (e23 = e21) % 131.45/83.81 | % 131.45/83.81 | From (2071) and (262) follows: % 131.45/83.81 | (2675) op2(e23, e26) = e21 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (2090), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (3319) all_0_658_658 = e24 % 131.45/83.81 | % 131.45/83.81 | Equations (3319) can reduce 2944 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2944) ~ (all_0_658_658 = e24) % 131.45/83.81 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.45/83.81 | % 131.45/83.81 +-Applying beta-rule and splitting (4346), into two cases. % 131.45/83.81 |-Branch one: % 131.45/83.81 | (2063) all_0_665_665 = e24 % 131.45/83.81 | % 131.45/83.81 | Combining equations (2071,2063) yields a new equation: % 131.45/83.81 | (2180) e24 = e21 % 131.45/83.81 | % 131.45/83.81 | Equations (2180) can reduce 149 to: % 131.45/83.81 | (1975) $false % 131.45/83.81 | % 131.45/83.81 |-The branch is then unsatisfiable % 131.45/83.81 |-Branch two: % 131.45/83.81 | (2037) ~ (all_0_665_665 = e24) % 131.45/83.82 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (4350), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2942) all_0_672_672 = e24 % 131.45/83.82 | % 131.45/83.82 | Equations (2942) can reduce 4284 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (4284) ~ (all_0_672_672 = e24) % 131.45/83.82 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (4354), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2955) all_0_678_678 = e24 % 131.45/83.82 | % 131.45/83.82 | Equations (2955) can reduce 2946 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2946) ~ (all_0_678_678 = e24) % 131.45/83.82 | (4358) all_0_684_684 = e24 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (2309), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2670) all_0_658_658 = e23 % 131.45/83.82 | % 131.45/83.82 | Equations (2670) can reduce 2065 to: % 131.45/83.82 | (896) ~ (e23 = e21) % 131.45/83.82 | % 131.45/83.82 | From (2670) and (873) follows: % 131.45/83.82 | (2676) op2(e23, e26) = e23 % 131.45/83.82 | % 131.45/83.82 | Instantiating formula (364) with e23, e26, e21, e23 and discharging atoms op2(e23, e26) = e23, op2(e23, e26) = e21, yields: % 131.45/83.82 | (2612) e23 = e21 % 131.45/83.82 | % 131.45/83.82 | Equations (2612) can reduce 896 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (1997) ~ (all_0_658_658 = e23) % 131.45/83.82 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (2673), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2674) all_0_665_665 = e23 % 131.45/83.82 | % 131.45/83.82 | Combining equations (2071,2674) yields a new equation: % 131.45/83.82 | (2612) e23 = e21 % 131.45/83.82 | % 131.45/83.82 | Equations (2612) can reduce 896 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2679) ~ (all_0_665_665 = e23) % 131.45/83.82 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (2680), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2627) all_0_672_672 = e23 % 131.45/83.82 | % 131.45/83.82 | Equations (2627) can reduce 2658 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2658) ~ (all_0_672_672 = e23) % 131.45/83.82 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (2684), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2061) all_0_678_678 = e23 % 131.45/83.82 | % 131.45/83.82 | Equations (2061) can reduce 2590 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2590) ~ (all_0_678_678 = e23) % 131.45/83.82 | (2664) all_0_684_684 = e23 % 131.45/83.82 | % 131.45/83.82 | Combining equations (2664,4358) yields a new equation: % 131.45/83.82 | (2028) e24 = e23 % 131.45/83.82 | % 131.45/83.82 | Equations (2028) can reduce 572 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2077) ~ (all_0_665_665 = e21) % 131.45/83.82 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (2136), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2079) all_0_672_672 = e21 % 131.45/83.82 | % 131.45/83.82 | Equations (2079) can reduce 2131 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2131) ~ (all_0_672_672 = e21) % 131.45/83.82 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.45/83.82 | % 131.45/83.82 +-Applying beta-rule and splitting (2140), into two cases. % 131.45/83.82 |-Branch one: % 131.45/83.82 | (2067) all_0_678_678 = e21 % 131.45/83.82 | % 131.45/83.82 | Equations (2067) can reduce 2058 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (2058) ~ (all_0_678_678 = e21) % 131.45/83.82 | (2144) all_0_684_684 = e21 % 131.45/83.82 | % 131.45/83.82 | Equations (2144) can reduce 2271 to: % 131.45/83.82 | (1975) $false % 131.45/83.82 | % 131.45/83.82 |-The branch is then unsatisfiable % 131.45/83.82 |-Branch two: % 131.45/83.82 | (3392) ~ (all_0_687_687 = e21) % 131.53/83.82 | (13303) all_0_687_687 = e26 | all_0_687_687 = e25 | all_0_687_687 = e23 | all_0_687_687 = e22 | all_0_687_687 = e20 % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (2694), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (3399) all_0_668_668 = e21 % 131.53/83.82 | % 131.53/83.82 | Equations (3399) can reduce 287 to: % 131.53/83.82 | (2077) ~ (all_0_665_665 = e21) % 131.53/83.82 | % 131.53/83.82 | Equations (3399) can reduce 388 to: % 131.53/83.82 | (1966) ~ (e24 = e21) % 131.53/83.82 | % 131.53/83.82 | Simplifying 1966 yields: % 131.53/83.82 | (149) ~ (e24 = e21) % 131.53/83.82 | % 131.53/83.82 | Equations (3399) can reduce 12865 to: % 131.53/83.82 | (2576) ~ (e23 = e21) % 131.53/83.82 | % 131.53/83.82 | Simplifying 2576 yields: % 131.53/83.82 | (896) ~ (e23 = e21) % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (2066), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (2071) all_0_665_665 = e21 % 131.53/83.82 | % 131.53/83.82 | Equations (2071) can reduce 2077 to: % 131.53/83.82 | (1975) $false % 131.53/83.82 | % 131.53/83.82 |-The branch is then unsatisfiable % 131.53/83.82 |-Branch two: % 131.53/83.82 | (2077) ~ (all_0_665_665 = e21) % 131.53/83.82 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (2136), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (2079) all_0_672_672 = e21 % 131.53/83.82 | % 131.53/83.82 | Equations (2079) can reduce 2131 to: % 131.53/83.82 | (1975) $false % 131.53/83.82 | % 131.53/83.82 |-The branch is then unsatisfiable % 131.53/83.82 |-Branch two: % 131.53/83.82 | (2131) ~ (all_0_672_672 = e21) % 131.53/83.82 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (2140), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (2067) all_0_678_678 = e21 % 131.53/83.82 | % 131.53/83.82 | Equations (2067) can reduce 2058 to: % 131.53/83.82 | (1975) $false % 131.53/83.82 | % 131.53/83.82 |-The branch is then unsatisfiable % 131.53/83.82 |-Branch two: % 131.53/83.82 | (2058) ~ (all_0_678_678 = e21) % 131.53/83.82 | (2144) all_0_684_684 = e21 % 131.53/83.82 | % 131.53/83.82 | Equations (2144) can reduce 1808 to: % 131.53/83.82 | (2065) ~ (all_0_658_658 = e21) % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (2309), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (2670) all_0_658_658 = e23 % 131.53/83.82 | % 131.53/83.82 | Equations (2670) can reduce 2944 to: % 131.53/83.82 | (5098) ~ (e24 = e23) % 131.53/83.82 | % 131.53/83.82 | Simplifying 5098 yields: % 131.53/83.82 | (572) ~ (e24 = e23) % 131.53/83.82 | % 131.53/83.82 | Equations (2670) can reduce 2065 to: % 131.53/83.82 | (896) ~ (e23 = e21) % 131.53/83.82 | % 131.53/83.82 | From (2670) and (28) follows: % 131.53/83.82 | (4320) op2(e24, e26) = e23 % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (2090), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (3319) all_0_658_658 = e24 % 131.53/83.82 | % 131.53/83.82 | Combining equations (2670,3319) yields a new equation: % 131.53/83.82 | (2028) e24 = e23 % 131.53/83.82 | % 131.53/83.82 | Equations (2028) can reduce 572 to: % 131.53/83.82 | (1975) $false % 131.53/83.82 | % 131.53/83.82 |-The branch is then unsatisfiable % 131.53/83.82 |-Branch two: % 131.53/83.82 | (2944) ~ (all_0_658_658 = e24) % 131.53/83.82 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.82 | % 131.53/83.82 +-Applying beta-rule and splitting (4346), into two cases. % 131.53/83.82 |-Branch one: % 131.53/83.82 | (2063) all_0_665_665 = e24 % 131.53/83.82 | % 131.53/83.82 | From (2063) and (307) follows: % 131.53/83.83 | (4977) op2(e24, e26) = e21 % 131.53/83.83 | % 131.53/83.83 | Instantiating formula (364) with e24, e26, e21, e23 and discharging atoms op2(e24, e26) = e23, op2(e24, e26) = e21, yields: % 131.53/83.83 | (2612) e23 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (2612) can reduce 896 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2037) ~ (all_0_665_665 = e24) % 131.53/83.83 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (4350), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2942) all_0_672_672 = e24 % 131.53/83.83 | % 131.53/83.83 | Equations (2942) can reduce 4284 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (4284) ~ (all_0_672_672 = e24) % 131.53/83.83 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (4354), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2955) all_0_678_678 = e24 % 131.53/83.83 | % 131.53/83.83 | Equations (2955) can reduce 2946 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2946) ~ (all_0_678_678 = e24) % 131.53/83.83 | (4358) all_0_684_684 = e24 % 131.53/83.83 | % 131.53/83.83 | Combining equations (2144,4358) yields a new equation: % 131.53/83.83 | (2180) e24 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (2180) can reduce 149 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (1997) ~ (all_0_658_658 = e23) % 131.53/83.83 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (2673), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2674) all_0_665_665 = e23 % 131.53/83.83 | % 131.53/83.83 | Equations (2674) can reduce 2679 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2679) ~ (all_0_665_665 = e23) % 131.53/83.83 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (2680), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2627) all_0_672_672 = e23 % 131.53/83.83 | % 131.53/83.83 | Equations (2627) can reduce 2658 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2658) ~ (all_0_672_672 = e23) % 131.53/83.83 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (2684), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2061) all_0_678_678 = e23 % 131.53/83.83 | % 131.53/83.83 | Equations (2061) can reduce 2590 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2590) ~ (all_0_678_678 = e23) % 131.53/83.83 | (2664) all_0_684_684 = e23 % 131.53/83.83 | % 131.53/83.83 | Combining equations (2144,2664) yields a new equation: % 131.53/83.83 | (2612) e23 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (2612) can reduce 896 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (4073) ~ (all_0_668_668 = e21) % 131.53/83.83 | (4074) all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (4074), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2707) all_0_674_674 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (2707) can reduce 2732 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2732) ~ (all_0_674_674 = e21) % 131.53/83.83 | (4081) all_0_680_680 = e21 | all_0_687_687 = e21 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (4081), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2380) all_0_680_680 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (2380) can reduce 2560 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2560) ~ (all_0_680_680 = e21) % 131.53/83.83 | (4099) all_0_687_687 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (4099) can reduce 3392 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2148) ~ (all_0_682_682 = e21) % 131.53/83.83 | (2379) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_690_690 = e20 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (196), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2091) all_0_652_652 = e20 % 131.53/83.83 | % 131.53/83.83 | From (2091) and (602) follows: % 131.53/83.83 | (2092) op2(e20, e26) = e26 % 131.53/83.83 | % 131.53/83.83 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 131.53/83.83 | (2093) all_0_684_684 = e26 % 131.53/83.83 | % 131.53/83.83 | Equations (2093) can reduce 2017 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (2095) ~ (all_0_652_652 = e20) % 131.53/83.83 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (1166), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (3049) all_0_653_653 = e25 % 131.53/83.83 | % 131.53/83.83 | Combining equations (3099,3049) yields a new equation: % 131.53/83.83 | (3094) e25 = e24 % 131.53/83.83 | % 131.53/83.83 | Equations (3094) can reduce 169 to: % 131.53/83.83 | (1975) $false % 131.53/83.83 | % 131.53/83.83 |-The branch is then unsatisfiable % 131.53/83.83 |-Branch two: % 131.53/83.83 | (3055) ~ (all_0_653_653 = e25) % 131.53/83.83 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 131.53/83.83 | % 131.53/83.83 +-Applying beta-rule and splitting (1373), into two cases. % 131.53/83.83 |-Branch one: % 131.53/83.83 | (2707) all_0_674_674 = e21 % 131.53/83.83 | % 131.53/83.83 | Equations (2707) can reduce 907 to: % 131.53/83.83 | (2131) ~ (all_0_672_672 = e21) % 131.53/83.83 | % 131.53/83.83 | Equations (2707) can reduce 1363 to: % 131.53/83.83 | (11277) ~ (all_0_676_676 = e21) % 131.53/83.83 | % 131.53/83.83 | Simplifying 11277 yields: % 131.53/83.83 | (4392) ~ (all_0_676_676 = e21) % 131.53/83.83 | % 131.53/83.83 | Equations (2707) can reduce 1753 to: % 131.53/83.84 | (1966) ~ (e24 = e21) % 131.53/83.84 | % 131.53/83.84 | Simplifying 1966 yields: % 131.53/83.84 | (149) ~ (e24 = e21) % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (100), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2150) all_0_663_663 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2150) can reduce 475 to: % 131.53/83.84 | (2065) ~ (all_0_658_658 = e21) % 131.53/83.84 | % 131.53/83.84 | Equations (2150) can reduce 3211 to: % 131.53/83.84 | (1966) ~ (e24 = e21) % 131.53/83.84 | % 131.53/83.84 | Simplifying 1966 yields: % 131.53/83.84 | (149) ~ (e24 = e21) % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (1760), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2059) all_0_658_658 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2059) can reduce 2065 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2065) ~ (all_0_658_658 = e21) % 131.53/83.84 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (193), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2071) all_0_665_665 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2071) can reduce 1470 to: % 131.53/83.84 | (2072) ~ (all_0_678_678 = e21) % 131.53/83.84 | % 131.53/83.84 | Simplifying 2072 yields: % 131.53/83.84 | (2058) ~ (all_0_678_678 = e21) % 131.53/83.84 | % 131.53/83.84 | From (2071) and (307) follows: % 131.53/83.84 | (2074) op2(e21, e26) = e21 % 131.53/83.84 | % 131.53/83.84 | Instantiating formula (364) with e21, e26, e21, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e21, yields: % 131.53/83.84 | (2067) all_0_678_678 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2067) can reduce 2058 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2077) ~ (all_0_665_665 = e21) % 131.53/83.84 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (36), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2144) all_0_684_684 = e21 % 131.53/83.84 | % 131.53/83.84 | From (2144) and (1299) follows: % 131.53/83.84 | (2145) op2(e21, e26) = e25 % 131.53/83.84 | % 131.53/83.84 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 131.53/83.84 | (2146) all_0_678_678 = e25 % 131.53/83.84 | % 131.53/83.84 | Equations (2146) can reduce 1675 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2271) ~ (all_0_684_684 = e21) % 131.53/83.84 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (2066), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2071) all_0_665_665 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2071) can reduce 2077 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2077) ~ (all_0_665_665 = e21) % 131.53/83.84 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (2136), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2079) all_0_672_672 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2079) can reduce 2131 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2131) ~ (all_0_672_672 = e21) % 131.53/83.84 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (2140), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2067) all_0_678_678 = e21 % 131.53/83.84 | % 131.53/83.84 | From (2067) and (1972) follows: % 131.53/83.84 | (2178) op2(e21, e26) = e24 % 131.53/83.84 | % 131.53/83.84 | From (2067) and (1003) follows: % 131.53/83.84 | (2074) op2(e21, e26) = e21 % 131.53/83.84 | % 131.53/83.84 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 131.53/83.84 | (2180) e24 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2180) can reduce 149 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2058) ~ (all_0_678_678 = e21) % 131.53/83.84 | (2144) all_0_684_684 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2144) can reduce 2271 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2374) ~ (all_0_663_663 = e21) % 131.53/83.84 | (2375) all_0_670_670 = e21 | all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (330), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2059) all_0_658_658 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2059) can reduce 1808 to: % 131.53/83.84 | (4943) ~ (all_0_684_684 = e21) % 131.53/83.84 | % 131.53/83.84 | Simplifying 4943 yields: % 131.53/83.84 | (2271) ~ (all_0_684_684 = e21) % 131.53/83.84 | % 131.53/83.84 | From (2059) and (873) follows: % 131.53/83.84 | (2060) op2(e21, e26) = e23 % 131.53/83.84 | % 131.53/83.84 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 131.53/83.84 | (2061) all_0_678_678 = e23 % 131.53/83.84 | % 131.53/83.84 | Equations (2061) can reduce 1525 to: % 131.53/83.84 | (2209) ~ (all_0_652_652 = e23) % 131.53/83.84 | % 131.53/83.84 | Equations (2061) can reduce 290 to: % 131.53/83.84 | (4951) ~ (all_0_684_684 = e23) % 131.53/83.84 | % 131.53/83.84 | Simplifying 4951 yields: % 131.53/83.84 | (2668) ~ (all_0_684_684 = e23) % 131.53/83.84 | % 131.53/83.84 | From (2061) and (1972) follows: % 131.53/83.84 | (2062) op2(e23, e26) = e24 % 131.53/83.84 | % 131.53/83.84 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.53/83.84 | (2063) all_0_665_665 = e24 % 131.53/83.84 | % 131.53/83.84 | Equations (2063) can reduce 1152 to: % 131.53/83.84 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.84 | % 131.53/83.84 | Equations (2063) can reduce 645 to: % 131.53/83.84 | (12912) ~ (all_0_684_684 = e24) % 131.53/83.84 | % 131.53/83.84 | Simplifying 12912 yields: % 131.53/83.84 | (4986) ~ (all_0_684_684 = e24) % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (347), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2097) all_0_652_652 = e22 % 131.53/83.84 | % 131.53/83.84 | Equations (2097) can reduce 417 to: % 131.53/83.84 | (9627) ~ (all_0_684_684 = e22) % 131.53/83.84 | % 131.53/83.84 | Simplifying 9627 yields: % 131.53/83.84 | (3862) ~ (all_0_684_684 = e22) % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (670), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (2144) all_0_684_684 = e21 % 131.53/83.84 | % 131.53/83.84 | Equations (2144) can reduce 2271 to: % 131.53/83.84 | (1975) $false % 131.53/83.84 | % 131.53/83.84 |-The branch is then unsatisfiable % 131.53/83.84 |-Branch two: % 131.53/83.84 | (2271) ~ (all_0_684_684 = e21) % 131.53/83.84 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 131.53/83.84 | % 131.53/83.84 +-Applying beta-rule and splitting (9636), into two cases. % 131.53/83.84 |-Branch one: % 131.53/83.84 | (4046) all_0_684_684 = e20 % 131.53/83.84 | % 131.53/83.84 | Equations (4046) can reduce 421 to: % 131.53/83.84 | (3453) ~ (e25 = e20) % 131.53/83.84 | % 131.53/83.84 | Simplifying 3453 yields: % 131.53/83.84 | (239) ~ (e25 = e20) % 131.53/83.84 | % 131.53/83.84 | From (4046) and (1299) follows: % 131.53/83.84 | (9640) op2(e20, e26) = e25 % 131.53/83.84 | % 131.53/83.84 | From (4046) and (510) follows: % 131.53/83.84 | (9641) op2(e20, e26) = e20 % 131.53/83.84 | % 131.53/83.84 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 131.53/83.84 | (3113) e25 = e20 % 131.53/83.84 | % 131.53/83.85 | Equations (3113) can reduce 239 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (9644) ~ (all_0_684_684 = e20) % 131.53/83.85 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (9645), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2093) all_0_684_684 = e26 % 131.53/83.85 | % 131.53/83.85 | Equations (2093) can reduce 2017 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2017) ~ (all_0_684_684 = e26) % 131.53/83.85 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (9649), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (4358) all_0_684_684 = e24 % 131.53/83.85 | % 131.53/83.85 | Equations (4358) can reduce 4986 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (4986) ~ (all_0_684_684 = e24) % 131.53/83.85 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (9653), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (3858) all_0_684_684 = e22 % 131.53/83.85 | % 131.53/83.85 | Equations (3858) can reduce 3862 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (3862) ~ (all_0_684_684 = e22) % 131.53/83.85 | (2664) all_0_684_684 = e23 % 131.53/83.85 | % 131.53/83.85 | Equations (2664) can reduce 2668 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2101) ~ (all_0_652_652 = e22) % 131.53/83.85 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (2096), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2107) all_0_652_652 = e26 % 131.53/83.85 | % 131.53/83.85 | Equations (2107) can reduce 1658 to: % 131.53/83.85 | (950) ~ (e26 = e25) % 131.53/83.85 | % 131.53/83.85 | From (2107) and (602) follows: % 131.53/83.85 | (2109) op2(e26, e26) = e26 % 131.53/83.85 | % 131.53/83.85 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.53/83.85 | (2110) e26 = e25 % 131.53/83.85 | % 131.53/83.85 | Equations (2110) can reduce 950 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2112) ~ (all_0_652_652 = e26) % 131.53/83.85 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (2117), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2083) all_0_652_652 = e24 % 131.53/83.85 | % 131.53/83.85 | Equations (2083) can reduce 2089 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.85 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (2121), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2097) all_0_652_652 = e22 % 131.53/83.85 | % 131.53/83.85 | Equations (2097) can reduce 2101 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2101) ~ (all_0_652_652 = e22) % 131.53/83.85 | (2125) all_0_652_652 = e23 % 131.53/83.85 | % 131.53/83.85 | Equations (2125) can reduce 2209 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2065) ~ (all_0_658_658 = e21) % 131.53/83.85 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (1760), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2059) all_0_658_658 = e21 % 131.53/83.85 | % 131.53/83.85 | Equations (2059) can reduce 2065 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2065) ~ (all_0_658_658 = e21) % 131.53/83.85 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (502), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2792) all_0_676_676 = e21 % 131.53/83.85 | % 131.53/83.85 | Equations (2792) can reduce 4392 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (4392) ~ (all_0_676_676 = e21) % 131.53/83.85 | (4393) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e20 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (206), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2057) all_0_682_682 = e21 % 131.53/83.85 | % 131.53/83.85 | Equations (2057) can reduce 2148 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2148) ~ (all_0_682_682 = e21) % 131.53/83.85 | (2149) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e20 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (782), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2067) all_0_678_678 = e21 % 131.53/83.85 | % 131.53/83.85 | From (2067) and (1972) follows: % 131.53/83.85 | (2178) op2(e21, e26) = e24 % 131.53/83.85 | % 131.53/83.85 | From (2067) and (1003) follows: % 131.53/83.85 | (2074) op2(e21, e26) = e21 % 131.53/83.85 | % 131.53/83.85 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 131.53/83.85 | (2180) e24 = e21 % 131.53/83.85 | % 131.53/83.85 | Equations (2180) can reduce 149 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2058) ~ (all_0_678_678 = e21) % 131.53/83.85 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (1246), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2067) all_0_678_678 = e21 % 131.53/83.85 | % 131.53/83.85 | Equations (2067) can reduce 2058 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2058) ~ (all_0_678_678 = e21) % 131.53/83.85 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (558), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2592) all_0_654_654 = e26 % 131.53/83.85 | % 131.53/83.85 | Combining equations (2624,2592) yields a new equation: % 131.53/83.85 | (2596) e26 = e23 % 131.53/83.85 | % 131.53/83.85 | Equations (2596) can reduce 1282 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2598) ~ (all_0_654_654 = e26) % 131.53/83.85 | (2599) all_0_661_661 = e26 | all_0_668_668 = e26 | all_0_674_674 = e26 | all_0_680_680 = e26 | all_0_687_687 = e26 % 131.53/83.85 | % 131.53/83.85 | Equations (2624) can reduce 2598 to: % 131.53/83.85 | (5830) ~ (e26 = e23) % 131.53/83.85 | % 131.53/83.85 | Simplifying 5830 yields: % 131.53/83.85 | (1282) ~ (e26 = e23) % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (140), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2627) all_0_672_672 = e23 % 131.53/83.85 | % 131.53/83.85 | Equations (2627) can reduce 1537 to: % 131.53/83.85 | (2209) ~ (all_0_652_652 = e23) % 131.53/83.85 | % 131.53/83.85 | From (2627) and (1758) follows: % 131.53/83.85 | (10208) op2(e22, e26) = e23 % 131.53/83.85 | % 131.53/83.85 +-Applying beta-rule and splitting (1580), into two cases. % 131.53/83.85 |-Branch one: % 131.53/83.85 | (2083) all_0_652_652 = e24 % 131.53/83.85 | % 131.53/83.85 | Equations (2083) can reduce 2089 to: % 131.53/83.85 | (1975) $false % 131.53/83.85 | % 131.53/83.85 |-The branch is then unsatisfiable % 131.53/83.85 |-Branch two: % 131.53/83.85 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.86 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (347), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2097) all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 | From (2097) and (602) follows: % 131.53/83.86 | (2098) op2(e22, e26) = e26 % 131.53/83.86 | % 131.53/83.86 | Instantiating formula (364) with e22, e26, e26, e23 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e23, yields: % 131.53/83.86 | (2596) e26 = e23 % 131.53/83.86 | % 131.53/83.86 | Equations (2596) can reduce 1282 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2101) ~ (all_0_652_652 = e22) % 131.53/83.86 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2096), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2107) all_0_652_652 = e26 % 131.53/83.86 | % 131.53/83.86 | Equations (2107) can reduce 1658 to: % 131.53/83.86 | (950) ~ (e26 = e25) % 131.53/83.86 | % 131.53/83.86 | From (2107) and (602) follows: % 131.53/83.86 | (2109) op2(e26, e26) = e26 % 131.53/83.86 | % 131.53/83.86 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.53/83.86 | (2110) e26 = e25 % 131.53/83.86 | % 131.53/83.86 | Equations (2110) can reduce 950 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2112) ~ (all_0_652_652 = e26) % 131.53/83.86 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2117), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2083) all_0_652_652 = e24 % 131.53/83.86 | % 131.53/83.86 | Equations (2083) can reduce 2089 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.86 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2121), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2097) all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 | Equations (2097) can reduce 2101 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2101) ~ (all_0_652_652 = e22) % 131.53/83.86 | (2125) all_0_652_652 = e23 % 131.53/83.86 | % 131.53/83.86 | Equations (2125) can reduce 2209 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2658) ~ (all_0_672_672 = e23) % 131.53/83.86 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (937), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2125) all_0_652_652 = e23 % 131.53/83.86 | % 131.53/83.86 | Equations (2125) can reduce 2209 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2209) ~ (all_0_652_652 = e23) % 131.53/83.86 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (543), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2942) all_0_672_672 = e24 % 131.53/83.86 | % 131.53/83.86 | Equations (2942) can reduce 1537 to: % 131.53/83.86 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.86 | % 131.53/83.86 | From (2942) and (1758) follows: % 131.53/83.86 | (2951) op2(e22, e26) = e24 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (347), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2097) all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 | From (2097) and (602) follows: % 131.53/83.86 | (2098) op2(e22, e26) = e26 % 131.53/83.86 | % 131.53/83.86 | Instantiating formula (364) with e22, e26, e26, e24 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e24, yields: % 131.53/83.86 | (2321) e26 = e24 % 131.53/83.86 | % 131.53/83.86 | Equations (2321) can reduce 1189 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2101) ~ (all_0_652_652 = e22) % 131.53/83.86 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2096), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2107) all_0_652_652 = e26 % 131.53/83.86 | % 131.53/83.86 | Equations (2107) can reduce 1658 to: % 131.53/83.86 | (950) ~ (e26 = e25) % 131.53/83.86 | % 131.53/83.86 | From (2107) and (602) follows: % 131.53/83.86 | (2109) op2(e26, e26) = e26 % 131.53/83.86 | % 131.53/83.86 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.53/83.86 | (2110) e26 = e25 % 131.53/83.86 | % 131.53/83.86 | Equations (2110) can reduce 950 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2112) ~ (all_0_652_652 = e26) % 131.53/83.86 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2117), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2083) all_0_652_652 = e24 % 131.53/83.86 | % 131.53/83.86 | Equations (2083) can reduce 2089 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.86 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2121), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2097) all_0_652_652 = e22 % 131.53/83.86 | % 131.53/83.86 | Equations (2097) can reduce 2101 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2101) ~ (all_0_652_652 = e22) % 131.53/83.86 | (2125) all_0_652_652 = e23 % 131.53/83.86 | % 131.53/83.86 | Equations (2125) can reduce 2209 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (4284) ~ (all_0_672_672 = e24) % 131.53/83.86 | (4285) all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (1103), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2079) all_0_672_672 = e21 % 131.53/83.86 | % 131.53/83.86 | Equations (2079) can reduce 2131 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2131) ~ (all_0_672_672 = e21) % 131.53/83.86 | (11048) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e20 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (1052), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2061) all_0_678_678 = e23 % 131.53/83.86 | % 131.53/83.86 | Equations (2061) can reduce 1675 to: % 131.53/83.86 | (2008) ~ (e25 = e23) % 131.53/83.86 | % 131.53/83.86 | Simplifying 2008 yields: % 131.53/83.86 | (1480) ~ (e25 = e23) % 131.53/83.86 | % 131.53/83.86 | Equations (2061) can reduce 2058 to: % 131.53/83.86 | (896) ~ (e23 = e21) % 131.53/83.86 | % 131.53/83.86 | From (2061) and (1972) follows: % 131.53/83.86 | (2062) op2(e23, e26) = e24 % 131.53/83.86 | % 131.53/83.86 | From (2061) and (1003) follows: % 131.53/83.86 | (2060) op2(e21, e26) = e23 % 131.53/83.86 | % 131.53/83.86 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.53/83.86 | (2063) all_0_665_665 = e24 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2066), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2071) all_0_665_665 = e21 % 131.53/83.86 | % 131.53/83.86 | Combining equations (2063,2071) yields a new equation: % 131.53/83.86 | (2323) e24 = e21 % 131.53/83.86 | % 131.53/83.86 | Simplifying 2323 yields: % 131.53/83.86 | (2180) e24 = e21 % 131.53/83.86 | % 131.53/83.86 | Equations (2180) can reduce 149 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2077) ~ (all_0_665_665 = e21) % 131.53/83.86 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2136), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2079) all_0_672_672 = e21 % 131.53/83.86 | % 131.53/83.86 | Equations (2079) can reduce 2131 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2131) ~ (all_0_672_672 = e21) % 131.53/83.86 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.53/83.86 | % 131.53/83.86 +-Applying beta-rule and splitting (2140), into two cases. % 131.53/83.86 |-Branch one: % 131.53/83.86 | (2067) all_0_678_678 = e21 % 131.53/83.86 | % 131.53/83.86 | Combining equations (2067,2061) yields a new equation: % 131.53/83.86 | (2612) e23 = e21 % 131.53/83.86 | % 131.53/83.86 | Equations (2612) can reduce 896 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2058) ~ (all_0_678_678 = e21) % 131.53/83.86 | (2144) all_0_684_684 = e21 % 131.53/83.86 | % 131.53/83.86 | From (2144) and (1299) follows: % 131.53/83.86 | (2145) op2(e21, e26) = e25 % 131.53/83.86 | % 131.53/83.86 | Instantiating formula (364) with e21, e26, e25, e23 and discharging atoms op2(e21, e26) = e25, op2(e21, e26) = e23, yields: % 131.53/83.86 | (2087) e25 = e23 % 131.53/83.86 | % 131.53/83.86 | Equations (2087) can reduce 1480 to: % 131.53/83.86 | (1975) $false % 131.53/83.86 | % 131.53/83.86 |-The branch is then unsatisfiable % 131.53/83.86 |-Branch two: % 131.53/83.86 | (2590) ~ (all_0_678_678 = e23) % 131.53/83.86 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (1410), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2955) all_0_678_678 = e24 % 131.53/83.87 | % 131.53/83.87 | Equations (2955) can reduce 1371 to: % 131.53/83.87 | (2944) ~ (all_0_658_658 = e24) % 131.53/83.87 | % 131.53/83.87 | From (2955) and (1972) follows: % 131.53/83.87 | (4294) op2(e24, e26) = e24 % 131.53/83.87 | % 131.53/83.87 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 131.53/83.87 | (3319) all_0_658_658 = e24 % 131.53/83.87 | % 131.53/83.87 | Equations (3319) can reduce 2944 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2946) ~ (all_0_678_678 = e24) % 131.53/83.87 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (1580), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2083) all_0_652_652 = e24 % 131.53/83.87 | % 131.53/83.87 | Equations (2083) can reduce 2089 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2089) ~ (all_0_652_652 = e24) % 131.53/83.87 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (36), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2144) all_0_684_684 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2144) can reduce 93 to: % 131.53/83.87 | (2798) ~ (all_0_689_689 = e21) % 131.53/83.87 | % 131.53/83.87 | Simplifying 2798 yields: % 131.53/83.87 | (2799) ~ (all_0_689_689 = e21) % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2309), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2670) all_0_658_658 = e23 % 131.53/83.87 | % 131.53/83.87 | Equations (2670) can reduce 2944 to: % 131.53/83.87 | (5098) ~ (e24 = e23) % 131.53/83.87 | % 131.53/83.87 | Simplifying 5098 yields: % 131.53/83.87 | (572) ~ (e24 = e23) % 131.53/83.87 | % 131.53/83.87 | From (2670) and (28) follows: % 131.53/83.87 | (4320) op2(e24, e26) = e23 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2375), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2391) all_0_670_670 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2391) can reduce 1775 to: % 131.53/83.87 | (2576) ~ (e23 = e21) % 131.53/83.87 | % 131.53/83.87 | Simplifying 2576 yields: % 131.53/83.87 | (896) ~ (e23 = e21) % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2090), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (3319) all_0_658_658 = e24 % 131.53/83.87 | % 131.53/83.87 | Combining equations (3319,2670) yields a new equation: % 131.53/83.87 | (3682) e24 = e23 % 131.53/83.87 | % 131.53/83.87 | Simplifying 3682 yields: % 131.53/83.87 | (2028) e24 = e23 % 131.53/83.87 | % 131.53/83.87 | Equations (2028) can reduce 572 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2944) ~ (all_0_658_658 = e24) % 131.53/83.87 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (4346), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2063) all_0_665_665 = e24 % 131.53/83.87 | % 131.53/83.87 | From (2063) and (307) follows: % 131.53/83.87 | (4977) op2(e24, e26) = e21 % 131.53/83.87 | % 131.53/83.87 | Instantiating formula (364) with e24, e26, e21, e23 and discharging atoms op2(e24, e26) = e23, op2(e24, e26) = e21, yields: % 131.53/83.87 | (2612) e23 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2612) can reduce 896 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2037) ~ (all_0_665_665 = e24) % 131.53/83.87 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (4350), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2942) all_0_672_672 = e24 % 131.53/83.87 | % 131.53/83.87 | Equations (2942) can reduce 4284 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (4284) ~ (all_0_672_672 = e24) % 131.53/83.87 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (4354), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2955) all_0_678_678 = e24 % 131.53/83.87 | % 131.53/83.87 | Equations (2955) can reduce 2946 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2946) ~ (all_0_678_678 = e24) % 131.53/83.87 | (4358) all_0_684_684 = e24 % 131.53/83.87 | % 131.53/83.87 | Combining equations (4358,2144) yields a new equation: % 131.53/83.87 | (2323) e24 = e21 % 131.53/83.87 | % 131.53/83.87 | Simplifying 2323 yields: % 131.53/83.87 | (2180) e24 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2180) can reduce 149 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2795) ~ (all_0_670_670 = e21) % 131.53/83.87 | (4447) all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (4447), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2792) all_0_676_676 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2792) can reduce 4392 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (4392) ~ (all_0_676_676 = e21) % 131.53/83.87 | (4451) all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (4451), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2057) all_0_682_682 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2057) can reduce 2148 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2148) ~ (all_0_682_682 = e21) % 131.53/83.87 | (2938) all_0_689_689 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2938) can reduce 2799 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (1997) ~ (all_0_658_658 = e23) % 131.53/83.87 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2375), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2391) all_0_670_670 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2391) can reduce 1775 to: % 131.53/83.87 | (2576) ~ (e23 = e21) % 131.53/83.87 | % 131.53/83.87 | Simplifying 2576 yields: % 131.53/83.87 | (896) ~ (e23 = e21) % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2673), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2674) all_0_665_665 = e23 % 131.53/83.87 | % 131.53/83.87 | Equations (2674) can reduce 2679 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2679) ~ (all_0_665_665 = e23) % 131.53/83.87 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2680), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2627) all_0_672_672 = e23 % 131.53/83.87 | % 131.53/83.87 | Equations (2627) can reduce 2658 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2658) ~ (all_0_672_672 = e23) % 131.53/83.87 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.53/83.87 | % 131.53/83.87 +-Applying beta-rule and splitting (2684), into two cases. % 131.53/83.87 |-Branch one: % 131.53/83.87 | (2061) all_0_678_678 = e23 % 131.53/83.87 | % 131.53/83.87 | Equations (2061) can reduce 2590 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.87 |-Branch two: % 131.53/83.87 | (2590) ~ (all_0_678_678 = e23) % 131.53/83.87 | (2664) all_0_684_684 = e23 % 131.53/83.87 | % 131.53/83.87 | Combining equations (2664,2144) yields a new equation: % 131.53/83.87 | (3716) e23 = e21 % 131.53/83.87 | % 131.53/83.87 | Simplifying 3716 yields: % 131.53/83.87 | (2612) e23 = e21 % 131.53/83.87 | % 131.53/83.87 | Equations (2612) can reduce 896 to: % 131.53/83.87 | (1975) $false % 131.53/83.87 | % 131.53/83.87 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2795) ~ (all_0_670_670 = e21) % 131.53/83.88 | (4447) all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4447), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2792) all_0_676_676 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2792) can reduce 4392 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (4392) ~ (all_0_676_676 = e21) % 131.53/83.88 | (4451) all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4451), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2057) all_0_682_682 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2057) can reduce 2148 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2148) ~ (all_0_682_682 = e21) % 131.53/83.88 | (2938) all_0_689_689 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2938) can reduce 2799 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2271) ~ (all_0_684_684 = e21) % 131.53/83.88 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (2066), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2071) all_0_665_665 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2071) can reduce 1503 to: % 131.53/83.88 | (13709) ~ (all_0_670_670 = e21) % 131.53/83.88 | % 131.53/83.88 | Simplifying 13709 yields: % 131.53/83.88 | (2795) ~ (all_0_670_670 = e21) % 131.53/83.88 | % 131.53/83.88 | From (2071) and (262) follows: % 131.53/83.88 | (2675) op2(e23, e26) = e21 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (2090), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (3319) all_0_658_658 = e24 % 131.53/83.88 | % 131.53/83.88 | Equations (3319) can reduce 2944 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2944) ~ (all_0_658_658 = e24) % 131.53/83.88 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (2375), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2391) all_0_670_670 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2391) can reduce 2795 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2795) ~ (all_0_670_670 = e21) % 131.53/83.88 | (4447) all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4346), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2063) all_0_665_665 = e24 % 131.53/83.88 | % 131.53/83.88 | Combining equations (2071,2063) yields a new equation: % 131.53/83.88 | (2180) e24 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2180) can reduce 149 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2037) ~ (all_0_665_665 = e24) % 131.53/83.88 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4447), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2792) all_0_676_676 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2792) can reduce 4392 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (4392) ~ (all_0_676_676 = e21) % 131.53/83.88 | (4451) all_0_682_682 = e21 | all_0_689_689 = e21 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4350), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2942) all_0_672_672 = e24 % 131.53/83.88 | % 131.53/83.88 | Equations (2942) can reduce 4284 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (4284) ~ (all_0_672_672 = e24) % 131.53/83.88 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4354), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2955) all_0_678_678 = e24 % 131.53/83.88 | % 131.53/83.88 | Equations (2955) can reduce 2946 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2946) ~ (all_0_678_678 = e24) % 131.53/83.88 | (4358) all_0_684_684 = e24 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (2309), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2670) all_0_658_658 = e23 % 131.53/83.88 | % 131.53/83.88 | From (2670) and (873) follows: % 131.53/83.88 | (2676) op2(e23, e26) = e23 % 131.53/83.88 | % 131.53/83.88 +-Applying beta-rule and splitting (4451), into two cases. % 131.53/83.88 |-Branch one: % 131.53/83.88 | (2057) all_0_682_682 = e21 % 131.53/83.88 | % 131.53/83.88 | Equations (2057) can reduce 2148 to: % 131.53/83.88 | (1975) $false % 131.53/83.88 | % 131.53/83.88 |-The branch is then unsatisfiable % 131.53/83.88 |-Branch two: % 131.53/83.88 | (2148) ~ (all_0_682_682 = e21) % 131.62/83.88 | (2938) all_0_689_689 = e21 % 131.62/83.88 | % 131.62/83.88 | Equations (2938) can reduce 1273 to: % 131.62/83.88 | (2576) ~ (e23 = e21) % 131.62/83.88 | % 131.62/83.88 | Simplifying 2576 yields: % 131.62/83.88 | (896) ~ (e23 = e21) % 131.62/83.88 | % 131.62/83.88 | Instantiating formula (364) with e23, e26, e21, e23 and discharging atoms op2(e23, e26) = e23, op2(e23, e26) = e21, yields: % 131.62/83.88 | (2612) e23 = e21 % 131.62/83.88 | % 131.62/83.88 | Equations (2612) can reduce 896 to: % 131.62/83.88 | (1975) $false % 131.62/83.88 | % 131.62/83.88 |-The branch is then unsatisfiable % 131.62/83.88 |-Branch two: % 131.62/83.88 | (1997) ~ (all_0_658_658 = e23) % 131.62/83.88 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.62/83.88 | % 131.62/83.88 +-Applying beta-rule and splitting (4451), into two cases. % 131.62/83.88 |-Branch one: % 131.62/83.88 | (2057) all_0_682_682 = e21 % 131.62/83.88 | % 131.62/83.88 | Equations (2057) can reduce 2148 to: % 131.62/83.88 | (1975) $false % 131.62/83.88 | % 131.62/83.88 |-The branch is then unsatisfiable % 131.62/83.88 |-Branch two: % 131.62/83.88 | (2148) ~ (all_0_682_682 = e21) % 131.62/83.88 | (2938) all_0_689_689 = e21 % 131.62/83.88 | % 131.62/83.88 | Equations (2938) can reduce 1273 to: % 131.62/83.88 | (2576) ~ (e23 = e21) % 131.62/83.88 | % 131.62/83.88 | Simplifying 2576 yields: % 131.62/83.88 | (896) ~ (e23 = e21) % 131.62/83.88 | % 131.62/83.88 +-Applying beta-rule and splitting (2673), into two cases. % 131.62/83.88 |-Branch one: % 131.62/83.88 | (2674) all_0_665_665 = e23 % 131.62/83.88 | % 131.62/83.88 | Combining equations (2674,2071) yields a new equation: % 131.62/83.88 | (3716) e23 = e21 % 131.62/83.88 | % 131.62/83.88 | Simplifying 3716 yields: % 131.62/83.88 | (2612) e23 = e21 % 131.62/83.88 | % 131.62/83.88 | Equations (2612) can reduce 896 to: % 131.62/83.88 | (1975) $false % 131.62/83.88 | % 131.62/83.88 |-The branch is then unsatisfiable % 131.62/83.88 |-Branch two: % 131.62/83.88 | (2679) ~ (all_0_665_665 = e23) % 131.62/83.88 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.62/83.88 | % 131.62/83.88 +-Applying beta-rule and splitting (2680), into two cases. % 131.62/83.88 |-Branch one: % 131.62/83.88 | (2627) all_0_672_672 = e23 % 131.62/83.88 | % 131.62/83.88 | Equations (2627) can reduce 2658 to: % 131.62/83.88 | (1975) $false % 131.62/83.88 | % 131.62/83.88 |-The branch is then unsatisfiable % 131.62/83.88 |-Branch two: % 131.62/83.88 | (2658) ~ (all_0_672_672 = e23) % 131.62/83.88 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.62/83.88 | % 131.62/83.88 +-Applying beta-rule and splitting (2684), into two cases. % 131.62/83.88 |-Branch one: % 131.62/83.88 | (2061) all_0_678_678 = e23 % 131.62/83.88 | % 131.62/83.88 | Equations (2061) can reduce 2590 to: % 131.62/83.88 | (1975) $false % 131.62/83.88 | % 131.62/83.88 |-The branch is then unsatisfiable % 131.62/83.88 |-Branch two: % 131.62/83.89 | (2590) ~ (all_0_678_678 = e23) % 131.62/83.89 | (2664) all_0_684_684 = e23 % 131.62/83.89 | % 131.62/83.89 | Combining equations (2664,4358) yields a new equation: % 131.62/83.89 | (2028) e24 = e23 % 131.62/83.89 | % 131.62/83.89 | Equations (2028) can reduce 572 to: % 131.62/83.89 | (1975) $false % 131.62/83.89 | % 131.62/83.89 |-The branch is then unsatisfiable % 131.62/83.89 |-Branch two: % 131.62/83.89 | (2077) ~ (all_0_665_665 = e21) % 131.62/83.89 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.62/83.89 | % 131.62/83.89 +-Applying beta-rule and splitting (2136), into two cases. % 131.62/83.89 |-Branch one: % 131.62/83.89 | (2079) all_0_672_672 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2079) can reduce 2131 to: % 131.62/83.89 | (1975) $false % 131.62/83.89 | % 131.62/83.89 |-The branch is then unsatisfiable % 131.62/83.89 |-Branch two: % 131.62/83.89 | (2131) ~ (all_0_672_672 = e21) % 131.62/83.89 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.62/83.89 | % 131.62/83.89 +-Applying beta-rule and splitting (2140), into two cases. % 131.62/83.89 |-Branch one: % 131.62/83.89 | (2067) all_0_678_678 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2067) can reduce 2058 to: % 131.62/83.89 | (1975) $false % 131.62/83.89 | % 131.62/83.89 |-The branch is then unsatisfiable % 131.62/83.89 |-Branch two: % 131.62/83.89 | (2058) ~ (all_0_678_678 = e21) % 131.62/83.89 | (2144) all_0_684_684 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2144) can reduce 2271 to: % 131.62/83.89 | (1975) $false % 131.62/83.89 | % 131.62/83.89 |-The branch is then unsatisfiable % 131.62/83.89 |-Branch two: % 131.62/83.89 | (2732) ~ (all_0_674_674 = e21) % 131.62/83.89 | (2733) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 | all_0_674_674 = e20 % 131.62/83.89 | % 131.62/83.89 +-Applying beta-rule and splitting (206), into two cases. % 131.62/83.89 |-Branch one: % 131.62/83.89 | (2057) all_0_682_682 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2057) can reduce 2148 to: % 131.62/83.89 | (1975) $false % 131.62/83.89 | % 131.62/83.89 |-The branch is then unsatisfiable % 131.62/83.89 |-Branch two: % 131.62/83.89 | (2148) ~ (all_0_682_682 = e21) % 131.62/83.89 | (2149) all_0_682_682 = e26 | all_0_682_682 = e25 | all_0_682_682 = e24 | all_0_682_682 = e20 % 131.62/83.89 | % 131.62/83.89 +-Applying beta-rule and splitting (614), into two cases. % 131.62/83.89 |-Branch one: % 131.62/83.89 | (2380) all_0_680_680 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2380) can reduce 1650 to: % 131.62/83.89 | (2732) ~ (all_0_674_674 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2380) can reduce 1237 to: % 131.62/83.89 | (2058) ~ (all_0_678_678 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2380) can reduce 1696 to: % 131.62/83.89 | (3391) ~ (all_0_687_687 = e21) % 131.62/83.89 | % 131.62/83.89 | Simplifying 3391 yields: % 131.62/83.89 | (3392) ~ (all_0_687_687 = e21) % 131.62/83.89 | % 131.62/83.89 | From (2380) and (365) follows: % 131.62/83.89 | (2384) op2(e21, e21) = all_0_627_627 % 131.62/83.89 | % 131.62/83.89 | Instantiating formula (364) with e21, e21, all_0_627_627, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_627_627, op2(e21, e21) = all_0_682_682, yields: % 131.62/83.89 | (2385) all_0_627_627 = all_0_682_682 % 131.62/83.89 | % 131.62/83.89 | From (2385) and (1390) follows: % 131.62/83.89 | (2386) op2(all_0_682_682, e21) = e23 % 131.62/83.89 | % 131.62/83.89 | From (2385) and (2384) follows: % 131.62/83.89 | (1322) op2(e21, e21) = all_0_682_682 % 131.62/83.89 | % 131.62/83.89 | Instantiating formula (364) with all_0_682_682, e21, e23, all_0_640_640 and discharging atoms op2(all_0_682_682, e21) = all_0_640_640, op2(all_0_682_682, e21) = e23, yields: % 131.62/83.89 | (2387) all_0_640_640 = e23 % 131.62/83.89 | % 131.62/83.89 | From (2387) and (1415) follows: % 131.62/83.89 | (2389) op2(e23, e21) = e21 % 131.62/83.89 | % 131.62/83.89 | Instantiating formula (364) with e23, e21, e21, all_0_670_670 and discharging atoms op2(e23, e21) = all_0_670_670, op2(e23, e21) = e21, yields: % 131.62/83.89 | (2391) all_0_670_670 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2391) can reduce 1503 to: % 131.62/83.89 | (2077) ~ (all_0_665_665 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2391) can reduce 325 to: % 131.62/83.89 | (11277) ~ (all_0_676_676 = e21) % 131.62/83.89 | % 131.62/83.89 | Simplifying 11277 yields: % 131.62/83.89 | (4392) ~ (all_0_676_676 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2391) can reduce 1665 to: % 131.62/83.89 | (4925) ~ (all_0_682_682 = e21) % 131.62/83.89 | % 131.62/83.89 | Simplifying 4925 yields: % 131.62/83.89 | (2148) ~ (all_0_682_682 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2391) can reduce 591 to: % 131.62/83.89 | (2798) ~ (all_0_689_689 = e21) % 131.62/83.89 | % 131.62/83.89 | Simplifying 2798 yields: % 131.62/83.89 | (2799) ~ (all_0_689_689 = e21) % 131.62/83.89 | % 131.62/83.89 | From (2391) and (895) follows: % 131.62/83.89 | (2389) op2(e23, e21) = e21 % 131.62/83.89 | % 131.62/83.89 +-Applying beta-rule and splitting (1760), into two cases. % 131.62/83.89 |-Branch one: % 131.62/83.89 | (2059) all_0_658_658 = e21 % 131.62/83.89 | % 131.62/83.89 | Equations (2059) can reduce 682 to: % 131.62/83.89 | (13809) ~ (all_0_665_665 = e21) % 131.62/83.89 | % 131.62/83.89 | Simplifying 13809 yields: % 131.62/83.89 | (2077) ~ (all_0_665_665 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2059) can reduce 904 to: % 131.62/83.89 | (10979) ~ (all_0_672_672 = e21) % 131.62/83.89 | % 131.62/83.89 | Simplifying 10979 yields: % 131.62/83.89 | (2131) ~ (all_0_672_672 = e21) % 131.62/83.89 | % 131.62/83.89 | Equations (2059) can reduce 1808 to: % 131.62/83.90 | (4943) ~ (all_0_684_684 = e21) % 131.62/83.90 | % 131.62/83.90 | Simplifying 4943 yields: % 131.62/83.90 | (2271) ~ (all_0_684_684 = e21) % 131.62/83.90 | % 131.62/83.90 | From (2059) and (873) follows: % 131.62/83.90 | (2060) op2(e21, e26) = e23 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 131.62/83.90 | (2061) all_0_678_678 = e23 % 131.62/83.90 | % 131.62/83.90 | Equations (2061) can reduce 1525 to: % 131.62/83.90 | (2209) ~ (all_0_652_652 = e23) % 131.62/83.90 | % 131.62/83.90 | Equations (2061) can reduce 51 to: % 131.62/83.90 | (3519) ~ (all_0_681_681 = e23) % 131.62/83.90 | % 131.62/83.90 | Simplifying 3519 yields: % 131.62/83.90 | (3520) ~ (all_0_681_681 = e23) % 131.62/83.90 | % 131.62/83.90 | Equations (2061) can reduce 298 to: % 131.62/83.90 | (13820) ~ (all_0_682_682 = e23) % 131.62/83.90 | % 131.62/83.90 | Simplifying 13820 yields: % 131.62/83.90 | (1018) ~ (all_0_682_682 = e23) % 131.62/83.90 | % 131.62/83.90 | From (2061) and (1972) follows: % 131.62/83.90 | (2062) op2(e23, e26) = e24 % 131.62/83.90 | % 131.62/83.90 | From (2061) and (1277) follows: % 131.62/83.90 | (4955) op2(e23, e21) = all_0_611_611 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.62/83.90 | (2063) all_0_665_665 = e24 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e23, e21, all_0_611_611, e21 and discharging atoms op2(e23, e21) = all_0_611_611, op2(e23, e21) = e21, yields: % 131.62/83.90 | (4960) all_0_611_611 = e21 % 131.62/83.90 | % 131.62/83.90 | Equations (2063) can reduce 1152 to: % 131.62/83.90 | (2089) ~ (all_0_652_652 = e24) % 131.62/83.90 | % 131.62/83.90 | Equations (2063) can reduce 389 to: % 131.62/83.90 | (4971) ~ (all_0_669_669 = e24) % 131.62/83.90 | % 131.62/83.90 | Simplifying 4971 yields: % 131.62/83.90 | (4972) ~ (all_0_669_669 = e24) % 131.62/83.90 | % 131.62/83.90 | Equations (2063) can reduce 610 to: % 131.62/83.90 | (2044) ~ (all_0_671_671 = e24) % 131.62/83.90 | % 131.62/83.90 | Simplifying 2044 yields: % 131.62/83.90 | (2045) ~ (all_0_671_671 = e24) % 131.62/83.90 | % 131.62/83.90 | Equations (2063) can reduce 2077 to: % 131.62/83.90 | (149) ~ (e24 = e21) % 131.62/83.90 | % 131.62/83.90 | From (4960) and (1794) follows: % 131.62/83.90 | (4975) op2(e21, e21) = e26 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e21, e21, e26, all_0_682_682 and discharging atoms op2(e21, e21) = all_0_682_682, op2(e21, e21) = e26, yields: % 131.62/83.90 | (4164) all_0_682_682 = e26 % 131.62/83.90 | % 131.62/83.90 | Equations (4164) can reduce 580 to: % 131.62/83.90 | (2326) ~ (all_0_656_656 = e26) % 131.62/83.90 | % 131.62/83.90 | Equations (4164) can reduce 1018 to: % 131.62/83.90 | (1282) ~ (e26 = e23) % 131.62/83.90 | % 131.62/83.90 | Equations (4164) can reduce 617 to: % 131.62/83.90 | (792) ~ (e26 = e22) % 131.62/83.90 | % 131.62/83.90 | Equations (4164) can reduce 2148 to: % 131.62/83.90 | (1656) ~ (e26 = e21) % 131.62/83.90 | % 131.62/83.90 | From (4164) and (1221) follows: % 131.62/83.90 | (5014) op2(all_0_580_580, e26) = all_0_85_85 % 131.62/83.90 | % 131.62/83.90 | From (4164) and (1756) follows: % 131.62/83.90 | (5017) op2(all_0_599_599, e26) = all_0_451_451 % 131.62/83.90 | % 131.62/83.90 | From (4164) and (898) follows: % 131.62/83.90 | (5018) op2(all_0_600_600, e26) = all_0_599_599 % 131.62/83.90 | % 131.62/83.90 | From (4164)(4164) and (1059) follows: % 131.62/83.90 | (5030) op2(e26, e26) = all_0_600_600 % 131.62/83.90 | % 131.62/83.90 | From (4164) and (553) follows: % 131.62/83.90 | (5033) op2(e25, e26) = all_0_580_580 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e26, e26, all_0_600_600, e25 and discharging atoms op2(e26, e26) = all_0_600_600, op2(e26, e26) = e25, yields: % 131.62/83.90 | (5039) all_0_600_600 = e25 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e25, e26, all_0_580_580, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_580_580, op2(e25, e26) = all_0_652_652, yields: % 131.62/83.90 | (5041) all_0_580_580 = all_0_652_652 % 131.62/83.90 | % 131.62/83.90 | From (5041) and (5014) follows: % 131.62/83.90 | (5047) op2(all_0_652_652, e26) = all_0_85_85 % 131.62/83.90 | % 131.62/83.90 | From (5039) and (5018) follows: % 131.62/83.90 | (5059) op2(e25, e26) = all_0_599_599 % 131.62/83.90 | % 131.62/83.90 | From (5039) and (5030) follows: % 131.62/83.90 | (1582) op2(e26, e26) = e25 % 131.62/83.90 | % 131.62/83.90 | From (5041) and (5033) follows: % 131.62/83.90 | (323) op2(e25, e26) = all_0_652_652 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with all_0_652_652, e26, all_0_85_85, e26 and discharging atoms op2(all_0_652_652, e26) = all_0_85_85, op2(all_0_652_652, e26) = e26, yields: % 131.62/83.90 | (5079) all_0_85_85 = e26 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with e25, e26, all_0_599_599, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_599_599, op2(e25, e26) = all_0_652_652, yields: % 131.62/83.90 | (5082) all_0_599_599 = all_0_652_652 % 131.62/83.90 | % 131.62/83.90 | From (5082) and (5017) follows: % 131.62/83.90 | (5110) op2(all_0_652_652, e26) = all_0_451_451 % 131.62/83.90 | % 131.62/83.90 | From (5079) and (5047) follows: % 131.62/83.90 | (602) op2(all_0_652_652, e26) = e26 % 131.62/83.90 | % 131.62/83.90 | Instantiating formula (364) with all_0_652_652, e26, all_0_451_451, e26 and discharging atoms op2(all_0_652_652, e26) = all_0_451_451, op2(all_0_652_652, e26) = e26, yields: % 131.62/83.90 | (5132) all_0_451_451 = e26 % 131.62/83.90 | % 131.62/83.90 | From (5132) and (5110) follows: % 131.62/83.90 | (602) op2(all_0_652_652, e26) = e26 % 131.62/83.90 | % 131.62/83.90 +-Applying beta-rule and splitting (1215), into two cases. % 131.62/83.90 |-Branch one: % 131.62/83.90 | (1974) all_0_651_651 = e21 % 131.62/83.90 | % 131.62/83.90 | Equations (1974) can reduce 1953 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (1953) ~ (all_0_651_651 = e21) % 131.62/83.91 | (5334) all_0_664_664 = e21 | all_0_671_671 = e21 | all_0_677_677 = e21 | all_0_683_683 = e21 | all_0_690_690 = e21 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (36), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2144) all_0_684_684 = e21 % 131.62/83.91 | % 131.62/83.91 | Equations (2144) can reduce 2271 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (2271) ~ (all_0_684_684 = e21) % 131.62/83.91 | (2272) all_0_686_686 = e21 | all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (121), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2079) all_0_672_672 = e21 % 131.62/83.91 | % 131.62/83.91 | Equations (2079) can reduce 2131 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (2131) ~ (all_0_672_672 = e21) % 131.62/83.91 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (670), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2144) all_0_684_684 = e21 % 131.62/83.91 | % 131.62/83.91 | Equations (2144) can reduce 2271 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (2271) ~ (all_0_684_684 = e21) % 131.62/83.91 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (303), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2091) all_0_652_652 = e20 % 131.62/83.91 | % 131.62/83.91 | Equations (2091) can reduce 2095 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (2095) ~ (all_0_652_652 = e20) % 131.62/83.91 | (3430) all_0_658_658 = e20 | all_0_665_665 = e20 | all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (347), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2097) all_0_652_652 = e22 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (516), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2107) all_0_652_652 = e26 % 131.62/83.91 | % 131.62/83.91 | Combining equations (2097,2107) yields a new equation: % 131.62/83.91 | (2999) e26 = e22 % 131.62/83.91 | % 131.62/83.91 | Equations (2999) can reduce 792 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (2112) ~ (all_0_652_652 = e26) % 131.62/83.91 | (2113) all_0_658_658 = e26 | all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (2113), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2085) all_0_658_658 = e26 % 131.62/83.91 | % 131.62/83.91 | Combining equations (2085,2059) yields a new equation: % 131.62/83.91 | (1983) e26 = e21 % 131.62/83.91 | % 131.62/83.91 | Simplifying 1983 yields: % 131.62/83.91 | (1984) e26 = e21 % 131.62/83.91 | % 131.62/83.91 | Equations (1984) can reduce 1656 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (3364) ~ (all_0_658_658 = e26) % 131.62/83.91 | (13886) all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (13886), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (2127) all_0_665_665 = e26 % 131.62/83.91 | % 131.62/83.91 | Combining equations (2063,2127) yields a new equation: % 131.62/83.91 | (2321) e26 = e24 % 131.62/83.91 | % 131.62/83.91 | Equations (2321) can reduce 1189 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (4500) ~ (all_0_665_665 = e26) % 131.62/83.91 | (13891) all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (9636), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (4046) all_0_684_684 = e20 % 131.62/83.91 | % 131.62/83.91 | Equations (4046) can reduce 1456 to: % 131.62/83.91 | (13893) ~ (all_0_690_690 = e20) % 131.62/83.91 | % 131.62/83.91 | Simplifying 13893 yields: % 131.62/83.91 | (4023) ~ (all_0_690_690 = e20) % 131.62/83.91 | % 131.62/83.91 | Equations (4046) can reduce 2017 to: % 131.62/83.91 | (3357) ~ (e26 = e20) % 131.62/83.91 | % 131.62/83.91 | Simplifying 3357 yields: % 131.62/83.91 | (443) ~ (e26 = e20) % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (2379), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (3535) all_0_690_690 = e20 % 131.62/83.91 | % 131.62/83.91 | Equations (3535) can reduce 4023 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (4023) ~ (all_0_690_690 = e20) % 131.62/83.91 | (4024) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (13891), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (4397) all_0_672_672 = e26 % 131.62/83.91 | % 131.62/83.91 | Equations (4397) can reduce 1179 to: % 131.62/83.91 | (4965) ~ (all_0_673_673 = e26) % 131.62/83.91 | % 131.62/83.91 | Simplifying 4965 yields: % 131.62/83.91 | (4966) ~ (all_0_673_673 = e26) % 131.62/83.91 | % 131.62/83.91 | Equations (4397) can reduce 907 to: % 131.62/83.91 | (13904) ~ (all_0_674_674 = e26) % 131.62/83.91 | % 131.62/83.91 | Simplifying 13904 yields: % 131.62/83.91 | (8836) ~ (all_0_674_674 = e26) % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (4024), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (3629) all_0_660_660 = e24 % 131.62/83.91 | % 131.62/83.91 | Equations (3629) can reduce 3632 to: % 131.62/83.91 | (1975) $false % 131.62/83.91 | % 131.62/83.91 |-The branch is then unsatisfiable % 131.62/83.91 |-Branch two: % 131.62/83.91 | (3632) ~ (all_0_660_660 = e24) % 131.62/83.91 | (4030) all_0_668_668 = e23 | all_0_675_675 = e22 % 131.62/83.91 | % 131.62/83.91 +-Applying beta-rule and splitting (4030), into two cases. % 131.62/83.91 |-Branch one: % 131.62/83.91 | (4031) all_0_675_675 = e22 % 131.62/83.91 | % 131.62/83.91 | Equations (4031) can reduce 545 to: % 131.62/83.91 | (3618) ~ (all_0_650_650 = e22) % 131.62/83.91 | % 131.62/83.91 | Equations (4031) can reduce 102 to: % 131.62/83.91 | (5256) ~ (all_0_673_673 = e22) % 131.62/83.91 | % 131.62/83.91 | Equations (4031) can reduce 527 to: % 131.62/83.91 | (4038) ~ (all_0_674_674 = e22) % 131.62/83.91 | % 131.62/83.91 | Equations (4031) can reduce 963 to: % 131.62/83.91 | (11064) ~ (all_0_676_676 = e22) % 131.62/83.91 | % 131.62/83.91 | Simplifying 11064 yields: % 131.62/83.92 | (11065) ~ (all_0_676_676 = e22) % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (1981), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (3640) all_0_650_650 = e26 % 131.62/83.92 | % 131.62/83.92 | Equations (3640) can reduce 236 to: % 131.62/83.92 | (4963) ~ (all_0_655_655 = e26) % 131.62/83.92 | % 131.62/83.92 | Simplifying 4963 yields: % 131.62/83.92 | (4964) ~ (all_0_655_655 = e26) % 131.62/83.92 | % 131.62/83.92 | Equations (3640) can reduce 749 to: % 131.62/83.92 | (13919) ~ (all_0_681_681 = e26) % 131.62/83.92 | % 131.62/83.92 | Simplifying 13919 yields: % 131.62/83.92 | (3679) ~ (all_0_681_681 = e26) % 131.62/83.92 | % 131.62/83.92 | Equations (3640) can reduce 1251 to: % 131.62/83.92 | (1189) ~ (e26 = e24) % 131.62/83.92 | % 131.62/83.92 | Equations (3640) can reduce 3618 to: % 131.62/83.92 | (792) ~ (e26 = e22) % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (1372), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (2107) all_0_652_652 = e26 % 131.62/83.92 | % 131.62/83.92 | Combining equations (2097,2107) yields a new equation: % 131.62/83.92 | (2999) e26 = e22 % 131.62/83.92 | % 131.62/83.92 | Equations (2999) can reduce 792 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (2112) ~ (all_0_652_652 = e26) % 131.62/83.92 | (13927) all_0_653_653 = e26 | all_0_654_654 = e26 | all_0_655_655 = e26 | all_0_656_656 = e26 | all_0_657_657 = e26 % 131.62/83.92 | % 131.62/83.92 | Equations (2097) can reduce 2112 to: % 131.62/83.92 | (5259) ~ (e26 = e22) % 131.62/83.92 | % 131.62/83.92 | Simplifying 5259 yields: % 131.62/83.92 | (792) ~ (e26 = e22) % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (1993), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (3773) all_0_650_650 = e22 % 131.62/83.92 | % 131.62/83.92 | Combining equations (3640,3773) yields a new equation: % 131.62/83.92 | (2998) e26 = e22 % 131.62/83.92 | % 131.62/83.92 | Simplifying 2998 yields: % 131.62/83.92 | (2999) e26 = e22 % 131.62/83.92 | % 131.62/83.92 | Equations (2999) can reduce 792 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (3618) ~ (all_0_650_650 = e22) % 131.62/83.92 | (3617) all_0_651_651 = e22 % 131.62/83.92 | % 131.62/83.92 | Equations (3617) can reduce 699 to: % 131.62/83.92 | (3013) ~ (e24 = e22) % 131.62/83.92 | % 131.62/83.92 | Simplifying 3013 yields: % 131.62/83.92 | (784) ~ (e24 = e22) % 131.62/83.92 | % 131.62/83.92 | Equations (3617) can reduce 1953 to: % 131.62/83.92 | (359) ~ (e22 = e21) % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (13927), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (4958) all_0_653_653 = e26 % 131.62/83.92 | % 131.62/83.92 | Combining equations (3099,4958) yields a new equation: % 131.62/83.92 | (2321) e26 = e24 % 131.62/83.92 | % 131.62/83.92 | Equations (2321) can reduce 1189 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (13942) ~ (all_0_653_653 = e26) % 131.62/83.92 | (13943) all_0_654_654 = e26 | all_0_655_655 = e26 | all_0_656_656 = e26 | all_0_657_657 = e26 % 131.62/83.92 | % 131.62/83.92 | Equations (3099) can reduce 13942 to: % 131.62/83.92 | (2046) ~ (e26 = e24) % 131.62/83.92 | % 131.62/83.92 | Simplifying 2046 yields: % 131.62/83.92 | (1189) ~ (e26 = e24) % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (2733), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (3995) all_0_674_674 = e20 % 131.62/83.92 | % 131.62/83.92 | Equations (3995) can reduce 705 to: % 131.62/83.92 | (8926) ~ (all_0_673_673 = e20) % 131.62/83.92 | % 131.62/83.92 | Equations (3995) can reduce 2732 to: % 131.62/83.92 | (2247) ~ (e21 = e20) % 131.62/83.92 | % 131.62/83.92 | Simplifying 2247 yields: % 131.62/83.92 | (360) ~ (e21 = e20) % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (1135), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (5890) all_0_673_673 = e21 % 131.62/83.92 | % 131.62/83.92 | Equations (5890) can reduce 1961 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (1961) ~ (all_0_673_673 = e21) % 131.62/83.92 | (5893) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 | all_0_673_673 = e20 % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (5893), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (5894) all_0_673_673 = e20 % 131.62/83.92 | % 131.62/83.92 | Equations (5894) can reduce 8926 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (8926) ~ (all_0_673_673 = e20) % 131.62/83.92 | (8927) all_0_673_673 = e26 | all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (8927), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (9084) all_0_673_673 = e26 % 131.62/83.92 | % 131.62/83.92 | Equations (9084) can reduce 4966 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (4966) ~ (all_0_673_673 = e26) % 131.62/83.92 | (9147) all_0_673_673 = e24 | all_0_673_673 = e23 | all_0_673_673 = e22 % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (9147), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.92 | (9148) all_0_673_673 = e24 % 131.62/83.92 | % 131.62/83.92 | Equations (9148) can reduce 5384 to: % 131.62/83.92 | (1975) $false % 131.62/83.92 | % 131.62/83.92 |-The branch is then unsatisfiable % 131.62/83.92 |-Branch two: % 131.62/83.92 | (5384) ~ (all_0_673_673 = e24) % 131.62/83.92 | (9151) all_0_673_673 = e23 | all_0_673_673 = e22 % 131.62/83.92 | % 131.62/83.92 +-Applying beta-rule and splitting (9151), into two cases. % 131.62/83.92 |-Branch one: % 131.62/83.93 | (8828) all_0_673_673 = e22 % 131.62/83.93 | % 131.62/83.93 | Equations (8828) can reduce 5256 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (5256) ~ (all_0_673_673 = e22) % 131.62/83.93 | (8949) all_0_673_673 = e23 % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 1672 to: % 131.62/83.93 | (9433) ~ (all_0_660_660 = e23) % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 1597 to: % 131.62/83.93 | (13971) ~ (all_0_677_677 = e23) % 131.62/83.93 | % 131.62/83.93 | Simplifying 13971 yields: % 131.62/83.93 | (4015) ~ (all_0_677_677 = e23) % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 679 to: % 131.62/83.93 | (13973) ~ (all_0_686_686 = e23) % 131.62/83.93 | % 131.62/83.93 | Simplifying 13973 yields: % 131.62/83.93 | (9192) ~ (all_0_686_686 = e23) % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 4966 to: % 131.62/83.93 | (5830) ~ (e26 = e23) % 131.62/83.93 | % 131.62/83.93 | Simplifying 5830 yields: % 131.62/83.93 | (1282) ~ (e26 = e23) % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 5384 to: % 131.62/83.93 | (5098) ~ (e24 = e23) % 131.62/83.93 | % 131.62/83.93 | Simplifying 5098 yields: % 131.62/83.93 | (572) ~ (e24 = e23) % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 1961 to: % 131.62/83.93 | (896) ~ (e23 = e21) % 131.62/83.93 | % 131.62/83.93 | Equations (8949) can reduce 8926 to: % 131.62/83.93 | (581) ~ (e23 = e20) % 131.62/83.93 | % 131.62/83.93 +-Applying beta-rule and splitting (13943), into two cases. % 131.62/83.93 |-Branch one: % 131.62/83.93 | (2592) all_0_654_654 = e26 % 131.62/83.93 | % 131.62/83.93 | Combining equations (2624,2592) yields a new equation: % 131.62/83.93 | (2596) e26 = e23 % 131.62/83.93 | % 131.62/83.93 | Equations (2596) can reduce 1282 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (2598) ~ (all_0_654_654 = e26) % 131.62/83.93 | (13985) all_0_655_655 = e26 | all_0_656_656 = e26 | all_0_657_657 = e26 % 131.62/83.93 | % 131.62/83.93 +-Applying beta-rule and splitting (502), into two cases. % 131.62/83.93 |-Branch one: % 131.62/83.93 | (2792) all_0_676_676 = e21 % 131.62/83.93 | % 131.62/83.93 | Equations (2792) can reduce 4392 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (4392) ~ (all_0_676_676 = e21) % 131.62/83.93 | (4393) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e20 % 131.62/83.93 | % 131.62/83.93 +-Applying beta-rule and splitting (2132), into two cases. % 131.62/83.93 |-Branch one: % 131.62/83.93 | (5890) all_0_673_673 = e21 % 131.62/83.93 | % 131.62/83.93 | Combining equations (8949,5890) yields a new equation: % 131.62/83.93 | (3716) e23 = e21 % 131.62/83.93 | % 131.62/83.93 | Simplifying 3716 yields: % 131.62/83.93 | (2612) e23 = e21 % 131.62/83.93 | % 131.62/83.93 | Equations (2612) can reduce 896 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (1961) ~ (all_0_673_673 = e21) % 131.62/83.93 | (9291) all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.62/83.93 | % 131.62/83.93 +-Applying beta-rule and splitting (9291), into two cases. % 131.62/83.93 |-Branch one: % 131.62/83.93 | (2707) all_0_674_674 = e21 % 131.62/83.93 | % 131.62/83.93 | Combining equations (3995,2707) yields a new equation: % 131.62/83.93 | (2252) e21 = e20 % 131.62/83.93 | % 131.62/83.93 | Equations (2252) can reduce 360 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (2732) ~ (all_0_674_674 = e21) % 131.62/83.93 | (9303) all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.62/83.93 | % 131.62/83.93 +-Applying beta-rule and splitting (9303), into two cases. % 131.62/83.93 |-Branch one: % 131.62/83.93 | (5968) all_0_675_675 = e21 % 131.62/83.93 | % 131.62/83.93 | Combining equations (5968,4031) yields a new equation: % 131.62/83.93 | (1990) e22 = e21 % 131.62/83.93 | % 131.62/83.93 | Equations (1990) can reduce 359 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (5740) ~ (all_0_675_675 = e21) % 131.62/83.93 | (9491) all_0_676_676 = e21 | all_0_677_677 = e21 % 131.62/83.93 | % 131.62/83.93 +-Applying beta-rule and splitting (9491), into two cases. % 131.62/83.93 |-Branch one: % 131.62/83.93 | (2792) all_0_676_676 = e21 % 131.62/83.93 | % 131.62/83.93 | Equations (2792) can reduce 4392 to: % 131.62/83.93 | (1975) $false % 131.62/83.93 | % 131.62/83.93 |-The branch is then unsatisfiable % 131.62/83.93 |-Branch two: % 131.62/83.93 | (4392) ~ (all_0_676_676 = e21) % 131.62/83.93 | (5722) all_0_677_677 = e21 % 131.62/83.93 | % 131.62/83.93 | Equations (5722) can reduce 707 to: % 131.62/83.93 | (4392) ~ (all_0_676_676 = e21) % 131.62/83.93 | % 131.62/83.93 | Equations (5722) can reduce 154 to: % 131.62/83.94 | (3393) ~ (all_0_690_690 = e21) % 131.62/83.94 | % 131.62/83.94 | Simplifying 3393 yields: % 131.62/83.94 | (3394) ~ (all_0_690_690 = e21) % 131.62/83.94 | % 131.62/83.94 | Equations (5722) can reduce 4015 to: % 131.62/83.94 | (2576) ~ (e23 = e21) % 131.62/83.94 | % 131.62/83.94 | Simplifying 2576 yields: % 131.62/83.94 | (896) ~ (e23 = e21) % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (543), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (2942) all_0_672_672 = e24 % 131.62/83.94 | % 131.62/83.94 | Combining equations (4397,2942) yields a new equation: % 131.62/83.94 | (3656) e26 = e24 % 131.62/83.94 | % 131.62/83.94 | Simplifying 3656 yields: % 131.62/83.94 | (2321) e26 = e24 % 131.62/83.94 | % 131.62/83.94 | Equations (2321) can reduce 1189 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (4284) ~ (all_0_672_672 = e24) % 131.62/83.94 | (4285) all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (4285), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (9148) all_0_673_673 = e24 % 131.62/83.94 | % 131.62/83.94 | Combining equations (9148,8949) yields a new equation: % 131.62/83.94 | (3682) e24 = e23 % 131.62/83.94 | % 131.62/83.94 | Simplifying 3682 yields: % 131.62/83.94 | (2028) e24 = e23 % 131.62/83.94 | % 131.62/83.94 | Equations (2028) can reduce 572 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (5384) ~ (all_0_673_673 = e24) % 131.62/83.94 | (14026) all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (14026), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (5995) all_0_675_675 = e24 % 131.62/83.94 | % 131.62/83.94 | Combining equations (5995,4031) yields a new equation: % 131.62/83.94 | (3008) e24 = e22 % 131.62/83.94 | % 131.62/83.94 | Simplifying 3008 yields: % 131.62/83.94 | (3009) e24 = e22 % 131.62/83.94 | % 131.62/83.94 | Equations (3009) can reduce 784 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (5386) ~ (all_0_675_675 = e24) % 131.62/83.94 | (14032) all_0_676_676 = e24 | all_0_677_677 = e24 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (14032), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (4330) all_0_676_676 = e24 % 131.62/83.94 | % 131.62/83.94 | Equations (4330) can reduce 11065 to: % 131.62/83.94 | (784) ~ (e24 = e22) % 131.62/83.94 | % 131.62/83.94 | Equations (4330) can reduce 4392 to: % 131.62/83.94 | (149) ~ (e24 = e21) % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (2272), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (5730) all_0_686_686 = e21 % 131.62/83.94 | % 131.62/83.94 | Equations (5730) can reduce 1965 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (1965) ~ (all_0_686_686 = e21) % 131.62/83.94 | (5733) all_0_687_687 = e21 | all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (5733), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (4099) all_0_687_687 = e21 % 131.62/83.94 | % 131.62/83.94 | Equations (4099) can reduce 3392 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (3392) ~ (all_0_687_687 = e21) % 131.62/83.94 | (5737) all_0_688_688 = e21 | all_0_689_689 = e21 | all_0_690_690 = e21 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (5737), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (5738) all_0_688_688 = e21 % 131.62/83.94 | % 131.62/83.94 | Equations (5738) can reduce 13 to: % 131.62/83.94 | (3160) ~ (all_0_681_681 = e21) % 131.62/83.94 | % 131.62/83.94 | Equations (5738) can reduce 107 to: % 131.62/83.94 | (3393) ~ (all_0_690_690 = e21) % 131.62/83.94 | % 131.62/83.94 | Simplifying 3393 yields: % 131.62/83.94 | (3394) ~ (all_0_690_690 = e21) % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (1506), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (3092) all_0_655_655 = e24 % 131.62/83.94 | % 131.62/83.94 | Equations (3092) can reduce 3096 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (3096) ~ (all_0_655_655 = e24) % 131.62/83.94 | (3097) all_0_662_662 = e24 | all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (1209), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (2664) all_0_684_684 = e23 % 131.62/83.94 | % 131.62/83.94 | Combining equations (4046,2664) yields a new equation: % 131.62/83.94 | (2604) e23 = e20 % 131.62/83.94 | % 131.62/83.94 | Equations (2604) can reduce 581 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (2668) ~ (all_0_684_684 = e23) % 131.62/83.94 | (2669) all_0_685_685 = e23 | all_0_686_686 = e23 | all_0_687_687 = e23 | all_0_688_688 = e23 | all_0_690_690 = e23 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (3097), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (3692) all_0_662_662 = e24 % 131.62/83.94 | % 131.62/83.94 | Equations (3692) can reduce 3757 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (3757) ~ (all_0_662_662 = e24) % 131.62/83.94 | (9504) all_0_669_669 = e24 | all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (13985), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (8872) all_0_655_655 = e26 % 131.62/83.94 | % 131.62/83.94 | Equations (8872) can reduce 4964 to: % 131.62/83.94 | (1975) $false % 131.62/83.94 | % 131.62/83.94 |-The branch is then unsatisfiable % 131.62/83.94 |-Branch two: % 131.62/83.94 | (4964) ~ (all_0_655_655 = e26) % 131.62/83.94 | (14064) all_0_656_656 = e26 | all_0_657_657 = e26 % 131.62/83.94 | % 131.62/83.94 +-Applying beta-rule and splitting (9504), into two cases. % 131.62/83.94 |-Branch one: % 131.62/83.94 | (9505) all_0_669_669 = e24 % 131.62/83.94 | % 131.62/83.95 | Equations (9505) can reduce 4972 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (4972) ~ (all_0_669_669 = e24) % 131.62/83.95 | (9508) all_0_675_675 = e24 | all_0_681_681 = e24 | all_0_688_688 = e24 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (9508), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (5995) all_0_675_675 = e24 % 131.62/83.95 | % 131.62/83.95 | Combining equations (4031,5995) yields a new equation: % 131.62/83.95 | (3009) e24 = e22 % 131.62/83.95 | % 131.62/83.95 | Equations (3009) can reduce 784 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (5386) ~ (all_0_675_675 = e24) % 131.62/83.95 | (9512) all_0_681_681 = e24 | all_0_688_688 = e24 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (14064), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (2315) all_0_656_656 = e26 % 131.62/83.95 | % 131.62/83.95 | Equations (2315) can reduce 2326 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (2326) ~ (all_0_656_656 = e26) % 131.62/83.95 | (3590) all_0_657_657 = e26 % 131.62/83.95 | % 131.62/83.95 | Equations (3590) can reduce 3327 to: % 131.62/83.95 | (1282) ~ (e26 = e23) % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (2669), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (4615) all_0_685_685 = e23 % 131.62/83.95 | % 131.62/83.95 | Combining equations (2015,4615) yields a new equation: % 131.62/83.95 | (3673) e26 = e23 % 131.62/83.95 | % 131.62/83.95 | Simplifying 3673 yields: % 131.62/83.95 | (2596) e26 = e23 % 131.62/83.95 | % 131.62/83.95 | Equations (2596) can reduce 1282 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (2007) ~ (all_0_685_685 = e23) % 131.62/83.95 | (14084) all_0_686_686 = e23 | all_0_687_687 = e23 | all_0_688_688 = e23 | all_0_690_690 = e23 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (9512), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (3145) all_0_681_681 = e24 % 131.62/83.95 | % 131.62/83.95 | Equations (3145) can reduce 1010 to: % 131.62/83.95 | (3757) ~ (all_0_662_662 = e24) % 131.62/83.95 | % 131.62/83.95 | Equations (3145) can reduce 820 to: % 131.62/83.95 | (3146) ~ (all_0_683_683 = e24) % 131.62/83.95 | % 131.62/83.95 | Simplifying 3146 yields: % 131.62/83.95 | (3124) ~ (all_0_683_683 = e24) % 131.62/83.95 | % 131.62/83.95 | Equations (3145) can reduce 3679 to: % 131.62/83.95 | (2046) ~ (e26 = e24) % 131.62/83.95 | % 131.62/83.95 | Simplifying 2046 yields: % 131.62/83.95 | (1189) ~ (e26 = e24) % 131.62/83.95 | % 131.62/83.95 | Equations (3145) can reduce 3520 to: % 131.62/83.95 | (572) ~ (e24 = e23) % 131.62/83.95 | % 131.62/83.95 | Equations (3145) can reduce 3160 to: % 131.62/83.95 | (149) ~ (e24 = e21) % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (1348), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (3279) all_0_657_657 = e24 % 131.62/83.95 | % 131.62/83.95 | Combining equations (3590,3279) yields a new equation: % 131.62/83.95 | (3656) e26 = e24 % 131.62/83.95 | % 131.62/83.95 | Simplifying 3656 yields: % 131.62/83.95 | (2321) e26 = e24 % 131.62/83.95 | % 131.62/83.95 | Equations (2321) can reduce 1189 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (3829) ~ (all_0_657_657 = e24) % 131.62/83.95 | (9528) all_0_664_664 = e24 | all_0_671_671 = e24 | all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (9528), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (3283) all_0_664_664 = e24 % 131.62/83.95 | % 131.62/83.95 | Equations (3283) can reduce 3281 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (3281) ~ (all_0_664_664 = e24) % 131.62/83.95 | (9532) all_0_671_671 = e24 | all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (9532), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (9533) all_0_671_671 = e24 % 131.62/83.95 | % 131.62/83.95 | Equations (9533) can reduce 2045 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (2045) ~ (all_0_671_671 = e24) % 131.62/83.95 | (9536) all_0_677_677 = e24 | all_0_683_683 = e24 | all_0_690_690 = e24 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (14084), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (5826) all_0_686_686 = e23 % 131.62/83.95 | % 131.62/83.95 | Equations (5826) can reduce 9192 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (9192) ~ (all_0_686_686 = e23) % 131.62/83.95 | (14110) all_0_687_687 = e23 | all_0_688_688 = e23 | all_0_690_690 = e23 % 131.62/83.95 | % 131.62/83.95 +-Applying beta-rule and splitting (14110), into two cases. % 131.62/83.95 |-Branch one: % 131.62/83.95 | (14111) all_0_687_687 = e23 % 131.62/83.95 | % 131.62/83.95 | Equations (14111) can reduce 5829 to: % 131.62/83.95 | (1975) $false % 131.62/83.95 | % 131.62/83.95 |-The branch is then unsatisfiable % 131.62/83.95 |-Branch two: % 131.62/83.95 | (5829) ~ (all_0_687_687 = e23) % 131.62/83.96 | (14114) all_0_688_688 = e23 | all_0_690_690 = e23 % 131.62/83.96 | % 131.62/83.96 +-Applying beta-rule and splitting (14114), into two cases. % 131.62/83.96 |-Branch one: % 131.62/83.96 | (3920) all_0_688_688 = e23 % 131.62/83.96 | % 131.62/83.96 | Combining equations (3920,5738) yields a new equation: % 131.62/83.96 | (3716) e23 = e21 % 131.62/83.96 | % 131.62/83.96 | Simplifying 3716 yields: % 131.62/83.96 | (2612) e23 = e21 % 131.62/83.96 | % 131.62/83.96 | Equations (2612) can reduce 896 to: % 131.62/83.96 | (1975) $false % 131.62/83.96 | % 131.62/83.96 |-The branch is then unsatisfiable % 131.62/83.96 |-Branch two: % 131.62/83.96 | (9449) ~ (all_0_688_688 = e23) % 131.62/83.96 | (4020) all_0_690_690 = e23 % 131.62/83.96 | % 131.62/83.96 | Equations (4020) can reduce 1426 to: % 131.62/83.96 | (2003) ~ (all_0_664_664 = e23) % 131.62/83.96 | % 131.62/83.96 | Equations (4020) can reduce 3394 to: % 131.62/83.96 | (896) ~ (e23 = e21) % 131.62/83.96 | % 131.62/83.96 +-Applying beta-rule and splitting (9536), into two cases. % 131.62/83.96 |-Branch one: % 131.62/83.96 | (9399) all_0_677_677 = e24 % 131.62/83.96 | % 131.62/83.96 | Combining equations (5722,9399) yields a new equation: % 131.62/83.96 | (2180) e24 = e21 % 131.62/83.96 | % 131.62/83.96 | Equations (2180) can reduce 149 to: % 131.62/83.96 | (1975) $false % 131.62/83.96 | % 131.62/83.96 |-The branch is then unsatisfiable % 131.62/83.96 |-Branch two: % 131.62/83.96 | (5388) ~ (all_0_677_677 = e24) % 131.62/83.96 | (9540) all_0_683_683 = e24 | all_0_690_690 = e24 % 131.62/83.96 | % 131.62/83.96 +-Applying beta-rule and splitting (650), into two cases. % 131.62/83.96 |-Branch one: % 131.62/83.96 | (2670) all_0_658_658 = e23 % 131.62/83.96 | % 131.62/83.96 | Combining equations (2059,2670) yields a new equation: % 131.62/83.96 | (2612) e23 = e21 % 131.62/83.96 | % 131.62/83.96 | Equations (2612) can reduce 896 to: % 131.62/83.96 | (1975) $false % 131.62/83.96 | % 131.62/83.96 |-The branch is then unsatisfiable % 131.62/83.96 |-Branch two: % 131.62/83.96 | (1997) ~ (all_0_658_658 = e23) % 131.62/83.96 | (10166) all_0_659_659 = e23 | all_0_660_660 = e23 | all_0_661_661 = e23 | all_0_662_662 = e23 | all_0_664_664 = e23 % 131.62/83.96 | % 131.71/83.96 +-Applying beta-rule and splitting (10166), into two cases. % 131.71/83.96 |-Branch one: % 131.71/83.96 | (1996) all_0_659_659 = e23 % 131.71/83.96 | % 131.71/83.96 | Combining equations (2027,1996) yields a new equation: % 131.71/83.96 | (3682) e24 = e23 % 131.71/83.96 | % 131.71/83.96 | Simplifying 3682 yields: % 131.71/83.96 | (2028) e24 = e23 % 131.71/83.96 | % 131.71/83.96 | Equations (2028) can reduce 572 to: % 131.71/83.96 | (1975) $false % 131.71/83.96 | % 131.71/83.96 |-The branch is then unsatisfiable % 131.71/83.96 |-Branch two: % 131.71/83.96 | (4617) ~ (all_0_659_659 = e23) % 131.71/83.96 | (14138) all_0_660_660 = e23 | all_0_661_661 = e23 | all_0_662_662 = e23 | all_0_664_664 = e23 % 131.71/83.96 | % 131.71/83.96 +-Applying beta-rule and splitting (14138), into two cases. % 131.71/83.96 |-Branch one: % 131.71/83.96 | (9430) all_0_660_660 = e23 % 131.71/83.96 | % 131.71/83.96 | Equations (9430) can reduce 9433 to: % 131.71/83.96 | (1975) $false % 131.71/83.96 | % 131.71/83.96 |-The branch is then unsatisfiable % 131.71/83.96 |-Branch two: % 131.71/83.96 | (9433) ~ (all_0_660_660 = e23) % 131.71/83.96 | (14142) all_0_661_661 = e23 | all_0_662_662 = e23 | all_0_664_664 = e23 % 131.71/83.96 | % 131.71/83.96 +-Applying beta-rule and splitting (14142), into two cases. % 131.71/83.96 |-Branch one: % 131.71/83.96 | (4114) all_0_661_661 = e23 % 131.71/83.96 | % 131.71/83.96 | Equations (4114) can reduce 1999 to: % 131.71/83.96 | (1975) $false % 131.71/83.96 | % 131.71/83.96 |-The branch is then unsatisfiable % 131.71/83.96 |-Branch two: % 131.71/83.96 | (1999) ~ (all_0_661_661 = e23) % 131.71/83.96 | (14146) all_0_662_662 = e23 | all_0_664_664 = e23 % 131.71/83.96 | % 131.71/83.96 +-Applying beta-rule and splitting (14146), into two cases. % 131.71/83.96 |-Branch one: % 131.71/83.96 | (3905) all_0_662_662 = e23 % 131.71/83.96 | % 131.71/83.96 | Equations (3905) can reduce 3757 to: % 131.71/83.96 | (5098) ~ (e24 = e23) % 131.71/83.96 | % 131.71/83.96 | Simplifying 5098 yields: % 131.71/83.96 | (572) ~ (e24 = e23) % 131.71/83.96 | % 131.71/83.96 +-Applying beta-rule and splitting (9540), into two cases. % 131.71/83.96 |-Branch one: % 131.71/83.96 | (3198) all_0_683_683 = e24 % 131.71/83.96 | % 131.71/83.96 | Equations (3198) can reduce 3124 to: % 131.71/83.96 | (1975) $false % 131.71/83.96 | % 131.71/83.96 |-The branch is then unsatisfiable % 131.71/83.96 |-Branch two: % 131.71/83.96 | (3124) ~ (all_0_683_683 = e24) % 131.71/83.96 | (3123) all_0_690_690 = e24 % 131.71/83.96 | % 131.71/83.96 | Combining equations (3123,4020) yields a new equation: % 131.71/83.96 | (3682) e24 = e23 % 131.71/83.96 | % 131.71/83.96 | Simplifying 3682 yields: % 131.71/83.96 | (2028) e24 = e23 % 131.71/83.96 | % 131.71/83.96 | Equations (2028) can reduce 572 to: % 131.71/83.96 | (1975) $false % 131.71/83.96 | % 131.71/83.96 |-The branch is then unsatisfiable % 131.71/83.96 |-Branch two: % 131.71/83.96 | (2001) ~ (all_0_662_662 = e23) % 131.71/83.96 | (3550) all_0_664_664 = e23 % 131.71/83.96 | % 131.71/83.96 | Equations (3550) can reduce 2003 to: % 131.71/83.96 | (1975) $false % 131.71/83.96 | % 131.71/83.96 |-The branch is then unsatisfiable % 131.71/83.97 |-Branch two: % 131.71/83.97 | (3192) ~ (all_0_681_681 = e24) % 131.71/83.97 | (9416) all_0_688_688 = e24 % 131.71/83.97 | % 131.71/83.97 | Combining equations (9416,5738) yields a new equation: % 131.71/83.97 | (2323) e24 = e21 % 131.71/83.97 | % 131.71/83.97 | Simplifying 2323 yields: % 131.71/83.97 | (2180) e24 = e21 % 131.71/83.97 | % 131.71/83.97 | Equations (2180) can reduce 149 to: % 131.71/83.97 | (1975) $false % 131.71/83.97 | % 131.71/83.97 |-The branch is then unsatisfiable % 131.71/83.97 |-Branch two: % 131.71/83.97 | (9274) ~ (all_0_688_688 = e21) % 131.71/83.97 | (9275) all_0_689_689 = e21 | all_0_690_690 = e21 % 131.71/83.97 | % 131.71/83.97 +-Applying beta-rule and splitting (9275), into two cases. % 131.71/83.97 |-Branch one: % 131.71/83.97 | (2938) all_0_689_689 = e21 % 131.71/83.97 | % 131.71/83.97 | Equations (2938) can reduce 2799 to: % 131.71/83.97 | (1975) $false % 131.71/83.97 | % 131.71/83.97 |-The branch is then unsatisfiable % 131.71/83.97 |-Branch two: % 131.71/83.97 | (2799) ~ (all_0_689_689 = e21) % 131.71/83.97 | (9280) all_0_690_690 = e21 % 131.71/83.97 | % 131.71/83.97 | Equations (9280) can reduce 3394 to: % 131.71/83.97 | (1975) $false % 131.71/83.97 | % 131.71/83.97 |-The branch is then unsatisfiable % 131.71/83.97 |-Branch two: % 131.71/83.97 | (4334) ~ (all_0_676_676 = e24) % 131.71/83.97 | (9399) all_0_677_677 = e24 % 131.71/83.97 | % 131.71/83.97 | Combining equations (9399,5722) yields a new equation: % 131.71/83.97 | (2323) e24 = e21 % 131.71/83.97 | % 131.71/83.97 | Simplifying 2323 yields: % 131.71/83.97 | (2180) e24 = e21 % 131.71/83.97 | % 131.71/83.97 | Equations (2180) can reduce 149 to: % 131.71/83.97 | (1975) $false % 131.71/83.97 | % 131.71/83.97 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (3999) ~ (all_0_674_674 = e20) % 131.72/83.98 | (5953) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 % 131.72/83.98 | % 131.72/83.98 +-Applying beta-rule and splitting (5953), into two cases. % 131.72/83.98 |-Branch one: % 131.72/83.98 | (5962) all_0_674_674 = e26 % 131.72/83.98 | % 131.72/83.98 | Equations (5962) can reduce 8836 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (8836) ~ (all_0_674_674 = e26) % 131.72/83.98 | (8837) all_0_674_674 = e23 | all_0_674_674 = e22 % 131.72/83.98 | % 131.72/83.98 +-Applying beta-rule and splitting (8837), into two cases. % 131.72/83.98 |-Branch one: % 131.72/83.98 | (3527) all_0_674_674 = e22 % 131.72/83.98 | % 131.72/83.98 | Equations (3527) can reduce 4038 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (4038) ~ (all_0_674_674 = e22) % 131.72/83.98 | (8862) all_0_674_674 = e23 % 131.72/83.98 | % 131.72/83.98 | Equations (8862) can reduce 5097 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (3772) ~ (all_0_650_650 = e26) % 131.72/83.98 | (3773) all_0_650_650 = e22 % 131.72/83.98 | % 131.72/83.98 | Equations (3773) can reduce 3618 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (3530) ~ (all_0_675_675 = e22) % 131.72/83.98 | (4034) all_0_668_668 = e23 % 131.72/83.98 | % 131.72/83.98 | Equations (4034) can reduce 12865 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (5206) ~ (all_0_672_672 = e26) % 131.72/83.98 | (14195) all_0_678_678 = e26 | all_0_684_684 = e26 % 131.72/83.98 | % 131.72/83.98 +-Applying beta-rule and splitting (14195), into two cases. % 131.72/83.98 |-Branch one: % 131.72/83.98 | (4142) all_0_678_678 = e26 % 131.72/83.98 | % 131.72/83.98 | Combining equations (4142,2061) yields a new equation: % 131.72/83.98 | (3673) e26 = e23 % 131.72/83.98 | % 131.72/83.98 | Simplifying 3673 yields: % 131.72/83.98 | (2596) e26 = e23 % 131.72/83.98 | % 131.72/83.98 | Equations (2596) can reduce 1282 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (3347) ~ (all_0_678_678 = e26) % 131.72/83.98 | (2093) all_0_684_684 = e26 % 131.72/83.98 | % 131.72/83.98 | Combining equations (2093,4046) yields a new equation: % 131.72/83.98 | (3437) e26 = e20 % 131.72/83.98 | % 131.72/83.98 | Simplifying 3437 yields: % 131.72/83.98 | (3438) e26 = e20 % 131.72/83.98 | % 131.72/83.98 | Equations (3438) can reduce 443 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (9644) ~ (all_0_684_684 = e20) % 131.72/83.98 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.72/83.98 | % 131.72/83.98 +-Applying beta-rule and splitting (3430), into two cases. % 131.72/83.98 |-Branch one: % 131.72/83.98 | (3431) all_0_658_658 = e20 % 131.72/83.98 | % 131.72/83.98 | Combining equations (3431,2059) yields a new equation: % 131.72/83.98 | (2252) e21 = e20 % 131.72/83.98 | % 131.72/83.98 | Equations (2252) can reduce 360 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.98 | (3434) ~ (all_0_658_658 = e20) % 131.72/83.98 | (3435) all_0_665_665 = e20 | all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 131.72/83.98 | % 131.72/83.98 +-Applying beta-rule and splitting (3435), into two cases. % 131.72/83.98 |-Branch one: % 131.72/83.98 | (3436) all_0_665_665 = e20 % 131.72/83.98 | % 131.72/83.98 | Combining equations (2063,3436) yields a new equation: % 131.72/83.98 | (3103) e24 = e20 % 131.72/83.98 | % 131.72/83.98 | Simplifying 3103 yields: % 131.72/83.98 | (3104) e24 = e20 % 131.72/83.98 | % 131.72/83.98 | Equations (3104) can reduce 633 to: % 131.72/83.98 | (1975) $false % 131.72/83.98 | % 131.72/83.98 |-The branch is then unsatisfiable % 131.72/83.98 |-Branch two: % 131.72/83.99 | (3440) ~ (all_0_665_665 = e20) % 131.72/83.99 | (3441) all_0_672_672 = e20 | all_0_678_678 = e20 | all_0_684_684 = e20 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (3441), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (3442) all_0_672_672 = e20 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (9645), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2093) all_0_684_684 = e26 % 131.72/83.99 | % 131.72/83.99 | Equations (2093) can reduce 2017 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2017) ~ (all_0_684_684 = e26) % 131.72/83.99 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (13891), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (4397) all_0_672_672 = e26 % 131.72/83.99 | % 131.72/83.99 | Combining equations (4397,3442) yields a new equation: % 131.72/83.99 | (3437) e26 = e20 % 131.72/83.99 | % 131.72/83.99 | Simplifying 3437 yields: % 131.72/83.99 | (3438) e26 = e20 % 131.72/83.99 | % 131.72/83.99 | Equations (3438) can reduce 443 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (5206) ~ (all_0_672_672 = e26) % 131.72/83.99 | (14195) all_0_678_678 = e26 | all_0_684_684 = e26 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (14195), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (4142) all_0_678_678 = e26 % 131.72/83.99 | % 131.72/83.99 | Combining equations (2061,4142) yields a new equation: % 131.72/83.99 | (2596) e26 = e23 % 131.72/83.99 | % 131.72/83.99 | Equations (2596) can reduce 1282 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (3347) ~ (all_0_678_678 = e26) % 131.72/83.99 | (2093) all_0_684_684 = e26 % 131.72/83.99 | % 131.72/83.99 | Equations (2093) can reduce 2017 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (3446) ~ (all_0_672_672 = e20) % 131.72/83.99 | (3447) all_0_678_678 = e20 | all_0_684_684 = e20 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (3447), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (3448) all_0_678_678 = e20 % 131.72/83.99 | % 131.72/83.99 | Combining equations (2061,3448) yields a new equation: % 131.72/83.99 | (3426) e23 = e20 % 131.72/83.99 | % 131.72/83.99 | Simplifying 3426 yields: % 131.72/83.99 | (2604) e23 = e20 % 131.72/83.99 | % 131.72/83.99 | Equations (2604) can reduce 581 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (4045) ~ (all_0_678_678 = e20) % 131.72/83.99 | (4046) all_0_684_684 = e20 % 131.72/83.99 | % 131.72/83.99 | Equations (4046) can reduce 9644 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2101) ~ (all_0_652_652 = e22) % 131.72/83.99 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (2096), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2107) all_0_652_652 = e26 % 131.72/83.99 | % 131.72/83.99 | Equations (2107) can reduce 1658 to: % 131.72/83.99 | (950) ~ (e26 = e25) % 131.72/83.99 | % 131.72/83.99 | From (2107) and (602) follows: % 131.72/83.99 | (2109) op2(e26, e26) = e26 % 131.72/83.99 | % 131.72/83.99 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.72/83.99 | (2110) e26 = e25 % 131.72/83.99 | % 131.72/83.99 | Equations (2110) can reduce 950 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2112) ~ (all_0_652_652 = e26) % 131.72/83.99 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (2117), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2083) all_0_652_652 = e24 % 131.72/83.99 | % 131.72/83.99 | Equations (2083) can reduce 2089 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2089) ~ (all_0_652_652 = e24) % 131.72/83.99 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (2121), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2097) all_0_652_652 = e22 % 131.72/83.99 | % 131.72/83.99 | Equations (2097) can reduce 2101 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2101) ~ (all_0_652_652 = e22) % 131.72/83.99 | (2125) all_0_652_652 = e23 % 131.72/83.99 | % 131.72/83.99 | Equations (2125) can reduce 2209 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2065) ~ (all_0_658_658 = e21) % 131.72/83.99 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (121), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2079) all_0_672_672 = e21 % 131.72/83.99 | % 131.72/83.99 | From (2079) and (1758) follows: % 131.72/83.99 | (2082) op2(e22, e26) = e21 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (1580), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2083) all_0_652_652 = e24 % 131.72/83.99 | % 131.72/83.99 | Equations (2083) can reduce 2089 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2089) ~ (all_0_652_652 = e24) % 131.72/83.99 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (937), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2125) all_0_652_652 = e23 % 131.72/83.99 | % 131.72/83.99 | Equations (2125) can reduce 2209 to: % 131.72/83.99 | (1975) $false % 131.72/83.99 | % 131.72/83.99 |-The branch is then unsatisfiable % 131.72/83.99 |-Branch two: % 131.72/83.99 | (2209) ~ (all_0_652_652 = e23) % 131.72/83.99 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.72/83.99 | % 131.72/83.99 +-Applying beta-rule and splitting (347), into two cases. % 131.72/83.99 |-Branch one: % 131.72/83.99 | (2097) all_0_652_652 = e22 % 131.72/83.99 | % 131.72/84.00 | From (2097) and (602) follows: % 131.72/84.00 | (2098) op2(e22, e26) = e26 % 131.72/84.00 | % 131.72/84.00 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 131.72/84.00 | (1984) e26 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (1984) can reduce 1656 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2101) ~ (all_0_652_652 = e22) % 131.72/84.00 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (2096), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2107) all_0_652_652 = e26 % 131.72/84.00 | % 131.72/84.00 | Equations (2107) can reduce 1658 to: % 131.72/84.00 | (950) ~ (e26 = e25) % 131.72/84.00 | % 131.72/84.00 | From (2107) and (602) follows: % 131.72/84.00 | (2109) op2(e26, e26) = e26 % 131.72/84.00 | % 131.72/84.00 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.72/84.00 | (2110) e26 = e25 % 131.72/84.00 | % 131.72/84.00 | Equations (2110) can reduce 950 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2112) ~ (all_0_652_652 = e26) % 131.72/84.00 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (2117), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2083) all_0_652_652 = e24 % 131.72/84.00 | % 131.72/84.00 | Equations (2083) can reduce 2089 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2089) ~ (all_0_652_652 = e24) % 131.72/84.00 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (2121), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2097) all_0_652_652 = e22 % 131.72/84.00 | % 131.72/84.00 | Equations (2097) can reduce 2101 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2101) ~ (all_0_652_652 = e22) % 131.72/84.00 | (2125) all_0_652_652 = e23 % 131.72/84.00 | % 131.72/84.00 | Equations (2125) can reduce 2209 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2131) ~ (all_0_672_672 = e21) % 131.72/84.00 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (2066), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2071) all_0_665_665 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2071) can reduce 2077 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2077) ~ (all_0_665_665 = e21) % 131.72/84.00 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (2136), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2079) all_0_672_672 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2079) can reduce 2131 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2131) ~ (all_0_672_672 = e21) % 131.72/84.00 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (2140), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2067) all_0_678_678 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2067) can reduce 2058 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2058) ~ (all_0_678_678 = e21) % 131.72/84.00 | (2144) all_0_684_684 = e21 % 131.72/84.00 | % 131.72/84.00 | From (2144) and (1299) follows: % 131.72/84.00 | (2145) op2(e21, e26) = e25 % 131.72/84.00 | % 131.72/84.00 | Instantiating formula (364) with e21, e26, e25, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e25, yields: % 131.72/84.00 | (2146) all_0_678_678 = e25 % 131.72/84.00 | % 131.72/84.00 | Equations (2146) can reduce 1675 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2560) ~ (all_0_680_680 = e21) % 131.72/84.00 | (2561) all_0_680_680 = e26 | all_0_680_680 = e25 | all_0_680_680 = e23 | all_0_680_680 = e20 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (1648), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2573) all_0_661_661 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2573) can reduce 728 to: % 131.72/84.00 | (2065) ~ (all_0_658_658 = e21) % 131.72/84.00 | % 131.72/84.00 | Equations (2573) can reduce 1660 to: % 131.72/84.00 | (1966) ~ (e24 = e21) % 131.72/84.00 | % 131.72/84.00 | Simplifying 1966 yields: % 131.72/84.00 | (149) ~ (e24 = e21) % 131.72/84.00 | % 131.72/84.00 | Equations (2573) can reduce 1999 to: % 131.72/84.00 | (2576) ~ (e23 = e21) % 131.72/84.00 | % 131.72/84.00 | Simplifying 2576 yields: % 131.72/84.00 | (896) ~ (e23 = e21) % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (1760), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2059) all_0_658_658 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2059) can reduce 2065 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2065) ~ (all_0_658_658 = e21) % 131.72/84.00 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (782), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2067) all_0_678_678 = e21 % 131.72/84.00 | % 131.72/84.00 | From (2067) and (1972) follows: % 131.72/84.00 | (2178) op2(e21, e26) = e24 % 131.72/84.00 | % 131.72/84.00 | From (2067) and (1003) follows: % 131.72/84.00 | (2074) op2(e21, e26) = e21 % 131.72/84.00 | % 131.72/84.00 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 131.72/84.00 | (2180) e24 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2180) can reduce 149 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2058) ~ (all_0_678_678 = e21) % 131.72/84.00 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (1246), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2067) all_0_678_678 = e21 % 131.72/84.00 | % 131.72/84.00 | Equations (2067) can reduce 2058 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2058) ~ (all_0_678_678 = e21) % 131.72/84.00 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (558), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2592) all_0_654_654 = e26 % 131.72/84.00 | % 131.72/84.00 | Combining equations (2624,2592) yields a new equation: % 131.72/84.00 | (2596) e26 = e23 % 131.72/84.00 | % 131.72/84.00 | Equations (2596) can reduce 1282 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2598) ~ (all_0_654_654 = e26) % 131.72/84.00 | (2599) all_0_661_661 = e26 | all_0_668_668 = e26 | all_0_674_674 = e26 | all_0_680_680 = e26 | all_0_687_687 = e26 % 131.72/84.00 | % 131.72/84.00 | Equations (2624) can reduce 2598 to: % 131.72/84.00 | (5830) ~ (e26 = e23) % 131.72/84.00 | % 131.72/84.00 | Simplifying 5830 yields: % 131.72/84.00 | (1282) ~ (e26 = e23) % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (1410), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2955) all_0_678_678 = e24 % 131.72/84.00 | % 131.72/84.00 | Equations (2955) can reduce 1371 to: % 131.72/84.00 | (2944) ~ (all_0_658_658 = e24) % 131.72/84.00 | % 131.72/84.00 | From (2955) and (1972) follows: % 131.72/84.00 | (4294) op2(e24, e26) = e24 % 131.72/84.00 | % 131.72/84.00 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 131.72/84.00 | (3319) all_0_658_658 = e24 % 131.72/84.00 | % 131.72/84.00 | Equations (3319) can reduce 2944 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2946) ~ (all_0_678_678 = e24) % 131.72/84.00 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (1580), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2083) all_0_652_652 = e24 % 131.72/84.00 | % 131.72/84.00 | Equations (2083) can reduce 2089 to: % 131.72/84.00 | (1975) $false % 131.72/84.00 | % 131.72/84.00 |-The branch is then unsatisfiable % 131.72/84.00 |-Branch two: % 131.72/84.00 | (2089) ~ (all_0_652_652 = e24) % 131.72/84.00 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (140), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2627) all_0_672_672 = e23 % 131.72/84.00 | % 131.72/84.00 | Equations (2627) can reduce 1537 to: % 131.72/84.00 | (2209) ~ (all_0_652_652 = e23) % 131.72/84.00 | % 131.72/84.00 | From (2627) and (1758) follows: % 131.72/84.00 | (10208) op2(e22, e26) = e23 % 131.72/84.00 | % 131.72/84.00 +-Applying beta-rule and splitting (347), into two cases. % 131.72/84.00 |-Branch one: % 131.72/84.00 | (2097) all_0_652_652 = e22 % 131.72/84.00 | % 131.72/84.00 | From (2097) and (602) follows: % 131.72/84.01 | (2098) op2(e22, e26) = e26 % 131.72/84.01 | % 131.72/84.01 | Instantiating formula (364) with e22, e26, e26, e23 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e23, yields: % 131.72/84.01 | (2596) e26 = e23 % 131.72/84.01 | % 131.72/84.01 | Equations (2596) can reduce 1282 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2101) ~ (all_0_652_652 = e22) % 131.72/84.01 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (2096), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2107) all_0_652_652 = e26 % 131.72/84.01 | % 131.72/84.01 | Equations (2107) can reduce 1658 to: % 131.72/84.01 | (950) ~ (e26 = e25) % 131.72/84.01 | % 131.72/84.01 | From (2107) and (602) follows: % 131.72/84.01 | (2109) op2(e26, e26) = e26 % 131.72/84.01 | % 131.72/84.01 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.72/84.01 | (2110) e26 = e25 % 131.72/84.01 | % 131.72/84.01 | Equations (2110) can reduce 950 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2112) ~ (all_0_652_652 = e26) % 131.72/84.01 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (2117), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2083) all_0_652_652 = e24 % 131.72/84.01 | % 131.72/84.01 | Equations (2083) can reduce 2089 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2089) ~ (all_0_652_652 = e24) % 131.72/84.01 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (2121), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2097) all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 | Equations (2097) can reduce 2101 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2101) ~ (all_0_652_652 = e22) % 131.72/84.01 | (2125) all_0_652_652 = e23 % 131.72/84.01 | % 131.72/84.01 | Equations (2125) can reduce 2209 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2658) ~ (all_0_672_672 = e23) % 131.72/84.01 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (937), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2125) all_0_652_652 = e23 % 131.72/84.01 | % 131.72/84.01 | Equations (2125) can reduce 2209 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2209) ~ (all_0_652_652 = e23) % 131.72/84.01 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (1052), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2061) all_0_678_678 = e23 % 131.72/84.01 | % 131.72/84.01 | From (2061) and (1972) follows: % 131.72/84.01 | (2062) op2(e23, e26) = e24 % 131.72/84.01 | % 131.72/84.01 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.72/84.01 | (2063) all_0_665_665 = e24 % 131.72/84.01 | % 131.72/84.01 | From (2063) and (307) follows: % 131.72/84.01 | (4977) op2(e24, e26) = e21 % 131.72/84.01 | % 131.72/84.01 | Instantiating formula (364) with e24, e26, e21, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e21, yields: % 131.72/84.01 | (2059) all_0_658_658 = e21 % 131.72/84.01 | % 131.72/84.01 | Equations (2059) can reduce 2065 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2590) ~ (all_0_678_678 = e23) % 131.72/84.01 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (543), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2942) all_0_672_672 = e24 % 131.72/84.01 | % 131.72/84.01 | Equations (2942) can reduce 1537 to: % 131.72/84.01 | (2089) ~ (all_0_652_652 = e24) % 131.72/84.01 | % 131.72/84.01 | From (2942) and (1758) follows: % 131.72/84.01 | (2951) op2(e22, e26) = e24 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (347), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2097) all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 | From (2097) and (602) follows: % 131.72/84.01 | (2098) op2(e22, e26) = e26 % 131.72/84.01 | % 131.72/84.01 | Instantiating formula (364) with e22, e26, e26, e24 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e24, yields: % 131.72/84.01 | (2321) e26 = e24 % 131.72/84.01 | % 131.72/84.01 | Equations (2321) can reduce 1189 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2101) ~ (all_0_652_652 = e22) % 131.72/84.01 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (2096), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2107) all_0_652_652 = e26 % 131.72/84.01 | % 131.72/84.01 | Equations (2107) can reduce 1658 to: % 131.72/84.01 | (950) ~ (e26 = e25) % 131.72/84.01 | % 131.72/84.01 | From (2107) and (602) follows: % 131.72/84.01 | (2109) op2(e26, e26) = e26 % 131.72/84.01 | % 131.72/84.01 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.72/84.01 | (2110) e26 = e25 % 131.72/84.01 | % 131.72/84.01 | Equations (2110) can reduce 950 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2112) ~ (all_0_652_652 = e26) % 131.72/84.01 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (2117), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2083) all_0_652_652 = e24 % 131.72/84.01 | % 131.72/84.01 | Equations (2083) can reduce 2089 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2089) ~ (all_0_652_652 = e24) % 131.72/84.01 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 +-Applying beta-rule and splitting (2121), into two cases. % 131.72/84.01 |-Branch one: % 131.72/84.01 | (2097) all_0_652_652 = e22 % 131.72/84.01 | % 131.72/84.01 | Equations (2097) can reduce 2101 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.72/84.01 |-Branch two: % 131.72/84.01 | (2101) ~ (all_0_652_652 = e22) % 131.72/84.01 | (2125) all_0_652_652 = e23 % 131.72/84.01 | % 131.72/84.01 | Equations (2125) can reduce 2209 to: % 131.72/84.01 | (1975) $false % 131.72/84.01 | % 131.72/84.01 |-The branch is then unsatisfiable % 131.76/84.01 |-Branch two: % 131.76/84.01 | (4284) ~ (all_0_672_672 = e24) % 131.76/84.01 | (4285) all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 131.76/84.01 | % 131.76/84.01 +-Applying beta-rule and splitting (193), into two cases. % 131.76/84.01 |-Branch one: % 131.76/84.01 | (2071) all_0_665_665 = e21 % 131.76/84.01 | % 131.76/84.01 | Equations (2071) can reduce 682 to: % 131.76/84.01 | (2065) ~ (all_0_658_658 = e21) % 131.76/84.01 | % 131.76/84.01 | Equations (2071) can reduce 2679 to: % 131.76/84.01 | (2576) ~ (e23 = e21) % 131.76/84.01 | % 131.76/84.01 | Simplifying 2576 yields: % 131.76/84.01 | (896) ~ (e23 = e21) % 131.76/84.01 | % 131.76/84.01 | From (2071) and (262) follows: % 131.76/84.01 | (2675) op2(e23, e26) = e21 % 131.76/84.01 | % 131.76/84.01 +-Applying beta-rule and splitting (2090), into two cases. % 131.76/84.01 |-Branch one: % 131.76/84.01 | (3319) all_0_658_658 = e24 % 131.76/84.01 | % 131.76/84.01 | Equations (3319) can reduce 2944 to: % 131.76/84.01 | (1975) $false % 131.76/84.01 | % 131.76/84.01 |-The branch is then unsatisfiable % 131.76/84.01 |-Branch two: % 131.76/84.01 | (2944) ~ (all_0_658_658 = e24) % 131.76/84.01 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.01 | % 131.76/84.01 +-Applying beta-rule and splitting (4346), into two cases. % 131.76/84.01 |-Branch one: % 131.76/84.01 | (2063) all_0_665_665 = e24 % 131.76/84.01 | % 131.76/84.01 | Combining equations (2063,2071) yields a new equation: % 131.76/84.01 | (2323) e24 = e21 % 131.76/84.01 | % 131.76/84.01 | Simplifying 2323 yields: % 131.76/84.01 | (2180) e24 = e21 % 131.76/84.01 | % 131.76/84.01 | Equations (2180) can reduce 149 to: % 131.76/84.01 | (1975) $false % 131.76/84.01 | % 131.76/84.01 |-The branch is then unsatisfiable % 131.76/84.01 |-Branch two: % 131.76/84.01 | (2037) ~ (all_0_665_665 = e24) % 131.76/84.01 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.01 | % 131.76/84.01 +-Applying beta-rule and splitting (4350), into two cases. % 131.76/84.01 |-Branch one: % 131.76/84.01 | (2942) all_0_672_672 = e24 % 131.76/84.01 | % 131.76/84.01 | Equations (2942) can reduce 4284 to: % 131.76/84.01 | (1975) $false % 131.76/84.01 | % 131.76/84.01 |-The branch is then unsatisfiable % 131.76/84.01 |-Branch two: % 131.76/84.01 | (4284) ~ (all_0_672_672 = e24) % 131.76/84.01 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.01 | % 131.76/84.01 +-Applying beta-rule and splitting (4354), into two cases. % 131.76/84.01 |-Branch one: % 131.76/84.01 | (2955) all_0_678_678 = e24 % 131.76/84.01 | % 131.76/84.01 | Equations (2955) can reduce 2946 to: % 131.76/84.01 | (1975) $false % 131.76/84.01 | % 131.76/84.01 |-The branch is then unsatisfiable % 131.76/84.01 |-Branch two: % 131.76/84.01 | (2946) ~ (all_0_678_678 = e24) % 131.76/84.01 | (4358) all_0_684_684 = e24 % 131.76/84.01 | % 131.76/84.01 +-Applying beta-rule and splitting (2309), into two cases. % 131.76/84.01 |-Branch one: % 131.76/84.01 | (2670) all_0_658_658 = e23 % 131.76/84.01 | % 131.76/84.02 | Equations (2670) can reduce 2065 to: % 131.76/84.02 | (896) ~ (e23 = e21) % 131.76/84.02 | % 131.76/84.02 | From (2670) and (873) follows: % 131.76/84.02 | (2676) op2(e23, e26) = e23 % 131.76/84.02 | % 131.76/84.02 | Instantiating formula (364) with e23, e26, e21, e23 and discharging atoms op2(e23, e26) = e23, op2(e23, e26) = e21, yields: % 131.76/84.02 | (2612) e23 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2612) can reduce 896 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (1997) ~ (all_0_658_658 = e23) % 131.76/84.02 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2673), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2674) all_0_665_665 = e23 % 131.76/84.02 | % 131.76/84.02 | Combining equations (2674,2071) yields a new equation: % 131.76/84.02 | (3716) e23 = e21 % 131.76/84.02 | % 131.76/84.02 | Simplifying 3716 yields: % 131.76/84.02 | (2612) e23 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2612) can reduce 896 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2679) ~ (all_0_665_665 = e23) % 131.76/84.02 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2680), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2627) all_0_672_672 = e23 % 131.76/84.02 | % 131.76/84.02 | Equations (2627) can reduce 2658 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2658) ~ (all_0_672_672 = e23) % 131.76/84.02 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2684), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2061) all_0_678_678 = e23 % 131.76/84.02 | % 131.76/84.02 | Equations (2061) can reduce 2590 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2590) ~ (all_0_678_678 = e23) % 131.76/84.02 | (2664) all_0_684_684 = e23 % 131.76/84.02 | % 131.76/84.02 | Combining equations (2664,4358) yields a new equation: % 131.76/84.02 | (2028) e24 = e23 % 131.76/84.02 | % 131.76/84.02 | Equations (2028) can reduce 572 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2077) ~ (all_0_665_665 = e21) % 131.76/84.02 | (2078) all_0_667_667 = e21 | all_0_668_668 = e21 | all_0_669_669 = e21 | all_0_670_670 = e21 | all_0_671_671 = e21 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (121), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2079) all_0_672_672 = e21 % 131.76/84.02 | % 131.76/84.02 | From (2079) and (1758) follows: % 131.76/84.02 | (2082) op2(e22, e26) = e21 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (347), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2097) all_0_652_652 = e22 % 131.76/84.02 | % 131.76/84.02 | From (2097) and (602) follows: % 131.76/84.02 | (2098) op2(e22, e26) = e26 % 131.76/84.02 | % 131.76/84.02 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 131.76/84.02 | (1984) e26 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (1984) can reduce 1656 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2101) ~ (all_0_652_652 = e22) % 131.76/84.02 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2096), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2107) all_0_652_652 = e26 % 131.76/84.02 | % 131.76/84.02 | Equations (2107) can reduce 1658 to: % 131.76/84.02 | (950) ~ (e26 = e25) % 131.76/84.02 | % 131.76/84.02 | From (2107) and (602) follows: % 131.76/84.02 | (2109) op2(e26, e26) = e26 % 131.76/84.02 | % 131.76/84.02 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.76/84.02 | (2110) e26 = e25 % 131.76/84.02 | % 131.76/84.02 | Equations (2110) can reduce 950 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2112) ~ (all_0_652_652 = e26) % 131.76/84.02 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2117), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2083) all_0_652_652 = e24 % 131.76/84.02 | % 131.76/84.02 | Equations (2083) can reduce 2089 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2089) ~ (all_0_652_652 = e24) % 131.76/84.02 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2121), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2097) all_0_652_652 = e22 % 131.76/84.02 | % 131.76/84.02 | Equations (2097) can reduce 2101 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2101) ~ (all_0_652_652 = e22) % 131.76/84.02 | (2125) all_0_652_652 = e23 % 131.76/84.02 | % 131.76/84.02 | Equations (2125) can reduce 2209 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2131) ~ (all_0_672_672 = e21) % 131.76/84.02 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2066), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2071) all_0_665_665 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2071) can reduce 2077 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2077) ~ (all_0_665_665 = e21) % 131.76/84.02 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2136), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2079) all_0_672_672 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2079) can reduce 2131 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2131) ~ (all_0_672_672 = e21) % 131.76/84.02 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2140), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2067) all_0_678_678 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2067) can reduce 2058 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2058) ~ (all_0_678_678 = e21) % 131.76/84.02 | (2144) all_0_684_684 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2144) can reduce 1808 to: % 131.76/84.02 | (2065) ~ (all_0_658_658 = e21) % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2309), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2670) all_0_658_658 = e23 % 131.76/84.02 | % 131.76/84.02 | Equations (2670) can reduce 2944 to: % 131.76/84.02 | (5098) ~ (e24 = e23) % 131.76/84.02 | % 131.76/84.02 | Simplifying 5098 yields: % 131.76/84.02 | (572) ~ (e24 = e23) % 131.76/84.02 | % 131.76/84.02 | Equations (2670) can reduce 2065 to: % 131.76/84.02 | (896) ~ (e23 = e21) % 131.76/84.02 | % 131.76/84.02 | From (2670) and (28) follows: % 131.76/84.02 | (4320) op2(e24, e26) = e23 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (2090), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (3319) all_0_658_658 = e24 % 131.76/84.02 | % 131.76/84.02 | Combining equations (3319,2670) yields a new equation: % 131.76/84.02 | (3682) e24 = e23 % 131.76/84.02 | % 131.76/84.02 | Simplifying 3682 yields: % 131.76/84.02 | (2028) e24 = e23 % 131.76/84.02 | % 131.76/84.02 | Equations (2028) can reduce 572 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2944) ~ (all_0_658_658 = e24) % 131.76/84.02 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (4346), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2063) all_0_665_665 = e24 % 131.76/84.02 | % 131.76/84.02 | From (2063) and (307) follows: % 131.76/84.02 | (4977) op2(e24, e26) = e21 % 131.76/84.02 | % 131.76/84.02 | Instantiating formula (364) with e24, e26, e21, e23 and discharging atoms op2(e24, e26) = e23, op2(e24, e26) = e21, yields: % 131.76/84.02 | (2612) e23 = e21 % 131.76/84.02 | % 131.76/84.02 | Equations (2612) can reduce 896 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.02 | (2037) ~ (all_0_665_665 = e24) % 131.76/84.02 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.02 | % 131.76/84.02 +-Applying beta-rule and splitting (4350), into two cases. % 131.76/84.02 |-Branch one: % 131.76/84.02 | (2942) all_0_672_672 = e24 % 131.76/84.02 | % 131.76/84.02 | Equations (2942) can reduce 4284 to: % 131.76/84.02 | (1975) $false % 131.76/84.02 | % 131.76/84.02 |-The branch is then unsatisfiable % 131.76/84.02 |-Branch two: % 131.76/84.03 | (4284) ~ (all_0_672_672 = e24) % 131.76/84.03 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (4354), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2955) all_0_678_678 = e24 % 131.76/84.03 | % 131.76/84.03 | Equations (2955) can reduce 2946 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2946) ~ (all_0_678_678 = e24) % 131.76/84.03 | (4358) all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 | Combining equations (4358,2144) yields a new equation: % 131.76/84.03 | (2323) e24 = e21 % 131.76/84.03 | % 131.76/84.03 | Simplifying 2323 yields: % 131.76/84.03 | (2180) e24 = e21 % 131.76/84.03 | % 131.76/84.03 | Equations (2180) can reduce 149 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (1997) ~ (all_0_658_658 = e23) % 131.76/84.03 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (2090), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (3319) all_0_658_658 = e24 % 131.76/84.03 | % 131.76/84.03 | Equations (3319) can reduce 2944 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2944) ~ (all_0_658_658 = e24) % 131.76/84.03 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (4346), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2063) all_0_665_665 = e24 % 131.76/84.03 | % 131.76/84.03 | Equations (2063) can reduce 2679 to: % 131.76/84.03 | (572) ~ (e24 = e23) % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (2673), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2674) all_0_665_665 = e23 % 131.76/84.03 | % 131.76/84.03 | Combining equations (2674,2063) yields a new equation: % 131.76/84.03 | (2028) e24 = e23 % 131.76/84.03 | % 131.76/84.03 | Equations (2028) can reduce 572 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2679) ~ (all_0_665_665 = e23) % 131.76/84.03 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (2680), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2627) all_0_672_672 = e23 % 131.76/84.03 | % 131.76/84.03 | Equations (2627) can reduce 2658 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2658) ~ (all_0_672_672 = e23) % 131.76/84.03 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (2684), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2061) all_0_678_678 = e23 % 131.76/84.03 | % 131.76/84.03 | Equations (2061) can reduce 2590 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2590) ~ (all_0_678_678 = e23) % 131.76/84.03 | (2664) all_0_684_684 = e23 % 131.76/84.03 | % 131.76/84.03 | Combining equations (2664,2144) yields a new equation: % 131.76/84.03 | (3716) e23 = e21 % 131.76/84.03 | % 131.76/84.03 | Simplifying 3716 yields: % 131.76/84.03 | (2612) e23 = e21 % 131.76/84.03 | % 131.76/84.03 | Equations (2612) can reduce 896 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2037) ~ (all_0_665_665 = e24) % 131.76/84.03 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (4350), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2942) all_0_672_672 = e24 % 131.76/84.03 | % 131.76/84.03 | Equations (2942) can reduce 4284 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (4284) ~ (all_0_672_672 = e24) % 131.76/84.03 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (4354), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2955) all_0_678_678 = e24 % 131.76/84.03 | % 131.76/84.03 | Equations (2955) can reduce 2946 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2946) ~ (all_0_678_678 = e24) % 131.76/84.03 | (4358) all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 | Combining equations (2144,4358) yields a new equation: % 131.76/84.03 | (2180) e24 = e21 % 131.76/84.03 | % 131.76/84.03 | Equations (2180) can reduce 149 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2693) ~ (all_0_661_661 = e21) % 131.76/84.03 | (2694) all_0_668_668 = e21 | all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (100), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2150) all_0_663_663 = e21 % 131.76/84.03 | % 131.76/84.03 | Equations (2150) can reduce 1102 to: % 131.76/84.03 | (252) ~ (all_0_656_656 = e21) % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (121), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2079) all_0_672_672 = e21 % 131.76/84.03 | % 131.76/84.03 | From (2079) and (1758) follows: % 131.76/84.03 | (2082) op2(e22, e26) = e21 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (937), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2125) all_0_652_652 = e23 % 131.76/84.03 | % 131.76/84.03 | Equations (2125) can reduce 2209 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2209) ~ (all_0_652_652 = e23) % 131.76/84.03 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (1691), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2246) all_0_656_656 = e20 % 131.76/84.03 | % 131.76/84.03 | Equations (2246) can reduce 252 to: % 131.76/84.03 | (2247) ~ (e21 = e20) % 131.76/84.03 | % 131.76/84.03 | Simplifying 2247 yields: % 131.76/84.03 | (360) ~ (e21 = e20) % 131.76/84.03 | % 131.76/84.03 | From (2246) and (897) follows: % 131.76/84.03 | (2249) op2(e20, e25) = all_0_636_636 % 131.76/84.03 | % 131.76/84.03 | Instantiating formula (364) with e20, e25, all_0_636_636, e26 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = e26, yields: % 131.76/84.03 | (2250) all_0_636_636 = e26 % 131.76/84.03 | % 131.76/84.03 | From (2250) and (166) follows: % 131.76/84.03 | (2251) op2(e26, e25) = e21 % 131.76/84.03 | % 131.76/84.03 | Instantiating formula (364) with e26, e25, e21, e20 and discharging atoms op2(e26, e25) = e21, op2(e26, e25) = e20, yields: % 131.76/84.03 | (2252) e21 = e20 % 131.76/84.03 | % 131.76/84.03 | Equations (2252) can reduce 360 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2254) ~ (all_0_656_656 = e20) % 131.76/84.03 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (1580), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2083) all_0_652_652 = e24 % 131.76/84.03 | % 131.76/84.03 | Equations (2083) can reduce 2089 to: % 131.76/84.03 | (1975) $false % 131.76/84.03 | % 131.76/84.03 |-The branch is then unsatisfiable % 131.76/84.03 |-Branch two: % 131.76/84.03 | (2089) ~ (all_0_652_652 = e24) % 131.76/84.03 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (177), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2157) all_0_656_656 = e22 % 131.76/84.03 | % 131.76/84.03 | Equations (2157) can reduce 1243 to: % 131.76/84.03 | (2101) ~ (all_0_652_652 = e22) % 131.76/84.03 | % 131.76/84.03 +-Applying beta-rule and splitting (2096), into two cases. % 131.76/84.03 |-Branch one: % 131.76/84.03 | (2107) all_0_652_652 = e26 % 131.76/84.03 | % 131.76/84.03 | Equations (2107) can reduce 1658 to: % 131.76/84.03 | (950) ~ (e26 = e25) % 131.76/84.03 | % 131.76/84.03 | From (2107) and (602) follows: % 131.76/84.03 | (2109) op2(e26, e26) = e26 % 131.76/84.03 | % 131.76/84.03 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.76/84.04 | (2110) e26 = e25 % 131.76/84.04 | % 131.76/84.04 | Equations (2110) can reduce 950 to: % 131.76/84.04 | (1975) $false % 131.76/84.04 | % 131.76/84.04 |-The branch is then unsatisfiable % 131.76/84.04 |-Branch two: % 131.76/84.04 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.04 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2083) all_0_652_652 = e24 % 131.80/84.04 | % 131.80/84.04 | Equations (2083) can reduce 2089 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.04 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2097) all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 | Equations (2097) can reduce 2101 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.04 | (2125) all_0_652_652 = e23 % 131.80/84.04 | % 131.80/84.04 | Equations (2125) can reduce 2209 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2244) ~ (all_0_656_656 = e22) % 131.80/84.04 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (347), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2097) all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 | From (2097) and (602) follows: % 131.80/84.04 | (2098) op2(e22, e26) = e26 % 131.80/84.04 | % 131.80/84.04 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 131.80/84.04 | (1984) e26 = e21 % 131.80/84.04 | % 131.80/84.04 | Equations (1984) can reduce 1656 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.04 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2107) all_0_652_652 = e26 % 131.80/84.04 | % 131.80/84.04 | Equations (2107) can reduce 1243 to: % 131.80/84.04 | (9994) ~ (all_0_656_656 = e26) % 131.80/84.04 | % 131.80/84.04 | Simplifying 9994 yields: % 131.80/84.04 | (2326) ~ (all_0_656_656 = e26) % 131.80/84.04 | % 131.80/84.04 | From (2107) and (602) follows: % 131.80/84.04 | (2109) op2(e26, e26) = e26 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2255), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2315) all_0_656_656 = e26 % 131.80/84.04 | % 131.80/84.04 | Equations (2315) can reduce 2326 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2326) ~ (all_0_656_656 = e26) % 131.80/84.04 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2327), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2328) all_0_656_656 = e24 % 131.80/84.04 | % 131.80/84.04 | Equations (2328) can reduce 2312 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2312) ~ (all_0_656_656 = e24) % 131.80/84.04 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2331), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2157) all_0_656_656 = e22 % 131.80/84.04 | % 131.80/84.04 | Equations (2157) can reduce 2244 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2244) ~ (all_0_656_656 = e22) % 131.80/84.04 | (2273) all_0_656_656 = e25 % 131.80/84.04 | % 131.80/84.04 | Equations (2273) can reduce 2326 to: % 131.80/84.04 | (5445) ~ (e26 = e25) % 131.80/84.04 | % 131.80/84.04 | Simplifying 5445 yields: % 131.80/84.04 | (950) ~ (e26 = e25) % 131.80/84.04 | % 131.80/84.04 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.04 | (2110) e26 = e25 % 131.80/84.04 | % 131.80/84.04 | Equations (2110) can reduce 950 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.04 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2083) all_0_652_652 = e24 % 131.80/84.04 | % 131.80/84.04 | Equations (2083) can reduce 2089 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.04 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2097) all_0_652_652 = e22 % 131.80/84.04 | % 131.80/84.04 | Equations (2097) can reduce 2101 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.04 | (2125) all_0_652_652 = e23 % 131.80/84.04 | % 131.80/84.04 | Equations (2125) can reduce 2209 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2131) ~ (all_0_672_672 = e21) % 131.80/84.04 | (2132) all_0_673_673 = e21 | all_0_674_674 = e21 | all_0_675_675 = e21 | all_0_676_676 = e21 | all_0_677_677 = e21 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (1580), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2083) all_0_652_652 = e24 % 131.80/84.04 | % 131.80/84.04 | Equations (2083) can reduce 2089 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.04 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (937), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2125) all_0_652_652 = e23 % 131.80/84.04 | % 131.80/84.04 | Equations (2125) can reduce 2209 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2209) ~ (all_0_652_652 = e23) % 131.80/84.04 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (1103), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2079) all_0_672_672 = e21 % 131.80/84.04 | % 131.80/84.04 | Equations (2079) can reduce 2131 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2131) ~ (all_0_672_672 = e21) % 131.80/84.04 | (11048) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e20 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (1691), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2246) all_0_656_656 = e20 % 131.80/84.04 | % 131.80/84.04 | Equations (2246) can reduce 252 to: % 131.80/84.04 | (2247) ~ (e21 = e20) % 131.80/84.04 | % 131.80/84.04 | Simplifying 2247 yields: % 131.80/84.04 | (360) ~ (e21 = e20) % 131.80/84.04 | % 131.80/84.04 | From (2246) and (897) follows: % 131.80/84.04 | (2249) op2(e20, e25) = all_0_636_636 % 131.80/84.04 | % 131.80/84.04 | Instantiating formula (364) with e20, e25, all_0_636_636, e26 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = e26, yields: % 131.80/84.04 | (2250) all_0_636_636 = e26 % 131.80/84.04 | % 131.80/84.04 | From (2250) and (166) follows: % 131.80/84.04 | (2251) op2(e26, e25) = e21 % 131.80/84.04 | % 131.80/84.04 | Instantiating formula (364) with e26, e25, e21, e20 and discharging atoms op2(e26, e25) = e21, op2(e26, e25) = e20, yields: % 131.80/84.04 | (2252) e21 = e20 % 131.80/84.04 | % 131.80/84.04 | Equations (2252) can reduce 360 to: % 131.80/84.04 | (1975) $false % 131.80/84.04 | % 131.80/84.04 |-The branch is then unsatisfiable % 131.80/84.04 |-Branch two: % 131.80/84.04 | (2254) ~ (all_0_656_656 = e20) % 131.80/84.04 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (177), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2157) all_0_656_656 = e22 % 131.80/84.04 | % 131.80/84.04 | Equations (2157) can reduce 1243 to: % 131.80/84.04 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.04 | % 131.80/84.04 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.04 |-Branch one: % 131.80/84.04 | (2107) all_0_652_652 = e26 % 131.80/84.04 | % 131.80/84.04 | Equations (2107) can reduce 1658 to: % 131.80/84.04 | (950) ~ (e26 = e25) % 131.80/84.04 | % 131.80/84.04 | From (2107) and (602) follows: % 131.80/84.05 | (2109) op2(e26, e26) = e26 % 131.80/84.05 | % 131.80/84.05 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.05 | (2110) e26 = e25 % 131.80/84.05 | % 131.80/84.05 | Equations (2110) can reduce 950 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.05 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2083) all_0_652_652 = e24 % 131.80/84.05 | % 131.80/84.05 | Equations (2083) can reduce 2089 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.05 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2097) all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 | Equations (2097) can reduce 2101 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.05 | (2125) all_0_652_652 = e23 % 131.80/84.05 | % 131.80/84.05 | Equations (2125) can reduce 2209 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2244) ~ (all_0_656_656 = e22) % 131.80/84.05 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (673), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2097) all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 | From (2097) and (602) follows: % 131.80/84.05 | (2098) op2(e22, e26) = e26 % 131.80/84.05 | % 131.80/84.05 | From (2097) and (974) follows: % 131.80/84.05 | (4396) op2(e22, e25) = all_0_607_607 % 131.80/84.05 | % 131.80/84.05 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 131.80/84.05 | (4397) all_0_672_672 = e26 % 131.80/84.05 | % 131.80/84.05 | Instantiating formula (364) with e22, e25, all_0_607_607, e25 and discharging atoms op2(e22, e25) = all_0_607_607, op2(e22, e25) = e25, yields: % 131.80/84.05 | (4398) all_0_607_607 = e25 % 131.80/84.05 | % 131.80/84.05 | Equations (4397) can reduce 2131 to: % 131.80/84.05 | (1656) ~ (e26 = e21) % 131.80/84.05 | % 131.80/84.05 | From (4398) and (744) follows: % 131.80/84.05 | (4400) op2(e25, e25) = e26 % 131.80/84.05 | % 131.80/84.05 | Instantiating formula (364) with e25, e25, e26, e21 and discharging atoms op2(e25, e25) = e26, op2(e25, e25) = e21, yields: % 131.80/84.05 | (1984) e26 = e21 % 131.80/84.05 | % 131.80/84.05 | Equations (1984) can reduce 1656 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.05 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2107) all_0_652_652 = e26 % 131.80/84.05 | % 131.80/84.05 | Equations (2107) can reduce 1243 to: % 131.80/84.05 | (9994) ~ (all_0_656_656 = e26) % 131.80/84.05 | % 131.80/84.05 | Simplifying 9994 yields: % 131.80/84.05 | (2326) ~ (all_0_656_656 = e26) % 131.80/84.05 | % 131.80/84.05 | From (2107) and (602) follows: % 131.80/84.05 | (2109) op2(e26, e26) = e26 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2255), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2315) all_0_656_656 = e26 % 131.80/84.05 | % 131.80/84.05 | Equations (2315) can reduce 2326 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2326) ~ (all_0_656_656 = e26) % 131.80/84.05 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2327), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2328) all_0_656_656 = e24 % 131.80/84.05 | % 131.80/84.05 | Equations (2328) can reduce 2312 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2312) ~ (all_0_656_656 = e24) % 131.80/84.05 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2331), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2157) all_0_656_656 = e22 % 131.80/84.05 | % 131.80/84.05 | Equations (2157) can reduce 2244 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2244) ~ (all_0_656_656 = e22) % 131.80/84.05 | (2273) all_0_656_656 = e25 % 131.80/84.05 | % 131.80/84.05 | Equations (2273) can reduce 2326 to: % 131.80/84.05 | (5445) ~ (e26 = e25) % 131.80/84.05 | % 131.80/84.05 | Simplifying 5445 yields: % 131.80/84.05 | (950) ~ (e26 = e25) % 131.80/84.05 | % 131.80/84.05 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.05 | (2110) e26 = e25 % 131.80/84.05 | % 131.80/84.05 | Equations (2110) can reduce 950 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.05 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2083) all_0_652_652 = e24 % 131.80/84.05 | % 131.80/84.05 | Equations (2083) can reduce 2089 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.05 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2097) all_0_652_652 = e22 % 131.80/84.05 | % 131.80/84.05 | Equations (2097) can reduce 2101 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.05 | (2125) all_0_652_652 = e23 % 131.80/84.05 | % 131.80/84.05 | Equations (2125) can reduce 2209 to: % 131.80/84.05 | (1975) $false % 131.80/84.05 | % 131.80/84.05 |-The branch is then unsatisfiable % 131.80/84.05 |-Branch two: % 131.80/84.05 | (2374) ~ (all_0_663_663 = e21) % 131.80/84.05 | (2375) all_0_670_670 = e21 | all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 131.80/84.05 | % 131.80/84.05 +-Applying beta-rule and splitting (330), into two cases. % 131.80/84.05 |-Branch one: % 131.80/84.05 | (2059) all_0_658_658 = e21 % 131.80/84.05 | % 131.80/84.05 | Equations (2059) can reduce 1808 to: % 131.80/84.05 | (4943) ~ (all_0_684_684 = e21) % 131.80/84.05 | % 131.80/84.05 | Simplifying 4943 yields: % 131.80/84.05 | (2271) ~ (all_0_684_684 = e21) % 131.80/84.05 | % 131.80/84.05 | From (2059) and (873) follows: % 131.80/84.05 | (2060) op2(e21, e26) = e23 % 131.80/84.05 | % 131.80/84.05 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 131.80/84.05 | (2061) all_0_678_678 = e23 % 131.80/84.05 | % 131.80/84.05 | Equations (2061) can reduce 1525 to: % 131.80/84.05 | (2209) ~ (all_0_652_652 = e23) % 131.80/84.05 | % 131.80/84.05 | Equations (2061) can reduce 290 to: % 131.80/84.05 | (4951) ~ (all_0_684_684 = e23) % 131.80/84.05 | % 131.80/84.05 | Simplifying 4951 yields: % 131.80/84.05 | (2668) ~ (all_0_684_684 = e23) % 131.80/84.05 | % 131.80/84.05 | From (2061) and (1972) follows: % 131.80/84.06 | (2062) op2(e23, e26) = e24 % 131.80/84.06 | % 131.80/84.06 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.80/84.06 | (2063) all_0_665_665 = e24 % 131.80/84.06 | % 131.80/84.06 | Equations (2063) can reduce 1152 to: % 131.80/84.06 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.06 | % 131.80/84.06 | Equations (2063) can reduce 645 to: % 131.80/84.06 | (12912) ~ (all_0_684_684 = e24) % 131.80/84.06 | % 131.80/84.06 | Simplifying 12912 yields: % 131.80/84.06 | (4986) ~ (all_0_684_684 = e24) % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (670), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2144) all_0_684_684 = e21 % 131.80/84.06 | % 131.80/84.06 | Equations (2144) can reduce 2271 to: % 131.80/84.06 | (1975) $false % 131.80/84.06 | % 131.80/84.06 |-The branch is then unsatisfiable % 131.80/84.06 |-Branch two: % 131.80/84.06 | (2271) ~ (all_0_684_684 = e21) % 131.80/84.06 | (9636) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 | all_0_684_684 = e20 % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (516), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2107) all_0_652_652 = e26 % 131.80/84.06 | % 131.80/84.06 | Equations (2107) can reduce 1658 to: % 131.80/84.06 | (950) ~ (e26 = e25) % 131.80/84.06 | % 131.80/84.06 | From (2107) and (602) follows: % 131.80/84.06 | (2109) op2(e26, e26) = e26 % 131.80/84.06 | % 131.80/84.06 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.06 | (2110) e26 = e25 % 131.80/84.06 | % 131.80/84.06 | Equations (2110) can reduce 950 to: % 131.80/84.06 | (1975) $false % 131.80/84.06 | % 131.80/84.06 |-The branch is then unsatisfiable % 131.80/84.06 |-Branch two: % 131.80/84.06 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.06 | (2113) all_0_658_658 = e26 | all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (2113), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2085) all_0_658_658 = e26 % 131.80/84.06 | % 131.80/84.06 | Combining equations (2085,2059) yields a new equation: % 131.80/84.06 | (1983) e26 = e21 % 131.80/84.06 | % 131.80/84.06 | Simplifying 1983 yields: % 131.80/84.06 | (1984) e26 = e21 % 131.80/84.06 | % 131.80/84.06 | Equations (1984) can reduce 1656 to: % 131.80/84.06 | (1975) $false % 131.80/84.06 | % 131.80/84.06 |-The branch is then unsatisfiable % 131.80/84.06 |-Branch two: % 131.80/84.06 | (3364) ~ (all_0_658_658 = e26) % 131.80/84.06 | (13886) all_0_665_665 = e26 | all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (13886), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2127) all_0_665_665 = e26 % 131.80/84.06 | % 131.80/84.06 | Combining equations (2127,2063) yields a new equation: % 131.80/84.06 | (3656) e26 = e24 % 131.80/84.06 | % 131.80/84.06 | Simplifying 3656 yields: % 131.80/84.06 | (2321) e26 = e24 % 131.80/84.06 | % 131.80/84.06 | Equations (2321) can reduce 1189 to: % 131.80/84.06 | (1975) $false % 131.80/84.06 | % 131.80/84.06 |-The branch is then unsatisfiable % 131.80/84.06 |-Branch two: % 131.80/84.06 | (4500) ~ (all_0_665_665 = e26) % 131.80/84.06 | (13891) all_0_672_672 = e26 | all_0_678_678 = e26 | all_0_684_684 = e26 % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (13891), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (4397) all_0_672_672 = e26 % 131.80/84.06 | % 131.80/84.06 | Equations (4397) can reduce 1537 to: % 131.80/84.06 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.06 | % 131.80/84.06 | Equations (4397) can reduce 907 to: % 131.80/84.06 | (13904) ~ (all_0_674_674 = e26) % 131.80/84.06 | % 131.80/84.06 | Simplifying 13904 yields: % 131.80/84.06 | (8836) ~ (all_0_674_674 = e26) % 131.80/84.06 | % 131.80/84.06 | Equations (4397) can reduce 142 to: % 131.80/84.06 | (9631) ~ (all_0_684_684 = e26) % 131.80/84.06 | % 131.80/84.06 | Simplifying 9631 yields: % 131.80/84.06 | (2017) ~ (all_0_684_684 = e26) % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2107) all_0_652_652 = e26 % 131.80/84.06 | % 131.80/84.06 | Equations (2107) can reduce 2112 to: % 131.80/84.06 | (1975) $false % 131.80/84.06 | % 131.80/84.06 |-The branch is then unsatisfiable % 131.80/84.06 |-Branch two: % 131.80/84.06 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.06 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2083) all_0_652_652 = e24 % 131.80/84.06 | % 131.80/84.06 | Equations (2083) can reduce 2089 to: % 131.80/84.06 | (1975) $false % 131.80/84.06 | % 131.80/84.06 |-The branch is then unsatisfiable % 131.80/84.06 |-Branch two: % 131.80/84.06 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.06 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (2097) all_0_652_652 = e22 % 131.80/84.06 | % 131.80/84.06 | Equations (2097) can reduce 417 to: % 131.80/84.06 | (9627) ~ (all_0_684_684 = e22) % 131.80/84.06 | % 131.80/84.06 | Simplifying 9627 yields: % 131.80/84.06 | (3862) ~ (all_0_684_684 = e22) % 131.80/84.06 | % 131.80/84.06 +-Applying beta-rule and splitting (9636), into two cases. % 131.80/84.06 |-Branch one: % 131.80/84.06 | (4046) all_0_684_684 = e20 % 131.80/84.06 | % 131.80/84.06 | Equations (4046) can reduce 1456 to: % 131.80/84.06 | (13893) ~ (all_0_690_690 = e20) % 131.80/84.06 | % 131.80/84.06 | Simplifying 13893 yields: % 131.80/84.06 | (4023) ~ (all_0_690_690 = e20) % 131.80/84.06 | % 131.80/84.06 | From (4046) and (1299) follows: % 131.80/84.07 | (9640) op2(e20, e26) = e25 % 131.80/84.07 | % 131.80/84.07 | From (4046) and (510) follows: % 131.80/84.07 | (9641) op2(e20, e26) = e20 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (2379), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (3535) all_0_690_690 = e20 % 131.80/84.07 | % 131.80/84.07 | Equations (3535) can reduce 4023 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (4023) ~ (all_0_690_690 = e20) % 131.80/84.07 | (4024) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (4024), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (3629) all_0_660_660 = e24 % 131.80/84.07 | % 131.80/84.07 | Equations (3629) can reduce 3632 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (3632) ~ (all_0_660_660 = e24) % 131.80/84.07 | (4030) all_0_668_668 = e23 | all_0_675_675 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (4030), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (4031) all_0_675_675 = e22 % 131.80/84.07 | % 131.80/84.07 | Equations (4031) can reduce 527 to: % 131.80/84.07 | (4038) ~ (all_0_674_674 = e22) % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (2733), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (3995) all_0_674_674 = e20 % 131.80/84.07 | % 131.80/84.07 | Equations (3995) can reduce 879 to: % 131.80/84.07 | (3453) ~ (e25 = e20) % 131.80/84.07 | % 131.80/84.07 | Simplifying 3453 yields: % 131.80/84.07 | (239) ~ (e25 = e20) % 131.80/84.07 | % 131.80/84.07 | Instantiating formula (364) with e20, e26, e20, e25 and discharging atoms op2(e20, e26) = e25, op2(e20, e26) = e20, yields: % 131.80/84.07 | (3113) e25 = e20 % 131.80/84.07 | % 131.80/84.07 | Equations (3113) can reduce 239 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (3999) ~ (all_0_674_674 = e20) % 131.80/84.07 | (5953) all_0_674_674 = e26 | all_0_674_674 = e23 | all_0_674_674 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (5953), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (5962) all_0_674_674 = e26 % 131.80/84.07 | % 131.80/84.07 | Equations (5962) can reduce 8836 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (8836) ~ (all_0_674_674 = e26) % 131.80/84.07 | (8837) all_0_674_674 = e23 | all_0_674_674 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (8837), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (3527) all_0_674_674 = e22 % 131.80/84.07 | % 131.80/84.07 | Equations (3527) can reduce 4038 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (4038) ~ (all_0_674_674 = e22) % 131.80/84.07 | (8862) all_0_674_674 = e23 % 131.80/84.07 | % 131.80/84.07 | Equations (8862) can reduce 5097 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (3530) ~ (all_0_675_675 = e22) % 131.80/84.07 | (4034) all_0_668_668 = e23 % 131.80/84.07 | % 131.80/84.07 | Equations (4034) can reduce 12865 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (9644) ~ (all_0_684_684 = e20) % 131.80/84.07 | (9645) all_0_684_684 = e26 | all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (9645), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (2093) all_0_684_684 = e26 % 131.80/84.07 | % 131.80/84.07 | Equations (2093) can reduce 2017 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (2017) ~ (all_0_684_684 = e26) % 131.80/84.07 | (9649) all_0_684_684 = e24 | all_0_684_684 = e23 | all_0_684_684 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (9649), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (4358) all_0_684_684 = e24 % 131.80/84.07 | % 131.80/84.07 | Equations (4358) can reduce 4986 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (4986) ~ (all_0_684_684 = e24) % 131.80/84.07 | (9653) all_0_684_684 = e23 | all_0_684_684 = e22 % 131.80/84.07 | % 131.80/84.07 +-Applying beta-rule and splitting (9653), into two cases. % 131.80/84.07 |-Branch one: % 131.80/84.07 | (3858) all_0_684_684 = e22 % 131.80/84.07 | % 131.80/84.07 | Equations (3858) can reduce 3862 to: % 131.80/84.07 | (1975) $false % 131.80/84.07 | % 131.80/84.07 |-The branch is then unsatisfiable % 131.80/84.07 |-Branch two: % 131.80/84.07 | (3862) ~ (all_0_684_684 = e22) % 131.80/84.07 | (2664) all_0_684_684 = e23 % 131.80/84.07 | % 131.80/84.08 | Equations (2664) can reduce 2668 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.08 | (2125) all_0_652_652 = e23 % 131.80/84.08 | % 131.80/84.08 | Equations (2125) can reduce 2209 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (5206) ~ (all_0_672_672 = e26) % 131.80/84.08 | (14195) all_0_678_678 = e26 | all_0_684_684 = e26 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (14195), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (4142) all_0_678_678 = e26 % 131.80/84.08 | % 131.80/84.08 | Combining equations (4142,2061) yields a new equation: % 131.80/84.08 | (3673) e26 = e23 % 131.80/84.08 | % 131.80/84.08 | Simplifying 3673 yields: % 131.80/84.08 | (2596) e26 = e23 % 131.80/84.08 | % 131.80/84.08 | Equations (2596) can reduce 1282 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (3347) ~ (all_0_678_678 = e26) % 131.80/84.08 | (2093) all_0_684_684 = e26 % 131.80/84.08 | % 131.80/84.08 | Equations (2093) can reduce 2017 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2065) ~ (all_0_658_658 = e21) % 131.80/84.08 | (2702) all_0_660_660 = e21 | all_0_661_661 = e21 | all_0_662_662 = e21 | all_0_663_663 = e21 | all_0_664_664 = e21 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (782), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2067) all_0_678_678 = e21 % 131.80/84.08 | % 131.80/84.08 | From (2067) and (1972) follows: % 131.80/84.08 | (2178) op2(e21, e26) = e24 % 131.80/84.08 | % 131.80/84.08 | From (2067) and (1003) follows: % 131.80/84.08 | (2074) op2(e21, e26) = e21 % 131.80/84.08 | % 131.80/84.08 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 131.80/84.08 | (2180) e24 = e21 % 131.80/84.08 | % 131.80/84.08 | Equations (2180) can reduce 149 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2058) ~ (all_0_678_678 = e21) % 131.80/84.08 | (2183) all_0_679_679 = e21 | all_0_680_680 = e21 | all_0_681_681 = e21 | all_0_682_682 = e21 | all_0_683_683 = e21 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (1760), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2059) all_0_658_658 = e21 % 131.80/84.08 | % 131.80/84.08 | Equations (2059) can reduce 2065 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2065) ~ (all_0_658_658 = e21) % 131.80/84.08 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (1246), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2067) all_0_678_678 = e21 % 131.80/84.08 | % 131.80/84.08 | Equations (2067) can reduce 2058 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2058) ~ (all_0_678_678 = e21) % 131.80/84.08 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (1691), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2246) all_0_656_656 = e20 % 131.80/84.08 | % 131.80/84.08 | Equations (2246) can reduce 252 to: % 131.80/84.08 | (2247) ~ (e21 = e20) % 131.80/84.08 | % 131.80/84.08 | Simplifying 2247 yields: % 131.80/84.08 | (360) ~ (e21 = e20) % 131.80/84.08 | % 131.80/84.08 | From (2246) and (897) follows: % 131.80/84.08 | (2249) op2(e20, e25) = all_0_636_636 % 131.80/84.08 | % 131.80/84.08 | Instantiating formula (364) with e20, e25, all_0_636_636, e26 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = e26, yields: % 131.80/84.08 | (2250) all_0_636_636 = e26 % 131.80/84.08 | % 131.80/84.08 | From (2250) and (166) follows: % 131.80/84.08 | (2251) op2(e26, e25) = e21 % 131.80/84.08 | % 131.80/84.08 | Instantiating formula (364) with e26, e25, e21, e20 and discharging atoms op2(e26, e25) = e21, op2(e26, e25) = e20, yields: % 131.80/84.08 | (2252) e21 = e20 % 131.80/84.08 | % 131.80/84.08 | Equations (2252) can reduce 360 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2254) ~ (all_0_656_656 = e20) % 131.80/84.08 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (968), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2091) all_0_652_652 = e20 % 131.80/84.08 | % 131.80/84.08 | Equations (2091) can reduce 2095 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2095) ~ (all_0_652_652 = e20) % 131.80/84.08 | (3040) all_0_653_653 = e20 | all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (543), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2942) all_0_672_672 = e24 % 131.80/84.08 | % 131.80/84.08 | Equations (2942) can reduce 1537 to: % 131.80/84.08 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.08 | % 131.80/84.08 | From (2942) and (1758) follows: % 131.80/84.08 | (2951) op2(e22, e26) = e24 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (347), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2097) all_0_652_652 = e22 % 131.80/84.08 | % 131.80/84.08 | From (2097) and (602) follows: % 131.80/84.08 | (2098) op2(e22, e26) = e26 % 131.80/84.08 | % 131.80/84.08 | Instantiating formula (364) with e22, e26, e26, e24 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e24, yields: % 131.80/84.08 | (2321) e26 = e24 % 131.80/84.08 | % 131.80/84.08 | Equations (2321) can reduce 1189 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.08 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.08 | (2107) all_0_652_652 = e26 % 131.80/84.08 | % 131.80/84.08 | Equations (2107) can reduce 1658 to: % 131.80/84.08 | (950) ~ (e26 = e25) % 131.80/84.08 | % 131.80/84.08 | From (2107) and (602) follows: % 131.80/84.08 | (2109) op2(e26, e26) = e26 % 131.80/84.08 | % 131.80/84.08 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.08 | (2110) e26 = e25 % 131.80/84.08 | % 131.80/84.08 | Equations (2110) can reduce 950 to: % 131.80/84.08 | (1975) $false % 131.80/84.08 | % 131.80/84.08 |-The branch is then unsatisfiable % 131.80/84.08 |-Branch two: % 131.80/84.08 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.08 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.08 | % 131.80/84.08 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.08 |-Branch one: % 131.80/84.09 | (2083) all_0_652_652 = e24 % 131.80/84.09 | % 131.80/84.09 | Equations (2083) can reduce 2089 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.09 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2097) all_0_652_652 = e22 % 131.80/84.09 | % 131.80/84.09 | Equations (2097) can reduce 2101 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.09 | (2125) all_0_652_652 = e23 % 131.80/84.09 | % 131.80/84.09 | Equations (2125) can reduce 2209 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (4284) ~ (all_0_672_672 = e24) % 131.80/84.09 | (4285) all_0_673_673 = e24 | all_0_675_675 = e24 | all_0_676_676 = e24 | all_0_677_677 = e24 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (1410), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2955) all_0_678_678 = e24 % 131.80/84.09 | % 131.80/84.09 | Equations (2955) can reduce 1371 to: % 131.80/84.09 | (2944) ~ (all_0_658_658 = e24) % 131.80/84.09 | % 131.80/84.09 | From (2955) and (1972) follows: % 131.80/84.09 | (4294) op2(e24, e26) = e24 % 131.80/84.09 | % 131.80/84.09 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 131.80/84.09 | (3319) all_0_658_658 = e24 % 131.80/84.09 | % 131.80/84.09 | Equations (3319) can reduce 2944 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2946) ~ (all_0_678_678 = e24) % 131.80/84.09 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (1580), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2083) all_0_652_652 = e24 % 131.80/84.09 | % 131.80/84.09 | Equations (2083) can reduce 2089 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.09 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (140), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2627) all_0_672_672 = e23 % 131.80/84.09 | % 131.80/84.09 | Equations (2627) can reduce 1537 to: % 131.80/84.09 | (2209) ~ (all_0_652_652 = e23) % 131.80/84.09 | % 131.80/84.09 | From (2627) and (1758) follows: % 131.80/84.09 | (10208) op2(e22, e26) = e23 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (347), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2097) all_0_652_652 = e22 % 131.80/84.09 | % 131.80/84.09 | From (2097) and (602) follows: % 131.80/84.09 | (2098) op2(e22, e26) = e26 % 131.80/84.09 | % 131.80/84.09 | Instantiating formula (364) with e22, e26, e26, e23 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e23, yields: % 131.80/84.09 | (2596) e26 = e23 % 131.80/84.09 | % 131.80/84.09 | Equations (2596) can reduce 1282 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.09 | (2102) all_0_658_658 = e22 | all_0_665_665 = e22 | all_0_672_672 = e22 | all_0_684_684 = e22 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2107) all_0_652_652 = e26 % 131.80/84.09 | % 131.80/84.09 | Equations (2107) can reduce 1658 to: % 131.80/84.09 | (950) ~ (e26 = e25) % 131.80/84.09 | % 131.80/84.09 | From (2107) and (602) follows: % 131.80/84.09 | (2109) op2(e26, e26) = e26 % 131.80/84.09 | % 131.80/84.09 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.09 | (2110) e26 = e25 % 131.80/84.09 | % 131.80/84.09 | Equations (2110) can reduce 950 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.09 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2083) all_0_652_652 = e24 % 131.80/84.09 | % 131.80/84.09 | Equations (2083) can reduce 2089 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.09 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2097) all_0_652_652 = e22 % 131.80/84.09 | % 131.80/84.09 | Equations (2097) can reduce 2101 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.09 | (2125) all_0_652_652 = e23 % 131.80/84.09 | % 131.80/84.09 | Equations (2125) can reduce 2209 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2658) ~ (all_0_672_672 = e23) % 131.80/84.09 | (2659) all_0_673_673 = e23 | all_0_674_674 = e23 | all_0_675_675 = e23 | all_0_677_677 = e23 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (1052), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2061) all_0_678_678 = e23 % 131.80/84.09 | % 131.80/84.09 | From (2061) and (1972) follows: % 131.80/84.09 | (2062) op2(e23, e26) = e24 % 131.80/84.09 | % 131.80/84.09 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 131.80/84.09 | (2063) all_0_665_665 = e24 % 131.80/84.09 | % 131.80/84.09 | From (2063) and (307) follows: % 131.80/84.09 | (4977) op2(e24, e26) = e21 % 131.80/84.09 | % 131.80/84.09 | Instantiating formula (364) with e24, e26, e21, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e21, yields: % 131.80/84.09 | (2059) all_0_658_658 = e21 % 131.80/84.09 | % 131.80/84.09 | Equations (2059) can reduce 2065 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2590) ~ (all_0_678_678 = e23) % 131.80/84.09 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (937), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2125) all_0_652_652 = e23 % 131.80/84.09 | % 131.80/84.09 | Equations (2125) can reduce 2209 to: % 131.80/84.09 | (1975) $false % 131.80/84.09 | % 131.80/84.09 |-The branch is then unsatisfiable % 131.80/84.09 |-Branch two: % 131.80/84.09 | (2209) ~ (all_0_652_652 = e23) % 131.80/84.09 | (2309) all_0_658_658 = e23 | all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (136), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (4099) all_0_687_687 = e21 % 131.80/84.09 | % 131.80/84.09 | Equations (4099) can reduce 1105 to: % 131.80/84.09 | (2271) ~ (all_0_684_684 = e21) % 131.80/84.09 | % 131.80/84.09 | Equations (4099) can reduce 1335 to: % 131.80/84.09 | (2798) ~ (all_0_689_689 = e21) % 131.80/84.09 | % 131.80/84.09 | Simplifying 2798 yields: % 131.80/84.09 | (2799) ~ (all_0_689_689 = e21) % 131.80/84.09 | % 131.80/84.09 | Equations (4099) can reduce 5210 to: % 131.80/84.09 | (5744) ~ (e26 = e21) % 131.80/84.09 | % 131.80/84.09 | Simplifying 5744 yields: % 131.80/84.09 | (1656) ~ (e26 = e21) % 131.80/84.09 | % 131.80/84.09 | Equations (4099) can reduce 1307 to: % 131.80/84.09 | (1966) ~ (e24 = e21) % 131.80/84.09 | % 131.80/84.09 | Simplifying 1966 yields: % 131.80/84.09 | (149) ~ (e24 = e21) % 131.80/84.09 | % 131.80/84.09 +-Applying beta-rule and splitting (502), into two cases. % 131.80/84.09 |-Branch one: % 131.80/84.09 | (2792) all_0_676_676 = e21 % 131.80/84.09 | % 131.80/84.09 | Equations (2792) can reduce 1539 to: % 131.80/84.09 | (2131) ~ (all_0_672_672 = e21) % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (2066), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2071) all_0_665_665 = e21 % 131.80/84.10 | % 131.80/84.10 | Equations (2071) can reduce 682 to: % 131.80/84.10 | (2065) ~ (all_0_658_658 = e21) % 131.80/84.10 | % 131.80/84.10 | Equations (2071) can reduce 2679 to: % 131.80/84.10 | (2576) ~ (e23 = e21) % 131.80/84.10 | % 131.80/84.10 | Simplifying 2576 yields: % 131.80/84.10 | (896) ~ (e23 = e21) % 131.80/84.10 | % 131.80/84.10 | From (2071) and (262) follows: % 131.80/84.10 | (2675) op2(e23, e26) = e21 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (2090), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (3319) all_0_658_658 = e24 % 131.80/84.10 | % 131.80/84.10 | Equations (3319) can reduce 2944 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (2944) ~ (all_0_658_658 = e24) % 131.80/84.10 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (4346), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2063) all_0_665_665 = e24 % 131.80/84.10 | % 131.80/84.10 | Combining equations (2063,2071) yields a new equation: % 131.80/84.10 | (2323) e24 = e21 % 131.80/84.10 | % 131.80/84.10 | Simplifying 2323 yields: % 131.80/84.10 | (2180) e24 = e21 % 131.80/84.10 | % 131.80/84.10 | Equations (2180) can reduce 149 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (2037) ~ (all_0_665_665 = e24) % 131.80/84.10 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (4350), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2942) all_0_672_672 = e24 % 131.80/84.10 | % 131.80/84.10 | Equations (2942) can reduce 4284 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (4284) ~ (all_0_672_672 = e24) % 131.80/84.10 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (4354), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2955) all_0_678_678 = e24 % 131.80/84.10 | % 131.80/84.10 | Equations (2955) can reduce 2946 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (2946) ~ (all_0_678_678 = e24) % 131.80/84.10 | (4358) all_0_684_684 = e24 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (2309), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2670) all_0_658_658 = e23 % 131.80/84.10 | % 131.80/84.10 | Equations (2670) can reduce 2065 to: % 131.80/84.10 | (896) ~ (e23 = e21) % 131.80/84.10 | % 131.80/84.10 | From (2670) and (873) follows: % 131.80/84.10 | (2676) op2(e23, e26) = e23 % 131.80/84.10 | % 131.80/84.10 | Instantiating formula (364) with e23, e26, e21, e23 and discharging atoms op2(e23, e26) = e23, op2(e23, e26) = e21, yields: % 131.80/84.10 | (2612) e23 = e21 % 131.80/84.10 | % 131.80/84.10 | Equations (2612) can reduce 896 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (1997) ~ (all_0_658_658 = e23) % 131.80/84.10 | (2673) all_0_665_665 = e23 | all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (2673), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2674) all_0_665_665 = e23 % 131.80/84.10 | % 131.80/84.10 | Combining equations (2071,2674) yields a new equation: % 131.80/84.10 | (2612) e23 = e21 % 131.80/84.10 | % 131.80/84.10 | Equations (2612) can reduce 896 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (2679) ~ (all_0_665_665 = e23) % 131.80/84.10 | (2680) all_0_672_672 = e23 | all_0_678_678 = e23 | all_0_684_684 = e23 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (2680), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2627) all_0_672_672 = e23 % 131.80/84.10 | % 131.80/84.10 | Equations (2627) can reduce 2658 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (2658) ~ (all_0_672_672 = e23) % 131.80/84.10 | (2684) all_0_678_678 = e23 | all_0_684_684 = e23 % 131.80/84.10 | % 131.80/84.10 +-Applying beta-rule and splitting (2684), into two cases. % 131.80/84.10 |-Branch one: % 131.80/84.10 | (2061) all_0_678_678 = e23 % 131.80/84.10 | % 131.80/84.10 | Equations (2061) can reduce 2590 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.10 |-Branch two: % 131.80/84.10 | (2590) ~ (all_0_678_678 = e23) % 131.80/84.10 | (2664) all_0_684_684 = e23 % 131.80/84.10 | % 131.80/84.10 | Combining equations (2664,4358) yields a new equation: % 131.80/84.10 | (2028) e24 = e23 % 131.80/84.10 | % 131.80/84.10 | Equations (2028) can reduce 572 to: % 131.80/84.10 | (1975) $false % 131.80/84.10 | % 131.80/84.10 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2077) ~ (all_0_665_665 = e21) % 131.80/84.11 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2136), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2079) all_0_672_672 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2079) can reduce 2131 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2131) ~ (all_0_672_672 = e21) % 131.80/84.11 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2140), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2067) all_0_678_678 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2067) can reduce 2058 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2058) ~ (all_0_678_678 = e21) % 131.80/84.11 | (2144) all_0_684_684 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2144) can reduce 2271 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (4392) ~ (all_0_676_676 = e21) % 131.80/84.11 | (4393) all_0_676_676 = e26 | all_0_676_676 = e24 | all_0_676_676 = e22 | all_0_676_676 = e20 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2375), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2391) all_0_670_670 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2391) can reduce 1503 to: % 131.80/84.11 | (2077) ~ (all_0_665_665 = e21) % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2066), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2071) all_0_665_665 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2071) can reduce 2077 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2077) ~ (all_0_665_665 = e21) % 131.80/84.11 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2136), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2079) all_0_672_672 = e21 % 131.80/84.11 | % 131.80/84.11 | From (2079) and (1758) follows: % 131.80/84.11 | (2082) op2(e22, e26) = e21 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (177), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2157) all_0_656_656 = e22 % 131.80/84.11 | % 131.80/84.11 | Equations (2157) can reduce 1243 to: % 131.80/84.11 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2107) all_0_652_652 = e26 % 131.80/84.11 | % 131.80/84.11 | Equations (2107) can reduce 1658 to: % 131.80/84.11 | (950) ~ (e26 = e25) % 131.80/84.11 | % 131.80/84.11 | From (2107) and (602) follows: % 131.80/84.11 | (2109) op2(e26, e26) = e26 % 131.80/84.11 | % 131.80/84.11 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.11 | (2110) e26 = e25 % 131.80/84.11 | % 131.80/84.11 | Equations (2110) can reduce 950 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.11 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2083) all_0_652_652 = e24 % 131.80/84.11 | % 131.80/84.11 | Equations (2083) can reduce 2089 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.11 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2097) all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 | Equations (2097) can reduce 2101 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.11 | (2125) all_0_652_652 = e23 % 131.80/84.11 | % 131.80/84.11 | Equations (2125) can reduce 2209 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2244) ~ (all_0_656_656 = e22) % 131.80/84.11 | (2245) all_0_663_663 = e22 | all_0_670_670 = e22 | all_0_676_676 = e22 | all_0_689_689 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (673), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2097) all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 | From (2097) and (602) follows: % 131.80/84.11 | (2098) op2(e22, e26) = e26 % 131.80/84.11 | % 131.80/84.11 | Instantiating formula (364) with e22, e26, e26, e21 and discharging atoms op2(e22, e26) = e26, op2(e22, e26) = e21, yields: % 131.80/84.11 | (1984) e26 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (1984) can reduce 1656 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.11 | (2765) all_0_653_653 = e22 | all_0_654_654 = e22 | all_0_655_655 = e22 | all_0_656_656 = e22 | all_0_657_657 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2096), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2107) all_0_652_652 = e26 % 131.80/84.11 | % 131.80/84.11 | Equations (2107) can reduce 1243 to: % 131.80/84.11 | (9994) ~ (all_0_656_656 = e26) % 131.80/84.11 | % 131.80/84.11 | Simplifying 9994 yields: % 131.80/84.11 | (2326) ~ (all_0_656_656 = e26) % 131.80/84.11 | % 131.80/84.11 | From (2107) and (602) follows: % 131.80/84.11 | (2109) op2(e26, e26) = e26 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2255), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2315) all_0_656_656 = e26 % 131.80/84.11 | % 131.80/84.11 | Equations (2315) can reduce 2326 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2326) ~ (all_0_656_656 = e26) % 131.80/84.11 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2327), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2328) all_0_656_656 = e24 % 131.80/84.11 | % 131.80/84.11 | Equations (2328) can reduce 2312 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2312) ~ (all_0_656_656 = e24) % 131.80/84.11 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2331), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2157) all_0_656_656 = e22 % 131.80/84.11 | % 131.80/84.11 | Equations (2157) can reduce 2244 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2244) ~ (all_0_656_656 = e22) % 131.80/84.11 | (2273) all_0_656_656 = e25 % 131.80/84.11 | % 131.80/84.11 | Equations (2273) can reduce 2326 to: % 131.80/84.11 | (5445) ~ (e26 = e25) % 131.80/84.11 | % 131.80/84.11 | Simplifying 5445 yields: % 131.80/84.11 | (950) ~ (e26 = e25) % 131.80/84.11 | % 131.80/84.11 | Instantiating formula (364) with e26, e26, e26, e25 and discharging atoms op2(e26, e26) = e26, op2(e26, e26) = e25, yields: % 131.80/84.11 | (2110) e26 = e25 % 131.80/84.11 | % 131.80/84.11 | Equations (2110) can reduce 950 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2112) ~ (all_0_652_652 = e26) % 131.80/84.11 | (2117) all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2117), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2083) all_0_652_652 = e24 % 131.80/84.11 | % 131.80/84.11 | Equations (2083) can reduce 2089 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2089) ~ (all_0_652_652 = e24) % 131.80/84.11 | (2121) all_0_652_652 = e23 | all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2121), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2097) all_0_652_652 = e22 % 131.80/84.11 | % 131.80/84.11 | Equations (2097) can reduce 2101 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2101) ~ (all_0_652_652 = e22) % 131.80/84.11 | (2125) all_0_652_652 = e23 % 131.80/84.11 | % 131.80/84.11 | Equations (2125) can reduce 2209 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2131) ~ (all_0_672_672 = e21) % 131.80/84.11 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 131.80/84.11 | % 131.80/84.11 +-Applying beta-rule and splitting (2140), into two cases. % 131.80/84.11 |-Branch one: % 131.80/84.11 | (2067) all_0_678_678 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2067) can reduce 2058 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.11 |-Branch two: % 131.80/84.11 | (2058) ~ (all_0_678_678 = e21) % 131.80/84.11 | (2144) all_0_684_684 = e21 % 131.80/84.11 | % 131.80/84.11 | Equations (2144) can reduce 2271 to: % 131.80/84.11 | (1975) $false % 131.80/84.11 | % 131.80/84.11 |-The branch is then unsatisfiable % 131.80/84.12 |-Branch two: % 131.80/84.12 | (2795) ~ (all_0_670_670 = e21) % 131.80/84.12 | (4447) all_0_676_676 = e21 | all_0_682_682 = e21 | all_0_689_689 = e21 % 131.80/84.12 | % 131.80/84.12 +-Applying beta-rule and splitting (4447), into two cases. % 131.80/84.12 |-Branch one: % 131.80/84.12 | (2792) all_0_676_676 = e21 % 131.80/84.12 | % 131.80/84.12 | Equations (2792) can reduce 4392 to: % 131.80/84.12 | (1975) $false % 131.80/84.12 | % 131.80/84.12 |-The branch is then unsatisfiable % 131.80/84.12 |-Branch two: % 131.80/84.12 | (4392) ~ (all_0_676_676 = e21) % 131.80/84.12 | (4451) all_0_682_682 = e21 | all_0_689_689 = e21 % 131.80/84.12 | % 131.80/84.12 +-Applying beta-rule and splitting (4451), into two cases. % 131.80/84.12 |-Branch one: % 131.80/84.12 | (2057) all_0_682_682 = e21 % 131.80/84.12 | % 131.80/84.12 | Equations (2057) can reduce 2148 to: % 131.80/84.12 | (1975) $false % 131.80/84.12 | % 131.80/84.12 |-The branch is then unsatisfiable % 131.80/84.12 |-Branch two: % 131.80/84.12 | (2148) ~ (all_0_682_682 = e21) % 131.80/84.12 | (2938) all_0_689_689 = e21 % 131.80/84.12 | % 131.80/84.12 | Equations (2938) can reduce 2799 to: % 131.80/84.12 | (1975) $false % 131.80/84.12 | % 131.80/84.12 |-The branch is then unsatisfiable % 131.80/84.12 |-Branch two: % 131.80/84.12 | (3392) ~ (all_0_687_687 = e21) % 131.80/84.12 | (13303) all_0_687_687 = e26 | all_0_687_687 = e25 | all_0_687_687 = e23 | all_0_687_687 = e22 | all_0_687_687 = e20 % 131.80/84.12 | % 131.80/84.12 +-Applying beta-rule and splitting (2694), into two cases. % 131.80/84.12 |-Branch one: % 131.80/84.12 | (3399) all_0_668_668 = e21 % 131.80/84.12 | % 131.80/84.12 | Equations (3399) can reduce 388 to: % 131.80/84.12 | (1966) ~ (e24 = e21) % 131.80/84.12 | % 131.80/84.12 | Simplifying 1966 yields: % 131.80/84.12 | (149) ~ (e24 = e21) % 131.80/84.12 | % 131.80/84.12 | Equations (3399) can reduce 12865 to: % 131.80/84.12 | (2576) ~ (e23 = e21) % 131.80/84.12 | % 131.80/84.12 | Simplifying 2576 yields: % 131.80/84.12 | (896) ~ (e23 = e21) % 131.80/84.12 | % 131.80/84.12 | From (3399) and (5020) follows: % 131.80/84.12 | (2578) op2(e21, e23) = e25 % 131.80/84.12 | % 131.80/84.12 | From (3399) and (657) follows: % 131.80/84.12 | (15121) op2(e23, e23) = e21 % 131.80/84.12 | % 131.80/84.12 | Instantiating formula (364) with e21, e23, e25, all_0_680_680 and discharging atoms op2(e21, e23) = all_0_680_680, op2(e21, e23) = e25, yields: % 131.80/84.12 | (2579) all_0_680_680 = e25 % 131.80/84.12 | % 131.80/84.12 | Equations (2579) can reduce 944 to: % 131.80/84.12 | (2808) ~ (all_0_679_679 = e25) % 131.80/84.12 | % 131.80/84.12 | Equations (2579) can reduce 1579 to: % 131.80/84.12 | (169) ~ (e25 = e24) % 131.80/84.12 | % 131.80/84.12 | Equations (2579) can reduce 4042 to: % 131.80/84.12 | (1480) ~ (e25 = e23) % 131.80/84.12 | % 131.80/84.12 | From (2579) and (365) follows: % 131.80/84.12 | (15126) op2(e25, e21) = all_0_627_627 % 131.80/84.12 | % 131.80/84.12 | Instantiating formula (364) with e25, e21, all_0_627_627, all_0_656_656 and discharging atoms op2(e25, e21) = all_0_627_627, op2(e25, e21) = all_0_656_656, yields: % 131.99/84.12 | (15127) all_0_627_627 = all_0_656_656 % 131.99/84.12 | % 131.99/84.12 | From (15127) and (1390) follows: % 131.99/84.12 | (15128) op2(all_0_656_656, e21) = e23 % 131.99/84.12 | % 131.99/84.12 | From (15127) and (15126) follows: % 131.99/84.12 | (254) op2(e25, e21) = all_0_656_656 % 131.99/84.12 | % 131.99/84.12 | Instantiating formula (364) with all_0_656_656, e21, e23, all_0_117_117 and discharging atoms op2(all_0_656_656, e21) = all_0_117_117, op2(all_0_656_656, e21) = e23, yields: % 131.99/84.12 | (15130) all_0_117_117 = e23 % 131.99/84.12 | % 131.99/84.12 | From (15130) and (1757) follows: % 131.99/84.12 | (15128) op2(all_0_656_656, e21) = e23 % 131.99/84.12 | % 131.99/84.12 +-Applying beta-rule and splitting (403), into two cases. % 131.99/84.12 |-Branch one: % 131.99/84.12 | (3049) all_0_653_653 = e25 % 131.99/84.12 | % 131.99/84.12 | Combining equations (3099,3049) yields a new equation: % 131.99/84.12 | (3094) e25 = e24 % 131.99/84.12 | % 131.99/84.12 | Equations (3094) can reduce 169 to: % 131.99/84.12 | (1975) $false % 131.99/84.12 | % 131.99/84.12 |-The branch is then unsatisfiable % 131.99/84.12 |-Branch two: % 131.99/84.12 | (3055) ~ (all_0_653_653 = e25) % 131.99/84.12 | (3060) all_0_660_660 = e25 | all_0_667_667 = e25 | all_0_679_679 = e25 | all_0_686_686 = e25 % 131.99/84.12 | % 131.99/84.12 +-Applying beta-rule and splitting (1683), into two cases. % 131.99/84.12 |-Branch one: % 131.99/84.12 | (2600) all_0_654_654 = e20 % 131.99/84.12 | % 131.99/84.12 | Combining equations (2624,2600) yields a new equation: % 131.99/84.12 | (3426) e23 = e20 % 131.99/84.12 | % 131.99/84.12 | Simplifying 3426 yields: % 131.99/84.12 | (2604) e23 = e20 % 131.99/84.12 | % 131.99/84.12 | Equations (2604) can reduce 581 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (2606) ~ (all_0_654_654 = e20) % 131.99/84.13 | (3570) all_0_661_661 = e20 | all_0_668_668 = e20 | all_0_674_674 = e20 | all_0_680_680 = e20 | all_0_687_687 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (2624) can reduce 2606 to: % 131.99/84.13 | (581) ~ (e23 = e20) % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (1340), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3294) all_0_660_660 = e25 % 131.99/84.13 | % 131.99/84.13 | Equations (3294) can reduce 3632 to: % 131.99/84.13 | (169) ~ (e25 = e24) % 131.99/84.13 | % 131.99/84.13 | From (3294) and (12795) follows: % 131.99/84.13 | (3289) op2(e25, e24) = e25 % 131.99/84.13 | % 131.99/84.13 | Instantiating formula (364) with e25, e24, e25, e24 and discharging atoms op2(e25, e24) = e25, op2(e25, e24) = e24, yields: % 131.99/84.13 | (3094) e25 = e24 % 131.99/84.13 | % 131.99/84.13 | Equations (3094) can reduce 169 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (4215) ~ (all_0_660_660 = e25) % 131.99/84.13 | (15150) all_0_661_661 = e25 | all_0_662_662 = e25 | all_0_663_663 = e25 | all_0_664_664 = e25 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (194), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3085) all_0_686_686 = e25 % 131.99/84.13 | % 131.99/84.13 | From (3085) and (953) follows: % 131.99/84.13 | (3089) op2(e25, e20) = all_0_622_622 % 131.99/84.13 | % 131.99/84.13 | Instantiating formula (364) with e25, e20, all_0_622_622, all_0_657_657 and discharging atoms op2(e25, e20) = all_0_622_622, op2(e25, e20) = all_0_657_657, yields: % 131.99/84.13 | (3090) all_0_622_622 = all_0_657_657 % 131.99/84.13 | % 131.99/84.13 | From (3090) and (428) follows: % 131.99/84.13 | (3091) op2(all_0_657_657, e20) = e24 % 131.99/84.13 | % 131.99/84.13 | From (3090) and (3089) follows: % 131.99/84.13 | (1464) op2(e25, e20) = all_0_657_657 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (1235), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3061) all_0_657_657 = e25 % 131.99/84.13 | % 131.99/84.13 | Equations (3061) can reduce 3829 to: % 131.99/84.13 | (169) ~ (e25 = e24) % 131.99/84.13 | % 131.99/84.13 | From (3061) and (3091) follows: % 131.99/84.13 | (5590) op2(e25, e20) = e24 % 131.99/84.13 | % 131.99/84.13 | From (3061) and (1464) follows: % 131.99/84.13 | (15159) op2(e25, e20) = e25 % 131.99/84.13 | % 131.99/84.13 | Instantiating formula (364) with e25, e20, e24, e25 and discharging atoms op2(e25, e20) = e25, op2(e25, e20) = e24, yields: % 131.99/84.13 | (3094) e25 = e24 % 131.99/84.13 | % 131.99/84.13 | Equations (3094) can reduce 169 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (3067) ~ (all_0_657_657 = e25) % 131.99/84.13 | (3068) all_0_664_664 = e25 | all_0_671_671 = e25 | all_0_683_683 = e25 | all_0_690_690 = e25 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (387), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3073) all_0_655_655 = e25 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (3040), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3102) all_0_653_653 = e20 % 131.99/84.13 | % 131.99/84.13 | Combining equations (3102,3099) yields a new equation: % 131.99/84.13 | (3104) e24 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (3104) can reduce 633 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (3106) ~ (all_0_653_653 = e20) % 131.99/84.13 | (3107) all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (3107), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (2600) all_0_654_654 = e20 % 131.99/84.13 | % 131.99/84.13 | Combining equations (2600,2624) yields a new equation: % 131.99/84.13 | (2604) e23 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (2604) can reduce 581 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (2606) ~ (all_0_654_654 = e20) % 131.99/84.13 | (3111) all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (3111), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3112) all_0_655_655 = e20 % 131.99/84.13 | % 131.99/84.13 | Combining equations (3112,3073) yields a new equation: % 131.99/84.13 | (3113) e25 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (3113) can reduce 239 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (3115) ~ (all_0_655_655 = e20) % 131.99/84.13 | (3116) all_0_656_656 = e20 | all_0_657_657 = e20 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (3116), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (2246) all_0_656_656 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (2246) can reduce 2254 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (2254) ~ (all_0_656_656 = e20) % 131.99/84.13 | (3121) all_0_657_657 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (3121) can reduce 594 to: % 131.99/84.13 | (13893) ~ (all_0_690_690 = e20) % 131.99/84.13 | % 131.99/84.13 | Simplifying 13893 yields: % 131.99/84.13 | (4023) ~ (all_0_690_690 = e20) % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (2379), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3535) all_0_690_690 = e20 % 131.99/84.13 | % 131.99/84.13 | Equations (3535) can reduce 4023 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (4023) ~ (all_0_690_690 = e20) % 131.99/84.13 | (4024) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (4024), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3629) all_0_660_660 = e24 % 131.99/84.13 | % 131.99/84.13 | Equations (3629) can reduce 3632 to: % 131.99/84.13 | (1975) $false % 131.99/84.13 | % 131.99/84.13 |-The branch is then unsatisfiable % 131.99/84.13 |-Branch two: % 131.99/84.13 | (3632) ~ (all_0_660_660 = e24) % 131.99/84.13 | (4030) all_0_668_668 = e23 | all_0_675_675 = e22 % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (4030), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (4031) all_0_675_675 = e22 % 131.99/84.13 | % 131.99/84.13 | Equations (4031) can reduce 545 to: % 131.99/84.13 | (3618) ~ (all_0_650_650 = e22) % 131.99/84.13 | % 131.99/84.13 +-Applying beta-rule and splitting (1981), into two cases. % 131.99/84.13 |-Branch one: % 131.99/84.13 | (3640) all_0_650_650 = e26 % 131.99/84.13 | % 131.99/84.13 | Equations (3640) can reduce 261 to: % 131.99/84.13 | (15197) ~ (all_0_651_651 = e26) % 131.99/84.13 | % 131.99/84.14 | Simplifying 15197 yields: % 131.99/84.14 | (3653) ~ (all_0_651_651 = e26) % 131.99/84.14 | % 131.99/84.14 +-Applying beta-rule and splitting (1977), into two cases. % 131.99/84.14 |-Branch one: % 131.99/84.14 | (3649) all_0_651_651 = e26 % 131.99/84.14 | % 131.99/84.14 | Equations (3649) can reduce 3653 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (3653) ~ (all_0_651_651 = e26) % 131.99/84.14 | (3617) all_0_651_651 = e22 % 131.99/84.14 | % 131.99/84.14 | From (3617) and (2056) follows: % 131.99/84.14 | (3621) op2(e22, e20) = e25 % 131.99/84.14 | % 131.99/84.14 | Instantiating formula (364) with e22, e20, e25, all_0_677_677 and discharging atoms op2(e22, e20) = all_0_677_677, op2(e22, e20) = e25, yields: % 131.99/84.14 | (15204) all_0_677_677 = e25 % 131.99/84.14 | % 131.99/84.14 | Equations (15204) can reduce 448 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (3772) ~ (all_0_650_650 = e26) % 131.99/84.14 | (3773) all_0_650_650 = e22 % 131.99/84.14 | % 131.99/84.14 | Equations (3773) can reduce 3618 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (3530) ~ (all_0_675_675 = e22) % 131.99/84.14 | (4034) all_0_668_668 = e23 % 131.99/84.14 | % 131.99/84.14 | Combining equations (3399,4034) yields a new equation: % 131.99/84.14 | (2612) e23 = e21 % 131.99/84.14 | % 131.99/84.14 | Equations (2612) can reduce 896 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (4226) ~ (all_0_655_655 = e25) % 131.99/84.14 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 131.99/84.14 | % 131.99/84.14 +-Applying beta-rule and splitting (3056), into two cases. % 131.99/84.14 |-Branch one: % 131.99/84.14 | (2691) all_0_654_654 = e25 % 131.99/84.14 | % 131.99/84.14 | Combining equations (2624,2691) yields a new equation: % 131.99/84.14 | (2087) e25 = e23 % 131.99/84.14 | % 131.99/84.14 | Equations (2087) can reduce 1480 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (2580) ~ (all_0_654_654 = e25) % 131.99/84.14 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 131.99/84.14 | % 131.99/84.14 +-Applying beta-rule and splitting (3072), into two cases. % 131.99/84.14 |-Branch one: % 131.99/84.14 | (3073) all_0_655_655 = e25 % 131.99/84.14 | % 131.99/84.14 | Equations (3073) can reduce 4226 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (4226) ~ (all_0_655_655 = e25) % 131.99/84.14 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 131.99/84.14 | % 131.99/84.14 +-Applying beta-rule and splitting (4227), into two cases. % 131.99/84.14 |-Branch one: % 131.99/84.14 | (2273) all_0_656_656 = e25 % 131.99/84.14 | % 131.99/84.14 | Equations (2273) can reduce 1208 to: % 131.99/84.14 | (1480) ~ (e25 = e23) % 131.99/84.14 | % 131.99/84.14 | From (2273) and (15128) follows: % 131.99/84.14 | (15226) op2(e25, e21) = e23 % 131.99/84.14 | % 131.99/84.14 | From (2273) and (254) follows: % 131.99/84.14 | (9686) op2(e25, e21) = e25 % 131.99/84.14 | % 131.99/84.14 | Instantiating formula (364) with e25, e21, e23, e25 and discharging atoms op2(e25, e21) = e25, op2(e25, e21) = e23, yields: % 131.99/84.14 | (2087) e25 = e23 % 131.99/84.14 | % 131.99/84.14 | Equations (2087) can reduce 1480 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (2279) ~ (all_0_656_656 = e25) % 131.99/84.14 | (3061) all_0_657_657 = e25 % 131.99/84.14 | % 131.99/84.14 | Equations (3061) can reduce 3067 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (3285) ~ (all_0_686_686 = e25) % 131.99/84.14 | (3286) all_0_687_687 = e25 | all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 131.99/84.14 | % 131.99/84.14 +-Applying beta-rule and splitting (3060), into two cases. % 131.99/84.14 |-Branch one: % 131.99/84.14 | (3294) all_0_660_660 = e25 % 131.99/84.14 | % 131.99/84.14 | Equations (3294) can reduce 4215 to: % 131.99/84.14 | (1975) $false % 131.99/84.14 | % 131.99/84.14 |-The branch is then unsatisfiable % 131.99/84.14 |-Branch two: % 131.99/84.14 | (4215) ~ (all_0_660_660 = e25) % 131.99/84.14 | (4216) all_0_667_667 = e25 | all_0_679_679 = e25 | all_0_686_686 = e25 % 131.99/84.14 | % 131.99/84.14 +-Applying beta-rule and splitting (4216), into two cases. % 131.99/84.14 |-Branch one: % 131.99/84.14 | (3287) all_0_667_667 = e25 % 131.99/84.14 | % 131.99/84.14 | From (3287) and (42) follows: % 131.99/84.14 | (15240) op2(e25, e23) = all_0_619_619 % 131.99/84.14 | % 131.99/84.14 | Instantiating formula (364) with e25, e23, all_0_619_619, e23 and discharging atoms op2(e25, e23) = all_0_619_619, op2(e25, e23) = e23, yields: % 131.99/84.14 | (15241) all_0_619_619 = e23 % 131.99/84.14 | % 131.99/84.14 | From (15241) and (831) follows: % 131.99/84.15 | (15242) op2(e23, e23) = e24 % 131.99/84.15 | % 131.99/84.15 | Instantiating formula (364) with e23, e23, e24, e21 and discharging atoms op2(e23, e23) = e24, op2(e23, e23) = e21, yields: % 131.99/84.15 | (2180) e24 = e21 % 131.99/84.15 | % 131.99/84.15 | Equations (2180) can reduce 149 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (3292) ~ (all_0_667_667 = e25) % 131.99/84.15 | (4220) all_0_679_679 = e25 | all_0_686_686 = e25 % 131.99/84.15 | % 131.99/84.15 +-Applying beta-rule and splitting (4220), into two cases. % 131.99/84.15 |-Branch one: % 131.99/84.15 | (4221) all_0_679_679 = e25 % 131.99/84.15 | % 131.99/84.15 | Equations (4221) can reduce 2808 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (2808) ~ (all_0_679_679 = e25) % 131.99/84.15 | (3085) all_0_686_686 = e25 % 131.99/84.15 | % 131.99/84.15 | Equations (3085) can reduce 3285 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (4073) ~ (all_0_668_668 = e21) % 131.99/84.15 | (4074) all_0_674_674 = e21 | all_0_680_680 = e21 | all_0_687_687 = e21 % 131.99/84.15 | % 131.99/84.15 +-Applying beta-rule and splitting (4074), into two cases. % 131.99/84.15 |-Branch one: % 131.99/84.15 | (2707) all_0_674_674 = e21 % 131.99/84.15 | % 131.99/84.15 | Equations (2707) can reduce 2732 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (2732) ~ (all_0_674_674 = e21) % 131.99/84.15 | (4081) all_0_680_680 = e21 | all_0_687_687 = e21 % 131.99/84.15 | % 131.99/84.15 +-Applying beta-rule and splitting (4081), into two cases. % 131.99/84.15 |-Branch one: % 131.99/84.15 | (2380) all_0_680_680 = e21 % 131.99/84.15 | % 131.99/84.15 | Equations (2380) can reduce 2560 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (2560) ~ (all_0_680_680 = e21) % 131.99/84.15 | (4099) all_0_687_687 = e21 % 131.99/84.15 | % 131.99/84.15 | Equations (4099) can reduce 3392 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (2005) ~ (all_0_666_666 = e23) % 131.99/84.15 | (4615) all_0_685_685 = e23 % 131.99/84.15 | % 131.99/84.15 | Combining equations (4615,2015) yields a new equation: % 131.99/84.15 | (2596) e26 = e23 % 131.99/84.15 | % 131.99/84.15 | Equations (2596) can reduce 1282 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (4487) ~ (all_0_685_685 = e26) % 131.99/84.15 | (4488) all_0_685_685 = e24 | all_0_685_685 = e23 % 131.99/84.15 | % 131.99/84.15 +-Applying beta-rule and splitting (4494), into two cases. % 131.99/84.15 |-Branch one: % 131.99/84.15 | (2032) all_0_666_666 = e26 % 131.99/84.15 | % 131.99/84.15 | Equations (2032) can reduce 697 to: % 131.99/84.15 | (4500) ~ (all_0_665_665 = e26) % 131.99/84.15 | % 131.99/84.15 | Equations (2032) can reduce 279 to: % 131.99/84.15 | (1656) ~ (e26 = e21) % 131.99/84.15 | % 131.99/84.15 | From (2032) and (945) follows: % 131.99/84.15 | (4503) op2(e26, e23) = all_0_614_614 % 131.99/84.15 | % 131.99/84.15 | From (2032) and (348) follows: % 131.99/84.15 | (2319) op2(e23, e25) = e26 % 131.99/84.15 | % 131.99/84.15 +-Applying beta-rule and splitting (4618), into two cases. % 131.99/84.15 |-Branch one: % 131.99/84.15 | (4997) all_0_666_666 = e23 % 131.99/84.15 | % 131.99/84.15 | Combining equations (4997,2032) yields a new equation: % 131.99/84.15 | (2596) e26 = e23 % 131.99/84.15 | % 131.99/84.15 | Equations (2596) can reduce 1282 to: % 131.99/84.15 | (1975) $false % 131.99/84.15 | % 131.99/84.15 |-The branch is then unsatisfiable % 131.99/84.15 |-Branch two: % 131.99/84.15 | (2005) ~ (all_0_666_666 = e23) % 131.99/84.15 | (4615) all_0_685_685 = e23 % 131.99/84.15 | % 131.99/84.15 | Equations (4615) can reduce 1312 to: % 131.99/84.15 | (5828) ~ (all_0_687_687 = e23) % 131.99/84.15 | % 131.99/84.15 | Simplifying 5828 yields: % 131.99/84.15 | (5829) ~ (all_0_687_687 = e23) % 131.99/84.15 | % 131.99/84.15 | Equations (4615) can reduce 1104 to: % 131.99/84.15 | (15281) ~ (all_0_689_689 = e23) % 131.99/84.15 | % 131.99/84.15 | Simplifying 15281 yields: % 131.99/84.15 | (1273) ~ (all_0_689_689 = e23) % 131.99/84.15 | % 131.99/84.15 | Equations (4615) can reduce 318 to: % 131.99/84.15 | (894) ~ (e23 = e22) % 131.99/84.15 | % 131.99/84.15 | Equations (4615) can reduce 1144 to: % 131.99/84.15 | (581) ~ (e23 = e20) % 131.99/84.15 | % 131.99/84.15 | From (4615) and (1319) follows: % 131.99/84.15 | (2595) op2(e20, e25) = e23 % 131.99/84.15 | % 131.99/84.15 | Instantiating formula (364) with e26, e23, all_0_614_614, e24 and discharging atoms op2(e26, e23) = all_0_614_614, op2(e26, e23) = e24, yields: % 131.99/84.15 | (4504) all_0_614_614 = e24 % 131.99/84.15 | % 131.99/84.15 | From (4504) and (715) follows: % 131.99/84.15 | (4505) op2(e24, e23) = e25 % 131.99/84.15 | % 131.99/84.15 | Instantiating formula (364) with e24, e23, e25, all_0_661_661 and discharging atoms op2(e24, e23) = all_0_661_661, op2(e24, e23) = e25, yields: % 131.99/84.15 | (3471) all_0_661_661 = e25 % 131.99/84.15 | % 131.99/84.16 | Equations (3471) can reduce 583 to: % 131.99/84.16 | (2580) ~ (all_0_654_654 = e25) % 131.99/84.16 | % 131.99/84.16 | Equations (3471) can reduce 1710 to: % 131.99/84.16 | (15290) ~ (all_0_663_663 = e25) % 131.99/84.16 | % 131.99/84.16 | Simplifying 15290 yields: % 131.99/84.16 | (2805) ~ (all_0_663_663 = e25) % 131.99/84.16 | % 131.99/84.16 | Equations (3471) can reduce 382 to: % 131.99/84.16 | (15292) ~ (all_0_674_674 = e25) % 131.99/84.16 | % 131.99/84.16 | Simplifying 15292 yields: % 131.99/84.16 | (879) ~ (all_0_674_674 = e25) % 131.99/84.16 | % 131.99/84.16 | Equations (3471) can reduce 9 to: % 131.99/84.16 | (4642) ~ (all_0_680_680 = e25) % 131.99/84.16 | % 131.99/84.16 | Simplifying 4642 yields: % 131.99/84.16 | (2809) ~ (all_0_680_680 = e25) % 131.99/84.16 | % 131.99/84.16 | From (3471) and (1727) follows: % 131.99/84.16 | (4509) op2(e25, e24) = all_0_624_624 % 131.99/84.16 | % 131.99/84.16 | From (3471) and (606) follows: % 131.99/84.16 | (4505) op2(e24, e23) = e25 % 131.99/84.16 | % 131.99/84.16 | Instantiating formula (364) with e25, e24, all_0_624_624, e24 and discharging atoms op2(e25, e24) = all_0_624_624, op2(e25, e24) = e24, yields: % 131.99/84.16 | (15298) all_0_624_624 = e24 % 131.99/84.16 | % 131.99/84.16 | From (15298) and (747) follows: % 131.99/84.16 | (15299) op2(e24, e24) = e23 % 131.99/84.16 | % 131.99/84.16 | Instantiating formula (364) with e24, e24, e23, all_0_660_660 and discharging atoms op2(e24, e24) = all_0_660_660, op2(e24, e24) = e23, yields: % 131.99/84.16 | (9430) all_0_660_660 = e23 % 131.99/84.16 | % 131.99/84.16 | Equations (9430) can reduce 900 to: % 131.99/84.16 | (1997) ~ (all_0_658_658 = e23) % 131.99/84.16 | % 131.99/84.16 | Equations (9430) can reduce 535 to: % 131.99/84.16 | (4998) ~ (all_0_667_667 = e23) % 131.99/84.16 | % 131.99/84.16 | Simplifying 4998 yields: % 131.99/84.16 | (3954) ~ (all_0_667_667 = e23) % 131.99/84.16 | % 131.99/84.16 | Equations (9430) can reduce 420 to: % 131.99/84.16 | (15304) ~ (all_0_679_679 = e23) % 131.99/84.16 | % 131.99/84.16 | Simplifying 15304 yields: % 131.99/84.16 | (9446) ~ (all_0_679_679 = e23) % 131.99/84.16 | % 131.99/84.16 | Equations (9430) can reduce 1300 to: % 131.99/84.16 | (13973) ~ (all_0_686_686 = e23) % 131.99/84.16 | % 131.99/84.16 | Simplifying 13973 yields: % 131.99/84.16 | (9192) ~ (all_0_686_686 = e23) % 131.99/84.16 | % 131.99/84.16 | Equations (9430) can reduce 3632 to: % 131.99/84.16 | (5098) ~ (e24 = e23) % 131.99/84.16 | % 131.99/84.16 | Simplifying 5098 yields: % 131.99/84.16 | (572) ~ (e24 = e23) % 131.99/84.16 | % 131.99/84.16 | Equations (9430) can reduce 1957 to: % 131.99/84.16 | (896) ~ (e23 = e21) % 131.99/84.16 | % 131.99/84.16 | From (9430) and (1164) follows: % 131.99/84.16 | (15311) op2(all_0_584_584, e23) = all_0_181_181 % 131.99/84.16 | % 131.99/84.16 | From (9430) and (537) follows: % 131.99/84.16 | (15312) op2(all_0_585_585, e23) = all_0_584_584 % 131.99/84.16 | % 131.99/84.16 | From (9430) and (1730) follows: % 131.99/84.17 | (15313) op2(all_0_586_586, e23) = all_0_207_207 % 131.99/84.17 | % 131.99/84.17 | From (9430) and (1689) follows: % 131.99/84.17 | (15314) op2(e23, all_0_584_584) = all_0_145_145 % 131.99/84.17 | % 131.99/84.17 | From (9430) and (1084) follows: % 131.99/84.17 | (15315) op2(e23, all_0_585_585) = all_0_147_147 % 131.99/84.17 | % 131.99/84.17 | From (9430) and (1357) follows: % 131.99/84.17 | (15316) op2(e23, all_0_586_586) = all_0_149_149 % 131.99/84.17 | % 131.99/84.17 | From (9430)(9430) and (761) follows: % 131.99/84.17 | (15317) op2(e23, e23) = all_0_585_585 % 131.99/84.17 | % 131.99/84.17 | From (9430) and (12795) follows: % 131.99/84.17 | (15318) op2(e23, e24) = e25 % 131.99/84.17 | % 131.99/84.17 | From (9430) and (204) follows: % 131.99/84.17 | (15319) op2(e24, e23) = all_0_586_586 % 131.99/84.17 | % 131.99/84.17 | Instantiating formula (364) with e24, e23, all_0_586_586, e25 and discharging atoms op2(e24, e23) = all_0_586_586, op2(e24, e23) = e25, yields: % 131.99/84.17 | (15320) all_0_586_586 = e25 % 131.99/84.17 | % 131.99/84.17 | Instantiating formula (364) with e23, e24, e25, all_0_667_667 and discharging atoms op2(e23, e24) = all_0_667_667, op2(e23, e24) = e25, yields: % 131.99/84.17 | (3287) all_0_667_667 = e25 % 131.99/84.17 | % 131.99/84.17 | Instantiating formula (364) with e23, e23, all_0_585_585, all_0_668_668 and discharging atoms op2(e23, e23) = all_0_585_585, op2(e23, e23) = all_0_668_668, yields: % 131.99/84.17 | (15322) all_0_585_585 = all_0_668_668 % 131.99/84.17 | % 131.99/84.17 | Equations (3287) can reduce 1771 to: % 131.99/84.17 | (464) ~ (all_0_665_665 = e25) % 131.99/84.17 | % 131.99/84.17 | Equations (3287) can reduce 1604 to: % 131.99/84.17 | (15324) ~ (all_0_670_670 = e25) % 131.99/84.17 | % 131.99/84.17 | Simplifying 15324 yields: % 131.99/84.17 | (2806) ~ (all_0_670_670 = e25) % 131.99/84.17 | % 131.99/84.17 | Equations (3287) can reduce 474 to: % 131.99/84.17 | (15326) ~ (all_0_679_679 = e25) % 131.99/84.17 | % 131.99/84.17 | Simplifying 15326 yields: % 131.99/84.17 | (2808) ~ (all_0_679_679 = e25) % 131.99/84.17 | % 131.99/84.17 | Equations (3287) can reduce 1518 to: % 131.99/84.17 | (4646) ~ (all_0_686_686 = e25) % 131.99/84.17 | % 131.99/84.17 | Simplifying 4646 yields: % 131.99/84.17 | (3285) ~ (all_0_686_686 = e25) % 131.99/84.17 | % 131.99/84.17 | Equations (3287) can reduce 2039 to: % 131.99/84.17 | (169) ~ (e25 = e24) % 131.99/84.17 | % 131.99/84.17 | Equations (3287) can reduce 3954 to: % 131.99/84.17 | (1480) ~ (e25 = e23) % 131.99/84.17 | % 131.99/84.17 | From (15322) and (15312) follows: % 131.99/84.17 | (15332) op2(all_0_668_668, e23) = all_0_584_584 % 131.99/84.17 | % 131.99/84.17 | From (15320)(15320) and (519) follows: % 131.99/84.18 | (15333) op2(e25, e25) = all_0_217_217 % 131.99/84.18 | % 131.99/84.18 | From (15320) and (15313) follows: % 131.99/84.18 | (15334) op2(e25, e23) = all_0_207_207 % 131.99/84.18 | % 131.99/84.18 | From (3287) and (42) follows: % 131.99/84.18 | (15240) op2(e25, e23) = all_0_619_619 % 131.99/84.18 | % 131.99/84.18 | From (15320) and (15319) follows: % 131.99/84.18 | (4505) op2(e24, e23) = e25 % 131.99/84.18 | % 131.99/84.18 | From (15322) and (15315) follows: % 131.99/84.18 | (15337) op2(e23, all_0_668_668) = all_0_147_147 % 131.99/84.18 | % 131.99/84.18 | From (15320) and (15316) follows: % 131.99/84.18 | (15338) op2(e23, e25) = all_0_149_149 % 131.99/84.18 | % 131.99/84.18 | From (15322) and (15317) follows: % 131.99/84.18 | (657) op2(e23, e23) = all_0_668_668 % 131.99/84.18 | % 131.99/84.18 | Instantiating formula (364) with all_0_668_668, e23, all_0_584_584, all_0_625_625 and discharging atoms op2(all_0_668_668, e23) = all_0_584_584, op2(all_0_668_668, e23) = all_0_625_625, yields: % 131.99/84.18 | (15340) all_0_584_584 = all_0_625_625 % 131.99/84.18 | % 131.99/84.18 | Instantiating formula (364) with e25, e25, all_0_217_217, e21 and discharging atoms op2(e25, e25) = all_0_217_217, op2(e25, e25) = e21, yields: % 131.99/84.18 | (15341) all_0_217_217 = e21 % 131.99/84.18 | % 131.99/84.18 | Instantiating formula (364) with e25, e23, all_0_207_207, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_207_207, op2(e25, e23) = all_0_654_654, yields: % 131.99/84.18 | (15342) all_0_207_207 = all_0_654_654 % 131.99/84.18 | % 131.99/84.18 | Instantiating formula (364) with e25, e23, all_0_619_619, all_0_207_207 and discharging atoms op2(e25, e23) = all_0_207_207, op2(e25, e23) = all_0_619_619, yields: % 131.99/84.18 | (15343) all_0_207_207 = all_0_619_619 % 131.99/84.18 | % 131.99/84.18 | Instantiating formula (364) with e23, all_0_668_668, all_0_147_147, all_0_591_591 and discharging atoms op2(e23, all_0_668_668) = all_0_147_147, op2(e23, all_0_668_668) = all_0_591_591, yields: % 131.99/84.18 | (15344) all_0_147_147 = all_0_591_591 % 131.99/84.18 | % 131.99/84.18 | Instantiating formula (364) with e23, e25, all_0_149_149, e26 and discharging atoms op2(e23, e25) = all_0_149_149, op2(e23, e25) = e26, yields: % 131.99/84.18 | (15345) all_0_149_149 = e26 % 131.99/84.18 | % 131.99/84.18 | Combining equations (15343,15342) yields a new equation: % 131.99/84.19 | (15346) all_0_619_619 = all_0_654_654 % 131.99/84.19 | % 131.99/84.19 | Simplifying 15346 yields: % 131.99/84.19 | (15347) all_0_619_619 = all_0_654_654 % 131.99/84.19 | % 131.99/84.19 | From (15340)(15340) and (1817) follows: % 131.99/84.19 | (15348) op2(all_0_625_625, all_0_625_625) = all_0_186_186 % 131.99/84.19 | % 131.99/84.19 | From (15340) and (15311) follows: % 131.99/84.19 | (15349) op2(all_0_625_625, e23) = all_0_181_181 % 131.99/84.19 | % 131.99/84.19 | From (15347) and (831) follows: % 131.99/84.19 | (15350) op2(all_0_654_654, e23) = e24 % 131.99/84.19 | % 131.99/84.19 | From (15340) and (15332) follows: % 131.99/84.19 | (1202) op2(all_0_668_668, e23) = all_0_625_625 % 131.99/84.19 | % 131.99/84.19 | From (15341) and (15333) follows: % 131.99/84.19 | (1547) op2(e25, e25) = e21 % 131.99/84.19 | % 131.99/84.19 | From (15347) and (15240) follows: % 131.99/84.19 | (1226) op2(e25, e23) = all_0_654_654 % 131.99/84.19 | % 131.99/84.19 | From (15340) and (15314) follows: % 131.99/84.19 | (15354) op2(e23, all_0_625_625) = all_0_145_145 % 131.99/84.19 | % 131.99/84.19 | From (15344) and (15337) follows: % 131.99/84.19 | (85) op2(e23, all_0_668_668) = all_0_591_591 % 131.99/84.19 | % 131.99/84.19 | From (15345) and (15338) follows: % 131.99/84.19 | (2319) op2(e23, e25) = e26 % 131.99/84.19 | % 131.99/84.19 | Instantiating formula (364) with all_0_625_625, e23, all_0_181_181, e23 and discharging atoms op2(all_0_625_625, e23) = all_0_181_181, op2(all_0_625_625, e23) = e23, yields: % 131.99/84.19 | (15357) all_0_181_181 = e23 % 131.99/84.19 | % 131.99/84.19 | From (15357) and (15349) follows: % 131.99/84.20 | (1519) op2(all_0_625_625, e23) = e23 % 131.99/84.20 | % 131.99/84.20 +-Applying beta-rule and splitting (1058), into two cases. % 131.99/84.20 |-Branch one: % 131.99/84.20 | (1988) all_0_649_649 = e22 % 131.99/84.20 | % 131.99/84.20 | Combining equations (1949,1988) yields a new equation: % 131.99/84.20 | (1990) e22 = e21 % 131.99/84.20 | % 131.99/84.20 | Equations (1990) can reduce 359 to: % 131.99/84.20 | (1975) $false % 131.99/84.20 | % 131.99/84.20 |-The branch is then unsatisfiable % 131.99/84.20 |-Branch two: % 131.99/84.20 | (1992) ~ (all_0_649_649 = e22) % 131.99/84.20 | (5945) all_0_653_653 = e22 | all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 131.99/84.20 | % 131.99/84.20 | Equations (1949) can reduce 1992 to: % 131.99/84.20 | (1994) ~ (e22 = e21) % 131.99/84.20 | % 131.99/84.20 | Simplifying 1994 yields: % 131.99/84.20 | (359) ~ (e22 = e21) % 131.99/84.20 | % 131.99/84.20 +-Applying beta-rule and splitting (387), into two cases. % 131.99/84.20 |-Branch one: % 131.99/84.20 | (3073) all_0_655_655 = e25 % 131.99/84.20 | % 131.99/84.20 | Equations (3073) can reduce 236 to: % 131.99/84.20 | (234) ~ (all_0_650_650 = e25) % 131.99/84.20 | % 131.99/84.20 | Equations (3073) can reduce 675 to: % 131.99/84.20 | (9954) ~ (all_0_656_656 = e25) % 131.99/84.20 | % 131.99/84.20 | Simplifying 9954 yields: % 131.99/84.20 | (2279) ~ (all_0_656_656 = e25) % 131.99/84.20 | % 131.99/84.20 | Equations (3073) can reduce 789 to: % 131.99/84.20 | (5609) ~ (all_0_675_675 = e25) % 131.99/84.20 | % 131.99/84.20 | Simplifying 5609 yields: % 131.99/84.20 | (511) ~ (all_0_675_675 = e25) % 131.99/84.20 | % 131.99/84.20 | Equations (3073) can reduce 1647 to: % 131.99/84.20 | (3079) ~ (all_0_681_681 = e25) % 131.99/84.20 | % 131.99/84.20 | Simplifying 3079 yields: % 131.99/84.20 | (3080) ~ (all_0_681_681 = e25) % 131.99/84.20 | % 131.99/84.20 | Equations (3073) can reduce 3096 to: % 131.99/84.20 | (169) ~ (e25 = e24) % 131.99/84.20 | % 132.14/84.20 | Equations (3073) can reduce 277 to: % 132.14/84.20 | (1020) ~ (e25 = e21) % 132.14/84.20 | % 132.14/84.20 +-Applying beta-rule and splitting (194), into two cases. % 132.14/84.20 |-Branch one: % 132.14/84.20 | (3085) all_0_686_686 = e25 % 132.14/84.20 | % 132.14/84.20 | Equations (3085) can reduce 3285 to: % 132.14/84.20 | (1975) $false % 132.14/84.20 | % 132.14/84.20 |-The branch is then unsatisfiable % 132.14/84.20 |-Branch two: % 132.14/84.20 | (3285) ~ (all_0_686_686 = e25) % 132.14/84.20 | (3286) all_0_687_687 = e25 | all_0_688_688 = e25 | all_0_689_689 = e25 | all_0_690_690 = e25 % 132.14/84.20 | % 132.14/84.20 +-Applying beta-rule and splitting (880), into two cases. % 132.14/84.20 |-Branch one: % 132.14/84.20 | (2273) all_0_656_656 = e25 % 132.14/84.20 | % 132.14/84.20 | Equations (2273) can reduce 2279 to: % 132.14/84.20 | (1975) $false % 132.14/84.20 | % 132.14/84.20 |-The branch is then unsatisfiable % 132.14/84.20 |-Branch two: % 132.14/84.20 | (2279) ~ (all_0_656_656 = e25) % 132.14/84.20 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 132.14/84.20 | % 132.14/84.20 +-Applying beta-rule and splitting (401), into two cases. % 132.14/84.20 |-Branch one: % 132.14/84.20 | (4221) all_0_679_679 = e25 % 132.14/84.20 | % 132.14/84.20 | Equations (4221) can reduce 2808 to: % 132.14/84.20 | (1975) $false % 132.14/84.20 | % 132.14/84.20 |-The branch is then unsatisfiable % 132.14/84.20 |-Branch two: % 132.14/84.20 | (2808) ~ (all_0_679_679 = e25) % 132.14/84.20 | (15387) all_0_680_680 = e25 | all_0_681_681 = e25 | all_0_682_682 = e25 | all_0_683_683 = e25 % 132.14/84.20 | % 132.14/84.20 +-Applying beta-rule and splitting (1691), into two cases. % 132.14/84.20 |-Branch one: % 132.14/84.20 | (2246) all_0_656_656 = e20 % 132.14/84.20 | % 132.14/84.20 | From (2246) and (897) follows: % 132.14/84.20 | (2249) op2(e20, e25) = all_0_636_636 % 132.14/84.20 | % 132.14/84.20 | Instantiating formula (364) with e20, e25, all_0_636_636, e23 and discharging atoms op2(e20, e25) = all_0_636_636, op2(e20, e25) = e23, yields: % 132.14/84.20 | (15390) all_0_636_636 = e23 % 132.14/84.20 | % 132.14/84.20 | From (15390) and (166) follows: % 132.14/84.20 | (9908) op2(e23, e25) = e21 % 132.14/84.20 | % 132.14/84.20 | Instantiating formula (364) with e23, e25, e21, e26 and discharging atoms op2(e23, e25) = e26, op2(e23, e25) = e21, yields: % 132.14/84.20 | (1984) e26 = e21 % 132.14/84.20 | % 132.14/84.20 | Equations (1984) can reduce 1656 to: % 132.14/84.20 | (1975) $false % 132.14/84.20 | % 132.14/84.20 |-The branch is then unsatisfiable % 132.14/84.20 |-Branch two: % 132.14/84.20 | (2254) ~ (all_0_656_656 = e20) % 132.14/84.20 | (2255) all_0_656_656 = e26 | all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 132.14/84.20 | % 132.14/84.20 +-Applying beta-rule and splitting (1225), into two cases. % 132.14/84.20 |-Branch one: % 132.14/84.20 | (2125) all_0_652_652 = e23 % 132.14/84.20 | % 132.14/84.20 | From (2125) and (602) follows: % 132.14/84.20 | (2126) op2(e23, e26) = e26 % 132.14/84.20 | % 132.14/84.20 | Instantiating formula (364) with e23, e26, e26, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e26, yields: % 132.14/84.20 | (2127) all_0_665_665 = e26 % 132.14/84.20 | % 132.14/84.20 | Equations (2127) can reduce 4500 to: % 132.14/84.20 | (1975) $false % 132.14/84.20 | % 132.14/84.20 |-The branch is then unsatisfiable % 132.14/84.20 |-Branch two: % 132.14/84.20 | (2209) ~ (all_0_652_652 = e23) % 132.14/84.20 | (2210) all_0_653_653 = e23 | all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 132.14/84.20 | % 132.14/84.20 +-Applying beta-rule and splitting (196), into two cases. % 132.14/84.20 |-Branch one: % 132.14/84.20 | (2091) all_0_652_652 = e20 % 132.14/84.20 | % 132.14/84.20 | Equations (2091) can reduce 615 to: % 132.14/84.20 | (15403) ~ (all_0_658_658 = e20) % 132.14/84.20 | % 132.14/84.20 | Simplifying 15403 yields: % 132.14/84.20 | (3434) ~ (all_0_658_658 = e20) % 132.14/84.20 | % 132.14/84.20 | Equations (2091) can reduce 1152 to: % 132.14/84.20 | (15405) ~ (all_0_665_665 = e20) % 132.14/84.20 | % 132.14/84.20 | Simplifying 15405 yields: % 132.14/84.20 | (3440) ~ (all_0_665_665 = e20) % 132.14/84.20 | % 132.14/84.20 | Equations (2091) can reduce 1537 to: % 132.14/84.20 | (11036) ~ (all_0_672_672 = e20) % 132.14/84.20 | % 132.14/84.20 | Simplifying 11036 yields: % 132.14/84.20 | (3446) ~ (all_0_672_672 = e20) % 132.14/84.20 | % 132.14/84.20 | Equations (2091) can reduce 1525 to: % 132.14/84.20 | (9761) ~ (all_0_678_678 = e20) % 132.14/84.21 | % 132.14/84.21 | Simplifying 9761 yields: % 132.14/84.21 | (4045) ~ (all_0_678_678 = e20) % 132.14/84.21 | % 132.14/84.21 | From (2091) and (602) follows: % 132.14/84.21 | (2092) op2(e20, e26) = e26 % 132.14/84.21 | % 132.14/84.21 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 132.14/84.21 | (2093) all_0_684_684 = e26 % 132.14/84.21 | % 132.14/84.21 | Equations (2093) can reduce 1808 to: % 132.14/84.21 | (3364) ~ (all_0_658_658 = e26) % 132.14/84.21 | % 132.14/84.21 | Equations (2093) can reduce 645 to: % 132.14/84.21 | (4500) ~ (all_0_665_665 = e26) % 132.14/84.21 | % 132.14/84.21 | Equations (2093) can reduce 142 to: % 132.14/84.21 | (5206) ~ (all_0_672_672 = e26) % 132.14/84.21 | % 132.14/84.21 | Equations (2093) can reduce 290 to: % 132.14/84.21 | (3347) ~ (all_0_678_678 = e26) % 132.14/84.21 | % 132.14/84.21 | Equations (2093) can reduce 1611 to: % 132.14/84.21 | (5207) ~ (all_0_686_686 = e26) % 132.14/84.21 | % 132.14/84.21 | Simplifying 5207 yields: % 132.14/84.21 | (5208) ~ (all_0_686_686 = e26) % 132.14/84.21 | % 132.14/84.21 +-Applying beta-rule and splitting (340), into two cases. % 132.14/84.21 |-Branch one: % 132.14/84.21 | (2059) all_0_658_658 = e21 % 132.14/84.21 | % 132.14/84.21 | Equations (2059) can reduce 904 to: % 132.14/84.21 | (10979) ~ (all_0_672_672 = e21) % 132.14/84.21 | % 132.14/84.21 | Simplifying 10979 yields: % 132.14/84.21 | (2131) ~ (all_0_672_672 = e21) % 132.14/84.21 | % 132.14/84.21 | From (2059) and (873) follows: % 132.14/84.21 | (2060) op2(e21, e26) = e23 % 132.14/84.21 | % 132.14/84.21 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 132.14/84.21 | (2061) all_0_678_678 = e23 % 132.14/84.21 | % 132.14/84.21 | Equations (2061) can reduce 1470 to: % 132.14/84.21 | (2679) ~ (all_0_665_665 = e23) % 132.14/84.21 | % 132.14/84.21 | Equations (2061) can reduce 1116 to: % 132.14/84.21 | (2658) ~ (all_0_672_672 = e23) % 132.14/84.21 | % 132.14/84.21 | Equations (2061) can reduce 1237 to: % 132.14/84.21 | (11031) ~ (all_0_680_680 = e23) % 132.14/84.21 | % 132.14/84.21 | Simplifying 11031 yields: % 132.14/84.21 | (4042) ~ (all_0_680_680 = e23) % 132.14/84.21 | % 132.14/84.21 | Equations (2061) can reduce 3347 to: % 132.14/84.21 | (5830) ~ (e26 = e23) % 132.14/84.21 | % 132.14/84.21 | Simplifying 5830 yields: % 132.14/84.21 | (1282) ~ (e26 = e23) % 132.14/84.21 | % 132.14/84.21 | Equations (2061) can reduce 1675 to: % 132.14/84.21 | (2008) ~ (e25 = e23) % 132.14/84.21 | % 132.14/84.21 | Simplifying 2008 yields: % 132.14/84.21 | (1480) ~ (e25 = e23) % 132.14/84.21 | % 132.14/84.21 | From (2061) and (1972) follows: % 132.14/84.21 | (2062) op2(e23, e26) = e24 % 132.14/84.21 | % 132.14/84.21 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 132.14/84.21 | (2063) all_0_665_665 = e24 % 132.14/84.21 | % 132.14/84.21 | Equations (2063) can reduce 1223 to: % 132.14/84.21 | (11009) ~ (all_0_672_672 = e24) % 132.14/84.21 | % 132.14/84.21 | Simplifying 11009 yields: % 132.14/84.21 | (4284) ~ (all_0_672_672 = e24) % 132.14/84.21 | % 132.14/84.21 | Equations (2063) can reduce 2679 to: % 132.14/84.21 | (572) ~ (e24 = e23) % 132.14/84.21 | % 132.14/84.21 | From (2063) and (1004) follows: % 132.14/84.21 | (15437) op2(e24, e23) = all_0_609_609 % 132.14/84.21 | % 132.14/84.21 +-Applying beta-rule and splitting (1103), into two cases. % 132.14/84.21 |-Branch one: % 132.14/84.21 | (2079) all_0_672_672 = e21 % 132.14/84.21 | % 132.14/84.21 | Equations (2079) can reduce 2131 to: % 132.14/84.21 | (1975) $false % 132.14/84.21 | % 132.14/84.21 |-The branch is then unsatisfiable % 132.14/84.21 |-Branch two: % 132.14/84.21 | (2131) ~ (all_0_672_672 = e21) % 132.14/84.21 | (11048) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 | all_0_672_672 = e20 % 132.14/84.21 | % 132.14/84.21 +-Applying beta-rule and splitting (11048), into two cases. % 132.14/84.21 |-Branch one: % 132.14/84.21 | (3442) all_0_672_672 = e20 % 132.14/84.21 | % 132.14/84.21 | Equations (3442) can reduce 3446 to: % 132.14/84.21 | (1975) $false % 132.14/84.21 | % 132.14/84.21 |-The branch is then unsatisfiable % 132.14/84.21 |-Branch two: % 132.14/84.21 | (3446) ~ (all_0_672_672 = e20) % 132.14/84.21 | (11052) all_0_672_672 = e26 | all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 % 132.14/84.21 | % 132.14/84.21 +-Applying beta-rule and splitting (11052), into two cases. % 132.14/84.21 |-Branch one: % 132.14/84.21 | (4397) all_0_672_672 = e26 % 132.14/84.21 | % 132.14/84.21 | Equations (4397) can reduce 5206 to: % 132.14/84.21 | (1975) $false % 132.14/84.21 | % 132.14/84.21 |-The branch is then unsatisfiable % 132.14/84.21 |-Branch two: % 132.14/84.21 | (5206) ~ (all_0_672_672 = e26) % 132.14/84.21 | (11056) all_0_672_672 = e24 | all_0_672_672 = e23 | all_0_672_672 = e22 % 132.14/84.21 | % 132.14/84.21 +-Applying beta-rule and splitting (11056), into two cases. % 132.14/84.21 |-Branch one: % 132.14/84.21 | (2942) all_0_672_672 = e24 % 132.14/84.21 | % 132.14/84.21 | Equations (2942) can reduce 4284 to: % 132.14/84.21 | (1975) $false % 132.14/84.21 | % 132.14/84.21 |-The branch is then unsatisfiable % 132.14/84.21 |-Branch two: % 132.14/84.21 | (4284) ~ (all_0_672_672 = e24) % 132.14/84.21 | (11060) all_0_672_672 = e23 | all_0_672_672 = e22 % 132.14/84.21 | % 132.14/84.21 +-Applying beta-rule and splitting (11060), into two cases. % 132.14/84.21 |-Branch one: % 132.14/84.21 | (4058) all_0_672_672 = e22 % 132.14/84.21 | % 132.14/84.21 | Equations (4058) can reduce 1179 to: % 132.14/84.21 | (5255) ~ (all_0_673_673 = e22) % 132.14/84.21 | % 132.14/84.21 | Simplifying 5255 yields: % 132.14/84.21 | (5256) ~ (all_0_673_673 = e22) % 132.14/84.21 | % 132.14/84.21 | Equations (4058) can reduce 907 to: % 132.14/84.21 | (5873) ~ (all_0_674_674 = e22) % 132.14/84.21 | % 132.14/84.22 | Simplifying 5873 yields: % 132.14/84.22 | (4038) ~ (all_0_674_674 = e22) % 132.14/84.22 | % 132.14/84.22 | Equations (4058) can reduce 1751 to: % 132.14/84.22 | (2988) ~ (e25 = e22) % 132.14/84.22 | % 132.14/84.22 | Simplifying 2988 yields: % 132.14/84.22 | (1558) ~ (e25 = e22) % 132.14/84.22 | % 132.14/84.22 | Equations (4058) can reduce 4284 to: % 132.14/84.22 | (3013) ~ (e24 = e22) % 132.14/84.22 | % 132.14/84.22 | Simplifying 3013 yields: % 132.14/84.22 | (784) ~ (e24 = e22) % 132.14/84.22 | % 132.14/84.22 | Equations (4058) can reduce 2658 to: % 132.14/84.22 | (2990) ~ (e23 = e22) % 132.14/84.22 | % 132.14/84.22 | Simplifying 2990 yields: % 132.14/84.22 | (894) ~ (e23 = e22) % 132.14/84.22 | % 132.14/84.22 | From (4058) and (652) follows: % 132.14/84.22 | (5261) op2(e22, e22) = all_0_610_610 % 132.14/84.22 | % 132.14/84.22 +-Applying beta-rule and splitting (5945), into two cases. % 132.14/84.22 |-Branch one: % 132.14/84.22 | (5980) all_0_653_653 = e22 % 132.14/84.22 | % 132.14/84.22 | Combining equations (5980,3099) yields a new equation: % 132.14/84.22 | (3009) e24 = e22 % 132.14/84.22 | % 132.14/84.22 | Equations (3009) can reduce 784 to: % 132.14/84.22 | (1975) $false % 132.14/84.22 | % 132.14/84.22 |-The branch is then unsatisfiable % 132.14/84.22 |-Branch two: % 132.14/84.22 | (5984) ~ (all_0_653_653 = e22) % 132.14/84.22 | (5985) all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 132.14/84.22 | % 132.14/84.22 +-Applying beta-rule and splitting (5985), into two cases. % 132.14/84.22 |-Branch one: % 132.14/84.22 | (5864) all_0_660_660 = e22 % 132.14/84.22 | % 132.14/84.22 | Combining equations (9430,5864) yields a new equation: % 132.14/84.22 | (3929) e23 = e22 % 132.14/84.22 | % 132.14/84.22 | Simplifying 3929 yields: % 132.14/84.22 | (3045) e23 = e22 % 132.14/84.22 | % 132.14/84.22 | Equations (3045) can reduce 894 to: % 132.14/84.22 | (1975) $false % 132.14/84.22 | % 132.14/84.22 |-The branch is then unsatisfiable % 132.14/84.22 |-Branch two: % 132.14/84.22 | (5868) ~ (all_0_660_660 = e22) % 132.14/84.22 | (5991) all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 132.14/84.22 | % 132.14/84.22 +-Applying beta-rule and splitting (5991), into two cases. % 132.14/84.22 |-Branch one: % 132.14/84.22 | (3888) all_0_667_667 = e22 % 132.14/84.22 | % 132.14/84.22 | Combining equations (3287,3888) yields a new equation: % 132.14/84.22 | (4229) e25 = e22 % 132.14/84.22 | % 132.14/84.22 | Simplifying 4229 yields: % 132.14/84.22 | (3817) e25 = e22 % 132.14/84.22 | % 132.14/84.22 | Equations (3817) can reduce 1558 to: % 132.14/84.22 | (1975) $false % 132.14/84.22 | % 132.14/84.22 |-The branch is then unsatisfiable % 132.14/84.22 |-Branch two: % 132.14/84.22 | (3865) ~ (all_0_667_667 = e22) % 132.14/84.22 | (8807) all_0_673_673 = e22 | all_0_686_686 = e22 % 132.14/84.22 | % 132.14/84.22 +-Applying beta-rule and splitting (8807), into two cases. % 132.14/84.22 |-Branch one: % 132.14/84.22 | (8828) all_0_673_673 = e22 % 132.14/84.22 | % 132.14/84.22 | Equations (8828) can reduce 5256 to: % 132.14/84.22 | (1975) $false % 132.14/84.22 | % 132.14/84.22 |-The branch is then unsatisfiable % 132.14/84.22 |-Branch two: % 132.14/84.22 | (5256) ~ (all_0_673_673 = e22) % 132.14/84.22 | (3864) all_0_686_686 = e22 % 132.14/84.22 | % 132.14/84.22 | Equations (3864) can reduce 771 to: % 132.14/84.22 | (15487) ~ (all_0_687_687 = e22) % 132.14/84.22 | % 132.14/84.22 | Simplifying 15487 yields: % 132.14/84.22 | (3962) ~ (all_0_687_687 = e22) % 132.14/84.22 | % 132.14/84.22 | Equations (3864) can reduce 5208 to: % 132.14/84.22 | (5259) ~ (e26 = e22) % 132.14/84.22 | % 132.14/84.22 | Simplifying 5259 yields: % 132.14/84.22 | (792) ~ (e26 = e22) % 132.14/84.22 | % 132.14/84.22 | Equations (3864) can reduce 3285 to: % 132.14/84.22 | (2988) ~ (e25 = e22) % 132.14/84.22 | % 132.14/84.22 | Simplifying 2988 yields: % 132.14/84.22 | (1558) ~ (e25 = e22) % 132.14/84.22 | % 132.14/84.22 | Instantiating formula (364) with e24, e23, all_0_609_609, e25 and discharging atoms op2(e24, e23) = all_0_609_609, op2(e24, e23) = e25, yields: % 132.14/84.22 | (15493) all_0_609_609 = e25 % 132.14/84.22 | % 132.14/84.22 | Instantiating formula (364) with e22, e22, all_0_610_610, all_0_675_675 and discharging atoms op2(e22, e22) = all_0_610_610, op2(e22, e22) = all_0_675_675, yields: % 132.14/84.22 | (5265) all_0_610_610 = all_0_675_675 % 132.14/84.22 | % 132.14/84.22 | From (15493) and (1396) follows: % 132.14/84.22 | (15495) op2(e25, e23) = e26 % 132.14/84.22 | % 132.14/84.22 | From (5265) and (1592) follows: % 132.14/84.22 | (5266) op2(all_0_675_675, e22) = e26 % 132.14/84.22 | % 132.14/84.22 | Instantiating formula (364) with all_0_675_675, e22, e26, all_0_633_633 and discharging atoms op2(all_0_675_675, e22) = all_0_633_633, op2(all_0_675_675, e22) = e26, yields: % 132.14/84.22 | (5270) all_0_633_633 = e26 % 132.14/84.22 | % 132.14/84.22 | Instantiating formula (364) with e25, e23, e26, all_0_654_654 and discharging atoms op2(e25, e23) = all_0_654_654, op2(e25, e23) = e26, yields: % 132.14/84.22 | (2592) all_0_654_654 = e26 % 132.14/84.22 | % 132.14/84.22 | Equations (2592) can reduce 1852 to: % 132.14/84.22 | (9994) ~ (all_0_656_656 = e26) % 132.14/84.22 | % 132.14/84.22 | Simplifying 9994 yields: % 132.14/84.22 | (2326) ~ (all_0_656_656 = e26) % 132.14/84.22 | % 132.14/84.23 | Equations (2592) can reduce 1394 to: % 132.14/84.23 | (13904) ~ (all_0_674_674 = e26) % 132.14/84.23 | % 132.14/84.23 | Simplifying 13904 yields: % 132.14/84.23 | (8836) ~ (all_0_674_674 = e26) % 132.14/84.23 | % 132.14/84.23 | From (5270) and (1099) follows: % 132.14/84.23 | (5271) op2(e26, e22) = e22 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (1718), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (2608) all_0_654_654 = e22 % 132.14/84.23 | % 132.14/84.23 | Combining equations (2608,2592) yields a new equation: % 132.14/84.23 | (2999) e26 = e22 % 132.14/84.23 | % 132.14/84.23 | Equations (2999) can reduce 792 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (2614) ~ (all_0_654_654 = e22) % 132.14/84.23 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (2210), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (9410) all_0_653_653 = e23 % 132.14/84.23 | % 132.14/84.23 | Combining equations (9410,3099) yields a new equation: % 132.14/84.23 | (2028) e24 = e23 % 132.14/84.23 | % 132.14/84.23 | Equations (2028) can reduce 572 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (9414) ~ (all_0_653_653 = e23) % 132.14/84.23 | (15513) all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (15513), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (2624) all_0_654_654 = e23 % 132.14/84.23 | % 132.14/84.23 | Combining equations (2624,2592) yields a new equation: % 132.14/84.23 | (2596) e26 = e23 % 132.14/84.23 | % 132.14/84.23 | Equations (2596) can reduce 1282 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (2690) ~ (all_0_654_654 = e23) % 132.14/84.23 | (15518) all_0_655_655 = e23 | all_0_657_657 = e23 % 132.14/84.23 | % 132.14/84.23 | Equations (2592) can reduce 2690 to: % 132.14/84.23 | (1282) ~ (e26 = e23) % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (2615), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (3508) all_0_661_661 = e22 % 132.14/84.23 | % 132.14/84.23 | Combining equations (3508,3471) yields a new equation: % 132.14/84.23 | (3817) e25 = e22 % 132.14/84.23 | % 132.14/84.23 | Equations (3817) can reduce 1558 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (3417) ~ (all_0_661_661 = e22) % 132.14/84.23 | (3511) all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (3511), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (3512) all_0_668_668 = e22 % 132.14/84.23 | % 132.14/84.23 | Equations (3512) can reduce 889 to: % 132.14/84.23 | (5873) ~ (all_0_674_674 = e22) % 132.14/84.23 | % 132.14/84.23 | Simplifying 5873 yields: % 132.14/84.23 | (4038) ~ (all_0_674_674 = e22) % 132.14/84.23 | % 132.14/84.23 | From (3512) and (1202) follows: % 132.14/84.23 | (15528) op2(e22, e23) = all_0_625_625 % 132.14/84.23 | % 132.14/84.23 | From (3512) and (85) follows: % 132.14/84.23 | (15529) op2(e23, e22) = all_0_591_591 % 132.14/84.23 | % 132.14/84.23 | From (3512) and (657) follows: % 132.14/84.23 | (15530) op2(e23, e23) = e22 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (1754), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (2624) all_0_654_654 = e23 % 132.14/84.23 | % 132.14/84.23 | Combining equations (2592,2624) yields a new equation: % 132.14/84.23 | (3673) e26 = e23 % 132.14/84.23 | % 132.14/84.23 | Simplifying 3673 yields: % 132.14/84.23 | (2596) e26 = e23 % 132.14/84.23 | % 132.14/84.23 | Equations (2596) can reduce 1282 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (2690) ~ (all_0_654_654 = e23) % 132.14/84.23 | (15536) all_0_661_661 = e23 | all_0_668_668 = e23 | all_0_674_674 = e23 | all_0_680_680 = e23 | all_0_687_687 = e23 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (15536), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (4114) all_0_661_661 = e23 % 132.14/84.23 | % 132.14/84.23 | Combining equations (4114,3471) yields a new equation: % 132.14/84.23 | (2087) e25 = e23 % 132.14/84.23 | % 132.14/84.23 | Equations (2087) can reduce 1480 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (1999) ~ (all_0_661_661 = e23) % 132.14/84.23 | (15541) all_0_668_668 = e23 | all_0_674_674 = e23 | all_0_680_680 = e23 | all_0_687_687 = e23 % 132.14/84.23 | % 132.14/84.23 | Equations (3471) can reduce 1999 to: % 132.14/84.23 | (1480) ~ (e25 = e23) % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (2255), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (2315) all_0_656_656 = e26 % 132.14/84.23 | % 132.14/84.23 | Equations (2315) can reduce 2326 to: % 132.14/84.23 | (1975) $false % 132.14/84.23 | % 132.14/84.23 |-The branch is then unsatisfiable % 132.14/84.23 |-Branch two: % 132.14/84.23 | (2326) ~ (all_0_656_656 = e26) % 132.14/84.23 | (2327) all_0_656_656 = e25 | all_0_656_656 = e24 | all_0_656_656 = e22 % 132.14/84.23 | % 132.14/84.23 +-Applying beta-rule and splitting (15518), into two cases. % 132.14/84.23 |-Branch one: % 132.14/84.23 | (3897) all_0_655_655 = e23 % 132.14/84.23 | % 132.14/84.24 | Combining equations (3073,3897) yields a new equation: % 132.14/84.24 | (3898) e25 = e23 % 132.14/84.24 | % 132.14/84.24 | Simplifying 3898 yields: % 132.14/84.24 | (2087) e25 = e23 % 132.14/84.24 | % 132.14/84.24 | Equations (2087) can reduce 1480 to: % 132.14/84.24 | (1975) $false % 132.14/84.24 | % 132.14/84.24 |-The branch is then unsatisfiable % 132.14/84.24 |-Branch two: % 132.14/84.24 | (3901) ~ (all_0_655_655 = e23) % 132.14/84.24 | (3546) all_0_657_657 = e23 % 132.14/84.24 | % 132.14/84.24 | Equations (3546) can reduce 269 to: % 132.14/84.24 | (1208) ~ (all_0_656_656 = e23) % 132.14/84.24 | % 132.14/84.24 | Equations (3546) can reduce 1581 to: % 132.14/84.24 | (2002) ~ (all_0_664_664 = e23) % 132.14/84.24 | % 132.14/84.24 | Simplifying 2002 yields: % 132.14/84.24 | (2003) ~ (all_0_664_664 = e23) % 132.14/84.24 | % 132.14/84.24 | Equations (3546) can reduce 1353 to: % 132.14/84.24 | (5002) ~ (all_0_671_671 = e23) % 132.14/84.24 | % 132.14/84.24 | Simplifying 5002 yields: % 132.14/84.24 | (3557) ~ (all_0_671_671 = e23) % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (2327), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (2328) all_0_656_656 = e24 % 132.14/84.24 | % 132.14/84.24 | Equations (2328) can reduce 2312 to: % 132.14/84.24 | (1975) $false % 132.14/84.24 | % 132.14/84.24 |-The branch is then unsatisfiable % 132.14/84.24 |-Branch two: % 132.14/84.24 | (2312) ~ (all_0_656_656 = e24) % 132.14/84.24 | (2331) all_0_656_656 = e25 | all_0_656_656 = e22 % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (2331), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (2157) all_0_656_656 = e22 % 132.14/84.24 | % 132.14/84.24 | Equations (2157) can reduce 1102 to: % 132.14/84.24 | (2982) ~ (all_0_663_663 = e22) % 132.14/84.24 | % 132.14/84.24 | Simplifying 2982 yields: % 132.14/84.24 | (2983) ~ (all_0_663_663 = e22) % 132.14/84.24 | % 132.14/84.24 | Equations (2157) can reduce 2326 to: % 132.14/84.24 | (5259) ~ (e26 = e22) % 132.14/84.24 | % 132.14/84.24 | Simplifying 5259 yields: % 132.14/84.24 | (792) ~ (e26 = e22) % 132.14/84.24 | % 132.14/84.24 | Equations (2157) can reduce 1208 to: % 132.14/84.24 | (2990) ~ (e23 = e22) % 132.14/84.24 | % 132.14/84.24 | Simplifying 2990 yields: % 132.14/84.24 | (894) ~ (e23 = e22) % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (15541), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (4034) all_0_668_668 = e23 % 132.14/84.24 | % 132.14/84.24 | Combining equations (4034,3512) yields a new equation: % 132.14/84.24 | (3929) e23 = e22 % 132.14/84.24 | % 132.14/84.24 | Simplifying 3929 yields: % 132.14/84.24 | (3045) e23 = e22 % 132.14/84.24 | % 132.14/84.24 | Equations (3045) can reduce 894 to: % 132.14/84.24 | (1975) $false % 132.14/84.24 | % 132.14/84.24 |-The branch is then unsatisfiable % 132.14/84.24 |-Branch two: % 132.14/84.24 | (12865) ~ (all_0_668_668 = e23) % 132.14/84.24 | (15574) all_0_674_674 = e23 | all_0_680_680 = e23 | all_0_687_687 = e23 % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (15574), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (8862) all_0_674_674 = e23 % 132.14/84.24 | % 132.14/84.24 | Equations (8862) can reduce 8836 to: % 132.14/84.24 | (5830) ~ (e26 = e23) % 132.14/84.24 | % 132.14/84.24 | Simplifying 5830 yields: % 132.14/84.24 | (1282) ~ (e26 = e23) % 132.14/84.24 | % 132.14/84.24 | Equations (8862) can reduce 879 to: % 132.14/84.24 | (2008) ~ (e25 = e23) % 132.14/84.24 | % 132.14/84.24 | Simplifying 2008 yields: % 132.14/84.24 | (1480) ~ (e25 = e23) % 132.14/84.24 | % 132.14/84.24 | Equations (8862) can reduce 1753 to: % 132.14/84.24 | (5098) ~ (e24 = e23) % 132.14/84.24 | % 132.14/84.24 | Simplifying 5098 yields: % 132.14/84.24 | (572) ~ (e24 = e23) % 132.14/84.24 | % 132.14/84.24 | Equations (8862) can reduce 4038 to: % 132.14/84.24 | (894) ~ (e23 = e22) % 132.14/84.24 | % 132.14/84.24 | From (8862) and (191) follows: % 132.14/84.24 | (15583) op2(e23, e22) = all_0_626_626 % 132.14/84.24 | % 132.14/84.24 | From (8862) and (437) follows: % 132.14/84.24 | (15584) op2(e22, e23) = e23 % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (801), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (3897) all_0_655_655 = e23 % 132.14/84.24 | % 132.14/84.24 | Combining equations (3073,3897) yields a new equation: % 132.14/84.24 | (3898) e25 = e23 % 132.14/84.24 | % 132.14/84.24 | Simplifying 3898 yields: % 132.14/84.24 | (2087) e25 = e23 % 132.14/84.24 | % 132.14/84.24 | Equations (2087) can reduce 1480 to: % 132.14/84.24 | (1975) $false % 132.14/84.24 | % 132.14/84.24 |-The branch is then unsatisfiable % 132.14/84.24 |-Branch two: % 132.14/84.24 | (3901) ~ (all_0_655_655 = e23) % 132.14/84.24 | (3902) all_0_662_662 = e23 | all_0_669_669 = e23 | all_0_675_675 = e23 | all_0_681_681 = e23 | all_0_688_688 = e23 % 132.14/84.24 | % 132.14/84.24 | Equations (3073) can reduce 3901 to: % 132.14/84.24 | (1480) ~ (e25 = e23) % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (229), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (2674) all_0_665_665 = e23 % 132.14/84.24 | % 132.14/84.24 | Combining equations (2063,2674) yields a new equation: % 132.14/84.24 | (3682) e24 = e23 % 132.14/84.24 | % 132.14/84.24 | Simplifying 3682 yields: % 132.14/84.24 | (2028) e24 = e23 % 132.14/84.24 | % 132.14/84.24 | Equations (2028) can reduce 572 to: % 132.14/84.24 | (1975) $false % 132.14/84.24 | % 132.14/84.24 |-The branch is then unsatisfiable % 132.14/84.24 |-Branch two: % 132.14/84.24 | (2679) ~ (all_0_665_665 = e23) % 132.14/84.24 | (15597) all_0_666_666 = e23 | all_0_667_667 = e23 | all_0_668_668 = e23 | all_0_669_669 = e23 | all_0_671_671 = e23 % 132.14/84.24 | % 132.14/84.24 +-Applying beta-rule and splitting (15597), into two cases. % 132.14/84.24 |-Branch one: % 132.14/84.24 | (4997) all_0_666_666 = e23 % 132.14/84.24 | % 132.14/84.24 | Combining equations (2032,4997) yields a new equation: % 132.14/84.24 | (3673) e26 = e23 % 132.14/84.24 | % 132.14/84.25 | Simplifying 3673 yields: % 132.14/84.25 | (2596) e26 = e23 % 132.14/84.25 | % 132.14/84.25 | Equations (2596) can reduce 1282 to: % 132.14/84.25 | (1975) $false % 132.14/84.25 | % 132.14/84.25 |-The branch is then unsatisfiable % 132.14/84.25 |-Branch two: % 132.14/84.25 | (2005) ~ (all_0_666_666 = e23) % 132.14/84.25 | (15603) all_0_667_667 = e23 | all_0_668_668 = e23 | all_0_669_669 = e23 | all_0_671_671 = e23 % 132.14/84.25 | % 132.14/84.25 +-Applying beta-rule and splitting (15603), into two cases. % 132.14/84.25 |-Branch one: % 132.14/84.25 | (3892) all_0_667_667 = e23 % 132.14/84.25 | % 132.14/84.25 | Combining equations (3287,3892) yields a new equation: % 132.14/84.25 | (3898) e25 = e23 % 132.14/84.25 | % 132.14/84.25 | Simplifying 3898 yields: % 132.14/84.25 | (2087) e25 = e23 % 132.14/84.25 | % 132.14/84.25 | Equations (2087) can reduce 1480 to: % 132.14/84.25 | (1975) $false % 132.14/84.25 | % 132.14/84.25 |-The branch is then unsatisfiable % 132.14/84.25 |-Branch two: % 132.14/84.25 | (3954) ~ (all_0_667_667 = e23) % 132.14/84.25 | (15609) all_0_668_668 = e23 | all_0_669_669 = e23 | all_0_671_671 = e23 % 132.14/84.25 | % 132.14/84.25 +-Applying beta-rule and splitting (15609), into two cases. % 132.14/84.25 |-Branch one: % 132.14/84.25 | (4034) all_0_668_668 = e23 % 132.14/84.25 | % 132.14/84.25 | Combining equations (3512,4034) yields a new equation: % 132.14/84.25 | (3045) e23 = e22 % 132.14/84.25 | % 132.14/84.25 | Equations (3045) can reduce 894 to: % 132.14/84.25 | (1975) $false % 132.14/84.25 | % 132.14/84.25 |-The branch is then unsatisfiable % 132.14/84.25 |-Branch two: % 132.14/84.25 | (12865) ~ (all_0_668_668 = e23) % 132.14/84.25 | (15614) all_0_669_669 = e23 | all_0_671_671 = e23 % 132.14/84.25 | % 132.14/84.25 +-Applying beta-rule and splitting (15614), into two cases. % 132.14/84.25 |-Branch one: % 132.14/84.25 | (3909) all_0_669_669 = e23 % 132.14/84.25 | % 132.14/84.25 | Equations (3909) can reduce 441 to: % 132.14/84.25 | (1171) ~ (all_0_650_650 = e23) % 132.14/84.25 | % 132.14/84.25 | From (3909) and (1502) follows: % 132.14/84.25 | (15617) op2(e23, e23) = all_0_632_632 % 132.14/84.25 | % 132.14/84.25 | From (3909) and (1302) follows: % 132.14/84.25 | (15618) op2(e23, e22) = e23 % 132.14/84.25 | % 132.14/84.25 | Instantiating formula (364) with e26, e22, e22, all_0_650_650 and discharging atoms op2(e26, e22) = all_0_650_650, op2(e26, e22) = e22, yields: % 132.14/84.25 | (3773) all_0_650_650 = e22 % 132.14/84.25 | % 132.14/84.25 | Instantiating formula (364) with e23, e23, e22, all_0_632_632 and discharging atoms op2(e23, e23) = all_0_632_632, op2(e23, e23) = e22, yields: % 132.14/84.25 | (15620) all_0_632_632 = e22 % 132.14/84.25 | % 132.14/84.25 | Instantiating formula (364) with e23, e22, all_0_626_626, all_0_591_591 and discharging atoms op2(e23, e22) = all_0_591_591, op2(e23, e22) = all_0_626_626, yields: % 132.14/84.25 | (15621) all_0_591_591 = all_0_626_626 % 132.14/84.25 | % 132.14/84.25 | Instantiating formula (364) with e23, e22, e23, all_0_591_591 and discharging atoms op2(e23, e22) = all_0_591_591, op2(e23, e22) = e23, yields: % 132.14/84.25 | (15622) all_0_591_591 = e23 % 132.14/84.25 | % 132.14/84.25 | Instantiating formula (364) with e22, e23, e23, all_0_625_625 and discharging atoms op2(e22, e23) = all_0_625_625, op2(e22, e23) = e23, yields: % 132.14/84.25 | (15623) all_0_625_625 = e23 % 132.14/84.25 | % 132.14/84.25 | Combining equations (15622,15621) yields a new equation: % 132.14/84.25 | (15624) all_0_626_626 = e23 % 132.14/84.25 | % 132.14/84.25 | Combining equations (15624,15621) yields a new equation: % 132.14/84.25 | (15622) all_0_591_591 = e23 % 132.14/84.25 | % 132.14/84.25 | Equations (3773) can reduce 261 to: % 132.14/84.25 | (3846) ~ (all_0_651_651 = e22) % 132.14/84.25 | % 132.14/84.25 | Simplifying 3846 yields: % 132.14/84.25 | (3805) ~ (all_0_651_651 = e22) % 132.14/84.25 | % 132.14/84.25 | Equations (3773) can reduce 819 to: % 132.14/84.26 | (15628) ~ (all_0_662_662 = e22) % 132.14/84.26 | % 132.14/84.26 | Simplifying 15628 yields: % 132.14/84.26 | (15629) ~ (all_0_662_662 = e22) % 132.14/84.26 | % 132.14/84.26 | Equations (3773) can reduce 234 to: % 132.14/84.26 | (2988) ~ (e25 = e22) % 132.14/84.26 | % 132.14/84.26 | Simplifying 2988 yields: % 132.14/84.26 | (1558) ~ (e25 = e22) % 132.14/84.26 | % 132.14/84.26 | Equations (3773) can reduce 1171 to: % 132.14/84.26 | (2990) ~ (e23 = e22) % 132.14/84.26 | % 132.14/84.26 | Simplifying 2990 yields: % 132.14/84.26 | (894) ~ (e23 = e22) % 132.14/84.26 | % 132.14/84.26 | Equations (3773) can reduce 1951 to: % 132.14/84.26 | (359) ~ (e22 = e21) % 132.14/84.26 | % 132.14/84.26 | From (15622)(15622) and (123) follows: % 132.14/84.26 | (15635) op2(e23, e23) = all_0_307_307 % 132.14/84.26 | % 132.14/84.26 | From (15622) and (623) follows: % 132.14/84.26 | (15636) op2(e23, e23) = all_0_295_295 % 132.14/84.26 | % 132.14/84.26 | From (15623)(15623) and (15348) follows: % 132.14/84.26 | (15637) op2(e23, e23) = all_0_186_186 % 132.14/84.26 | % 132.14/84.26 | From (15623) and (1519) follows: % 132.14/84.26 | (15638) op2(e23, e23) = e23 % 132.14/84.26 | % 132.14/84.26 | From (15622) and (1574) follows: % 132.14/84.26 | (15639) op2(e23, e23) = all_0_226_226 % 132.14/84.26 | % 132.14/84.26 | From (15623) and (15354) follows: % 132.14/84.26 | (15640) op2(e23, e23) = all_0_145_145 % 132.14/84.26 | % 132.14/84.26 | From (15620) and (15617) follows: % 132.14/84.26 | (15530) op2(e23, e23) = e22 % 132.14/84.26 | % 132.14/84.26 +-Applying beta-rule and splitting (1987), into two cases. % 132.14/84.26 |-Branch one: % 132.14/84.26 | (3640) all_0_650_650 = e26 % 132.14/84.26 | % 132.14/84.26 | Combining equations (3773,3640) yields a new equation: % 132.14/84.27 | (2999) e26 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (2999) can reduce 792 to: % 132.14/84.27 | (1975) $false % 132.14/84.27 | % 132.14/84.27 |-The branch is then unsatisfiable % 132.14/84.27 |-Branch two: % 132.14/84.27 | (3772) ~ (all_0_650_650 = e26) % 132.14/84.27 | (3649) all_0_651_651 = e26 % 132.14/84.27 | % 132.14/84.27 | Equations (3649) can reduce 3805 to: % 132.14/84.27 | (792) ~ (e26 = e22) % 132.14/84.27 | % 132.14/84.27 +-Applying beta-rule and splitting (1520), into two cases. % 132.14/84.27 |-Branch one: % 132.14/84.27 | (3617) all_0_651_651 = e22 % 132.14/84.27 | % 132.14/84.27 | Combining equations (3649,3617) yields a new equation: % 132.14/84.27 | (2998) e26 = e22 % 132.14/84.27 | % 132.14/84.27 | Simplifying 2998 yields: % 132.14/84.27 | (2999) e26 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (2999) can reduce 792 to: % 132.14/84.27 | (1975) $false % 132.14/84.27 | % 132.14/84.27 |-The branch is then unsatisfiable % 132.14/84.27 |-Branch two: % 132.14/84.27 | (3805) ~ (all_0_651_651 = e22) % 132.14/84.27 | (3806) all_0_657_657 = e22 | all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 132.14/84.27 | % 132.14/84.27 +-Applying beta-rule and splitting (3806), into two cases. % 132.14/84.27 |-Branch one: % 132.14/84.27 | (3807) all_0_657_657 = e22 % 132.14/84.27 | % 132.14/84.27 | Combining equations (3546,3807) yields a new equation: % 132.14/84.27 | (3929) e23 = e22 % 132.14/84.27 | % 132.14/84.27 | Simplifying 3929 yields: % 132.14/84.27 | (3045) e23 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (3045) can reduce 894 to: % 132.14/84.27 | (1975) $false % 132.14/84.27 | % 132.14/84.27 |-The branch is then unsatisfiable % 132.14/84.27 |-Branch two: % 132.14/84.27 | (2981) ~ (all_0_657_657 = e22) % 132.14/84.27 | (3811) all_0_664_664 = e22 | all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (3546) can reduce 2981 to: % 132.14/84.27 | (894) ~ (e23 = e22) % 132.14/84.27 | % 132.14/84.27 +-Applying beta-rule and splitting (1786), into two cases. % 132.14/84.27 |-Branch one: % 132.14/84.27 | (3415) all_0_658_658 = e22 % 132.14/84.27 | % 132.14/84.27 | Combining equations (2059,3415) yields a new equation: % 132.14/84.27 | (1990) e22 = e21 % 132.14/84.27 | % 132.14/84.27 | Equations (1990) can reduce 359 to: % 132.14/84.27 | (1975) $false % 132.14/84.27 | % 132.14/84.27 |-The branch is then unsatisfiable % 132.14/84.27 |-Branch two: % 132.14/84.27 | (4050) ~ (all_0_658_658 = e22) % 132.14/84.27 | (5796) all_0_660_660 = e22 | all_0_661_661 = e22 | all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 132.14/84.27 | % 132.14/84.27 +-Applying beta-rule and splitting (5796), into two cases. % 132.14/84.27 |-Branch one: % 132.14/84.27 | (5864) all_0_660_660 = e22 % 132.14/84.27 | % 132.14/84.27 | Combining equations (9430,5864) yields a new equation: % 132.14/84.27 | (3929) e23 = e22 % 132.14/84.27 | % 132.14/84.27 | Simplifying 3929 yields: % 132.14/84.27 | (3045) e23 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (3045) can reduce 894 to: % 132.14/84.27 | (1975) $false % 132.14/84.27 | % 132.14/84.27 |-The branch is then unsatisfiable % 132.14/84.27 |-Branch two: % 132.14/84.27 | (5868) ~ (all_0_660_660 = e22) % 132.14/84.27 | (5869) all_0_661_661 = e22 | all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 132.14/84.27 | % 132.14/84.27 +-Applying beta-rule and splitting (5869), into two cases. % 132.14/84.27 |-Branch one: % 132.14/84.27 | (3508) all_0_661_661 = e22 % 132.14/84.27 | % 132.14/84.27 | Combining equations (3471,3508) yields a new equation: % 132.14/84.27 | (4229) e25 = e22 % 132.14/84.27 | % 132.14/84.27 | Simplifying 4229 yields: % 132.14/84.27 | (3817) e25 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (3817) can reduce 1558 to: % 132.14/84.27 | (1975) $false % 132.14/84.27 | % 132.14/84.27 |-The branch is then unsatisfiable % 132.14/84.27 |-Branch two: % 132.14/84.27 | (3417) ~ (all_0_661_661 = e22) % 132.14/84.27 | (9023) all_0_662_662 = e22 | all_0_663_663 = e22 | all_0_664_664 = e22 % 132.14/84.27 | % 132.14/84.27 +-Applying beta-rule and splitting (3811), into two cases. % 132.14/84.27 |-Branch one: % 132.14/84.27 | (3796) all_0_664_664 = e22 % 132.14/84.27 | % 132.14/84.27 | Equations (3796) can reduce 2003 to: % 132.14/84.27 | (2990) ~ (e23 = e22) % 132.14/84.27 | % 132.14/84.27 | Simplifying 2990 yields: % 132.14/84.27 | (894) ~ (e23 = e22) % 132.14/84.27 | % 132.14/84.27 | Instantiating formula (364) with e23, e23, all_0_145_145, e22 and discharging atoms op2(e23, e23) = all_0_145_145, op2(e23, e23) = e22, yields: % 132.14/84.27 | (15681) all_0_145_145 = e22 % 132.14/84.27 | % 132.14/84.27 | Instantiating formula (364) with e23, e23, all_0_226_226, all_0_186_186 and discharging atoms op2(e23, e23) = all_0_186_186, op2(e23, e23) = all_0_226_226, yields: % 132.14/84.27 | (15682) all_0_186_186 = all_0_226_226 % 132.14/84.27 | % 132.14/84.27 | Instantiating formula (364) with e23, e23, all_0_295_295, all_0_145_145 and discharging atoms op2(e23, e23) = all_0_145_145, op2(e23, e23) = all_0_295_295, yields: % 132.14/84.27 | (15683) all_0_145_145 = all_0_295_295 % 132.14/84.27 | % 132.14/84.27 | Instantiating formula (364) with e23, e23, all_0_295_295, all_0_226_226 and discharging atoms op2(e23, e23) = all_0_226_226, op2(e23, e23) = all_0_295_295, yields: % 132.14/84.27 | (15684) all_0_226_226 = all_0_295_295 % 132.14/84.27 | % 132.14/84.27 | Instantiating formula (364) with e23, e23, all_0_307_307, all_0_145_145 and discharging atoms op2(e23, e23) = all_0_145_145, op2(e23, e23) = all_0_307_307, yields: % 132.14/84.27 | (15685) all_0_145_145 = all_0_307_307 % 132.14/84.27 | % 132.14/84.27 | Instantiating formula (364) with e23, e23, e23, all_0_186_186 and discharging atoms op2(e23, e23) = all_0_186_186, op2(e23, e23) = e23, yields: % 132.14/84.27 | (15686) all_0_186_186 = e23 % 132.14/84.27 | % 132.14/84.27 | Combining equations (15683,15685) yields a new equation: % 132.14/84.27 | (15687) all_0_295_295 = all_0_307_307 % 132.14/84.27 | % 132.29/84.27 | Simplifying 15687 yields: % 132.29/84.27 | (15688) all_0_295_295 = all_0_307_307 % 132.29/84.27 | % 132.29/84.28 | Combining equations (15681,15685) yields a new equation: % 132.29/84.28 | (15689) all_0_307_307 = e22 % 132.29/84.28 | % 132.29/84.28 | Combining equations (15682,15686) yields a new equation: % 132.29/84.28 | (15690) all_0_226_226 = e23 % 132.29/84.28 | % 132.29/84.28 | Simplifying 15690 yields: % 132.29/84.28 | (6115) all_0_226_226 = e23 % 132.29/84.28 | % 132.29/84.28 | Combining equations (15684,6115) yields a new equation: % 132.29/84.28 | (15692) all_0_295_295 = e23 % 132.29/84.28 | % 132.29/84.28 | Simplifying 15692 yields: % 132.29/84.28 | (6111) all_0_295_295 = e23 % 132.29/84.28 | % 132.29/84.28 | Combining equations (15688,6111) yields a new equation: % 132.29/84.28 | (15694) all_0_307_307 = e23 % 132.29/84.28 | % 132.29/84.28 | Simplifying 15694 yields: % 132.29/84.28 | (15695) all_0_307_307 = e23 % 132.29/84.28 | % 132.29/84.28 | Combining equations (15689,15695) yields a new equation: % 132.29/84.28 | (3045) e23 = e22 % 132.29/84.28 | % 132.29/84.28 | Equations (3045) can reduce 894 to: % 132.29/84.28 | (1975) $false % 132.29/84.28 | % 132.29/84.28 |-The branch is then unsatisfiable % 132.29/84.28 |-Branch two: % 132.29/84.28 | (3419) ~ (all_0_664_664 = e22) % 132.29/84.28 | (3815) all_0_671_671 = e22 | all_0_677_677 = e22 | all_0_690_690 = e22 % 132.29/84.28 | % 132.29/84.28 +-Applying beta-rule and splitting (9023), into two cases. % 132.29/84.28 |-Branch one: % 132.29/84.28 | (15700) all_0_662_662 = e22 % 132.29/84.28 | % 132.29/84.28 | Equations (15700) can reduce 15629 to: % 132.29/84.28 | (1975) $false % 132.29/84.28 | % 132.29/84.28 |-The branch is then unsatisfiable % 132.29/84.28 |-Branch two: % 132.29/84.28 | (15629) ~ (all_0_662_662 = e22) % 132.29/84.28 | (15703) all_0_663_663 = e22 | all_0_664_664 = e22 % 132.29/84.28 | % 132.29/84.28 +-Applying beta-rule and splitting (15703), into two cases. % 132.29/84.28 |-Branch one: % 132.29/84.28 | (3231) all_0_663_663 = e22 % 132.29/84.28 | % 132.29/84.28 | Equations (3231) can reduce 2983 to: % 132.29/84.28 | (1975) $false % 132.29/84.28 | % 132.29/84.28 |-The branch is then unsatisfiable % 132.29/84.28 |-Branch two: % 132.29/84.28 | (2983) ~ (all_0_663_663 = e22) % 132.29/84.28 | (3796) all_0_664_664 = e22 % 132.29/84.28 | % 132.29/84.28 | Equations (3796) can reduce 3419 to: % 132.29/84.28 | (1975) $false % 132.29/84.28 | % 132.29/84.28 |-The branch is then unsatisfiable % 132.29/84.29 |-Branch two: % 132.29/84.29 | (3894) ~ (all_0_669_669 = e23) % 132.29/84.29 | (3554) all_0_671_671 = e23 % 132.29/84.29 | % 132.29/84.29 | Equations (3554) can reduce 3557 to: % 132.29/84.29 | (1975) $false % 132.29/84.29 | % 132.29/84.29 |-The branch is then unsatisfiable % 132.29/84.29 |-Branch two: % 132.29/84.29 | (5097) ~ (all_0_674_674 = e23) % 132.29/84.29 | (15713) all_0_680_680 = e23 | all_0_687_687 = e23 % 132.29/84.29 | % 132.29/84.29 +-Applying beta-rule and splitting (15713), into two cases. % 132.29/84.29 |-Branch one: % 132.29/84.29 | (3518) all_0_680_680 = e23 % 132.29/84.29 | % 132.29/84.29 | Equations (3518) can reduce 4042 to: % 132.29/84.29 | (1975) $false % 132.29/84.29 | % 132.29/84.29 |-The branch is then unsatisfiable % 132.29/84.29 |-Branch two: % 132.29/84.29 | (4042) ~ (all_0_680_680 = e23) % 132.29/84.29 | (14111) all_0_687_687 = e23 % 132.29/84.29 | % 132.29/84.29 | Equations (14111) can reduce 5829 to: % 132.29/84.29 | (1975) $false % 132.29/84.29 | % 132.29/84.29 |-The branch is then unsatisfiable % 132.30/84.29 |-Branch two: % 132.30/84.29 | (2244) ~ (all_0_656_656 = e22) % 132.30/84.29 | (2273) all_0_656_656 = e25 % 132.30/84.29 | % 132.30/84.29 | Equations (2273) can reduce 2279 to: % 132.30/84.29 | (1975) $false % 132.30/84.29 | % 132.30/84.29 |-The branch is then unsatisfiable % 132.30/84.29 |-Branch two: % 132.30/84.29 | (3516) ~ (all_0_668_668 = e22) % 132.30/84.29 | (3517) all_0_674_674 = e22 | all_0_687_687 = e22 % 132.30/84.29 | % 132.30/84.29 +-Applying beta-rule and splitting (3517), into two cases. % 132.30/84.29 |-Branch one: % 132.30/84.29 | (3527) all_0_674_674 = e22 % 132.30/84.29 | % 132.30/84.29 | Equations (3527) can reduce 4038 to: % 132.30/84.29 | (1975) $false % 132.30/84.29 | % 132.30/84.29 |-The branch is then unsatisfiable % 132.30/84.29 |-Branch two: % 132.30/84.29 | (4038) ~ (all_0_674_674 = e22) % 132.30/84.29 | (3959) all_0_687_687 = e22 % 132.30/84.29 | % 132.30/84.29 | Equations (3959) can reduce 3962 to: % 132.30/84.29 | (1975) $false % 132.30/84.29 | % 132.30/84.29 |-The branch is then unsatisfiable % 132.30/84.29 |-Branch two: % 132.30/84.29 | (4061) ~ (all_0_672_672 = e22) % 132.30/84.29 | (2627) all_0_672_672 = e23 % 132.30/84.29 | % 132.30/84.29 | Equations (2627) can reduce 2658 to: % 132.30/84.29 | (1975) $false % 132.30/84.29 | % 132.30/84.29 |-The branch is then unsatisfiable % 132.30/84.29 |-Branch two: % 132.30/84.29 | (2065) ~ (all_0_658_658 = e21) % 132.30/84.29 | (2962) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 | all_0_658_658 = e20 % 132.30/84.29 | % 132.30/84.29 +-Applying beta-rule and splitting (2962), into two cases. % 132.30/84.29 |-Branch one: % 132.30/84.29 | (3431) all_0_658_658 = e20 % 132.30/84.29 | % 132.30/84.29 | Equations (3431) can reduce 3434 to: % 132.30/84.29 | (1975) $false % 132.30/84.29 | % 132.30/84.29 |-The branch is then unsatisfiable % 132.30/84.29 |-Branch two: % 132.30/84.29 | (3434) ~ (all_0_658_658 = e20) % 132.30/84.29 | (4126) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (4126), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2085) all_0_658_658 = e26 % 132.30/84.30 | % 132.30/84.30 | Equations (2085) can reduce 3364 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (3364) ~ (all_0_658_658 = e26) % 132.30/84.30 | (4130) all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (4130), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (3319) all_0_658_658 = e24 % 132.30/84.30 | % 132.30/84.30 | Equations (3319) can reduce 2944 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (2944) ~ (all_0_658_658 = e24) % 132.30/84.30 | (4134) all_0_658_658 = e23 | all_0_658_658 = e22 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (4134), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (3415) all_0_658_658 = e22 % 132.30/84.30 | % 132.30/84.30 | Equations (3415) can reduce 682 to: % 132.30/84.30 | (10308) ~ (all_0_665_665 = e22) % 132.30/84.30 | % 132.30/84.30 | Simplifying 10308 yields: % 132.30/84.30 | (3926) ~ (all_0_665_665 = e22) % 132.30/84.30 | % 132.30/84.30 | Equations (3415) can reduce 1371 to: % 132.30/84.30 | (3420) ~ (all_0_678_678 = e22) % 132.30/84.30 | % 132.30/84.30 | Simplifying 3420 yields: % 132.30/84.30 | (1677) ~ (all_0_678_678 = e22) % 132.30/84.30 | % 132.30/84.30 | Equations (3415) can reduce 2065 to: % 132.30/84.30 | (359) ~ (e22 = e21) % 132.30/84.30 | % 132.30/84.30 | From (3415) and (873) follows: % 132.30/84.30 | (10208) op2(e22, e26) = e23 % 132.30/84.30 | % 132.30/84.30 | From (3415) and (28) follows: % 132.30/84.30 | (15753) op2(e24, e26) = e22 % 132.30/84.30 | % 132.30/84.30 | Instantiating formula (364) with e22, e26, e23, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e23, yields: % 132.30/84.30 | (2627) all_0_672_672 = e23 % 132.30/84.30 | % 132.30/84.30 | Equations (2627) can reduce 1223 to: % 132.30/84.30 | (2679) ~ (all_0_665_665 = e23) % 132.30/84.30 | % 132.30/84.30 | Equations (2627) can reduce 1116 to: % 132.30/84.30 | (3330) ~ (all_0_678_678 = e23) % 132.30/84.30 | % 132.30/84.30 | Simplifying 3330 yields: % 132.30/84.30 | (2590) ~ (all_0_678_678 = e23) % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (1760), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2059) all_0_658_658 = e21 % 132.30/84.30 | % 132.30/84.30 | Combining equations (2059,3415) yields a new equation: % 132.30/84.30 | (1990) e22 = e21 % 132.30/84.30 | % 132.30/84.30 | Equations (1990) can reduce 359 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (2065) ~ (all_0_658_658 = e21) % 132.30/84.30 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (1246), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2067) all_0_678_678 = e21 % 132.30/84.30 | % 132.30/84.30 | Equations (2067) can reduce 1470 to: % 132.30/84.30 | (2077) ~ (all_0_665_665 = e21) % 132.30/84.30 | % 132.30/84.30 | Equations (2067) can reduce 1677 to: % 132.30/84.30 | (1994) ~ (e22 = e21) % 132.30/84.30 | % 132.30/84.30 | Simplifying 1994 yields: % 132.30/84.30 | (359) ~ (e22 = e21) % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (575), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2071) all_0_665_665 = e21 % 132.30/84.30 | % 132.30/84.30 | Equations (2071) can reduce 2077 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (2077) ~ (all_0_665_665 = e21) % 132.30/84.30 | (10357) all_0_665_665 = e26 | all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 | all_0_665_665 = e20 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (10357), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (3436) all_0_665_665 = e20 % 132.30/84.30 | % 132.30/84.30 | Equations (3436) can reduce 3440 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (3440) ~ (all_0_665_665 = e20) % 132.30/84.30 | (10366) all_0_665_665 = e26 | all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (10366), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2127) all_0_665_665 = e26 % 132.30/84.30 | % 132.30/84.30 | Equations (2127) can reduce 4500 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (4500) ~ (all_0_665_665 = e26) % 132.30/84.30 | (10398) all_0_665_665 = e24 | all_0_665_665 = e23 | all_0_665_665 = e22 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (10398), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2063) all_0_665_665 = e24 % 132.30/84.30 | % 132.30/84.30 | From (2063) and (307) follows: % 132.30/84.30 | (4977) op2(e24, e26) = e21 % 132.30/84.30 | % 132.30/84.30 | Instantiating formula (364) with e24, e26, e21, e22 and discharging atoms op2(e24, e26) = e22, op2(e24, e26) = e21, yields: % 132.30/84.30 | (1990) e22 = e21 % 132.30/84.30 | % 132.30/84.30 | Equations (1990) can reduce 359 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (2037) ~ (all_0_665_665 = e24) % 132.30/84.30 | (10402) all_0_665_665 = e23 | all_0_665_665 = e22 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (10402), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (3922) all_0_665_665 = e22 % 132.30/84.30 | % 132.30/84.30 | Equations (3922) can reduce 3926 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (3926) ~ (all_0_665_665 = e22) % 132.30/84.30 | (2674) all_0_665_665 = e23 % 132.30/84.30 | % 132.30/84.30 | Equations (2674) can reduce 2679 to: % 132.30/84.30 | (1975) $false % 132.30/84.30 | % 132.30/84.30 |-The branch is then unsatisfiable % 132.30/84.30 |-Branch two: % 132.30/84.30 | (2058) ~ (all_0_678_678 = e21) % 132.30/84.30 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 132.30/84.30 | % 132.30/84.30 +-Applying beta-rule and splitting (2066), into two cases. % 132.30/84.30 |-Branch one: % 132.30/84.30 | (2071) all_0_665_665 = e21 % 132.30/84.30 | % 132.30/84.30 | Equations (2071) can reduce 3926 to: % 132.30/84.30 | (1994) ~ (e22 = e21) % 132.30/84.30 | % 132.30/84.31 | Simplifying 1994 yields: % 132.30/84.31 | (359) ~ (e22 = e21) % 132.30/84.31 | % 132.30/84.31 | From (2071) and (307) follows: % 132.30/84.31 | (2074) op2(e21, e26) = e21 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (2070), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (3448) all_0_678_678 = e20 % 132.30/84.31 | % 132.30/84.31 | Equations (3448) can reduce 4045 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (4045) ~ (all_0_678_678 = e20) % 132.30/84.31 | (4141) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (4141), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (4142) all_0_678_678 = e26 % 132.30/84.31 | % 132.30/84.31 | Equations (4142) can reduce 3347 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (3347) ~ (all_0_678_678 = e26) % 132.30/84.31 | (4145) all_0_678_678 = e24 | all_0_678_678 = e23 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (4145), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (2955) all_0_678_678 = e24 % 132.30/84.31 | % 132.30/84.31 | From (2955) and (1972) follows: % 132.30/84.31 | (4294) op2(e24, e26) = e24 % 132.30/84.31 | % 132.30/84.31 | From (2955) and (1003) follows: % 132.30/84.31 | (2178) op2(e21, e26) = e24 % 132.30/84.31 | % 132.30/84.31 | Instantiating formula (364) with e24, e26, e24, e22 and discharging atoms op2(e24, e26) = e24, op2(e24, e26) = e22, yields: % 132.30/84.31 | (3009) e24 = e22 % 132.30/84.31 | % 132.30/84.31 | Instantiating formula (364) with e21, e26, e21, e24 and discharging atoms op2(e21, e26) = e24, op2(e21, e26) = e21, yields: % 132.30/84.31 | (2180) e24 = e21 % 132.30/84.31 | % 132.30/84.31 | Combining equations (2180,3009) yields a new equation: % 132.30/84.31 | (1990) e22 = e21 % 132.30/84.31 | % 132.30/84.31 | Equations (1990) can reduce 359 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (2946) ~ (all_0_678_678 = e24) % 132.30/84.31 | (2061) all_0_678_678 = e23 % 132.30/84.31 | % 132.30/84.31 | Equations (2061) can reduce 2590 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (2077) ~ (all_0_665_665 = e21) % 132.30/84.31 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (2136), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (2079) all_0_672_672 = e21 % 132.30/84.31 | % 132.30/84.31 | Combining equations (2079,2627) yields a new equation: % 132.30/84.31 | (2612) e23 = e21 % 132.30/84.31 | % 132.30/84.31 | Equations (2612) can reduce 896 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (2131) ~ (all_0_672_672 = e21) % 132.30/84.31 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (2140), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (2067) all_0_678_678 = e21 % 132.30/84.31 | % 132.30/84.31 | Equations (2067) can reduce 2058 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (2058) ~ (all_0_678_678 = e21) % 132.30/84.31 | (2144) all_0_684_684 = e21 % 132.30/84.31 | % 132.30/84.31 | Combining equations (2144,2093) yields a new equation: % 132.30/84.31 | (1984) e26 = e21 % 132.30/84.31 | % 132.30/84.31 | Equations (1984) can reduce 1656 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (4050) ~ (all_0_658_658 = e22) % 132.30/84.31 | (2670) all_0_658_658 = e23 % 132.30/84.31 | % 132.30/84.31 | Equations (2670) can reduce 1997 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (2095) ~ (all_0_652_652 = e20) % 132.30/84.31 | (2096) all_0_652_652 = e26 | all_0_652_652 = e24 | all_0_652_652 = e23 | all_0_652_652 = e22 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (968), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (2091) all_0_652_652 = e20 % 132.30/84.31 | % 132.30/84.31 | Equations (2091) can reduce 2095 to: % 132.30/84.31 | (1975) $false % 132.30/84.31 | % 132.30/84.31 |-The branch is then unsatisfiable % 132.30/84.31 |-Branch two: % 132.30/84.31 | (2095) ~ (all_0_652_652 = e20) % 132.30/84.31 | (3040) all_0_653_653 = e20 | all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (1329), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (2057) all_0_682_682 = e21 % 132.30/84.31 | % 132.30/84.31 | Equations (2057) can reduce 1565 to: % 132.30/84.31 | (3160) ~ (all_0_681_681 = e21) % 132.30/84.31 | % 132.30/84.31 | Equations (2057) can reduce 698 to: % 132.30/84.31 | (4893) ~ (all_0_683_683 = e21) % 132.30/84.31 | % 132.30/84.31 | Simplifying 4893 yields: % 132.30/84.31 | (4894) ~ (all_0_683_683 = e21) % 132.30/84.31 | % 132.30/84.31 +-Applying beta-rule and splitting (15387), into two cases. % 132.30/84.31 |-Branch one: % 132.30/84.31 | (2579) all_0_680_680 = e25 % 132.30/84.31 | % 132.33/84.31 | Equations (2579) can reduce 2809 to: % 132.33/84.31 | (1975) $false % 132.33/84.31 | % 132.33/84.31 |-The branch is then unsatisfiable % 132.33/84.31 |-Branch two: % 132.33/84.31 | (2809) ~ (all_0_680_680 = e25) % 132.33/84.31 | (15843) all_0_681_681 = e25 | all_0_682_682 = e25 | all_0_683_683 = e25 % 132.33/84.31 | % 132.33/84.31 +-Applying beta-rule and splitting (15843), into two cases. % 132.33/84.31 |-Branch one: % 132.33/84.31 | (3740) all_0_681_681 = e25 % 132.33/84.31 | % 132.33/84.31 | Equations (3740) can reduce 3080 to: % 132.33/84.31 | (1975) $false % 132.33/84.31 | % 132.33/84.31 |-The branch is then unsatisfiable % 132.33/84.31 |-Branch two: % 132.33/84.31 | (3080) ~ (all_0_681_681 = e25) % 132.33/84.31 | (15847) all_0_682_682 = e25 | all_0_683_683 = e25 % 132.33/84.31 | % 132.33/84.31 +-Applying beta-rule and splitting (2280), into two cases. % 132.33/84.31 |-Branch one: % 132.33/84.31 | (3234) all_0_663_663 = e25 % 132.33/84.31 | % 132.33/84.31 | Equations (3234) can reduce 2805 to: % 132.33/84.31 | (1975) $false % 132.33/84.31 | % 132.33/84.31 |-The branch is then unsatisfiable % 132.33/84.31 |-Branch two: % 132.33/84.31 | (2805) ~ (all_0_663_663 = e25) % 132.33/84.31 | (15851) all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 132.33/84.31 | % 132.33/84.31 +-Applying beta-rule and splitting (15847), into two cases. % 132.33/84.31 |-Branch one: % 132.33/84.31 | (2803) all_0_682_682 = e25 % 132.33/84.31 | % 132.33/84.31 | Combining equations (2803,2057) yields a new equation: % 132.33/84.31 | (3163) e25 = e21 % 132.33/84.31 | % 132.33/84.31 | Simplifying 3163 yields: % 132.33/84.31 | (2129) e25 = e21 % 132.33/84.31 | % 132.33/84.31 | Equations (2129) can reduce 1020 to: % 132.33/84.31 | (1975) $false % 132.33/84.31 | % 132.33/84.31 |-The branch is then unsatisfiable % 132.33/84.31 |-Branch two: % 132.33/84.31 | (4645) ~ (all_0_682_682 = e25) % 132.33/84.31 | (9184) all_0_683_683 = e25 % 132.33/84.31 | % 132.33/84.32 | Equations (9184) can reduce 44 to: % 132.33/84.32 | (2809) ~ (all_0_680_680 = e25) % 132.33/84.32 | % 132.33/84.32 | Equations (9184) can reduce 4894 to: % 132.33/84.32 | (1020) ~ (e25 = e21) % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (15851), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (3209) all_0_670_670 = e25 % 132.33/84.32 | % 132.33/84.32 | Equations (3209) can reduce 2806 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (2806) ~ (all_0_670_670 = e25) % 132.33/84.32 | (15863) all_0_682_682 = e25 | all_0_689_689 = e25 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (15863), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (2803) all_0_682_682 = e25 % 132.33/84.32 | % 132.33/84.32 | Combining equations (2803,2057) yields a new equation: % 132.33/84.32 | (3163) e25 = e21 % 132.33/84.32 | % 132.33/84.32 | Simplifying 3163 yields: % 132.33/84.32 | (2129) e25 = e21 % 132.33/84.32 | % 132.33/84.32 | Equations (2129) can reduce 1020 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (4645) ~ (all_0_682_682 = e25) % 132.33/84.32 | (3260) all_0_689_689 = e25 % 132.33/84.32 | % 132.33/84.32 | Equations (3260) can reduce 507 to: % 132.33/84.32 | (2805) ~ (all_0_663_663 = e25) % 132.33/84.32 | % 132.33/84.32 | Equations (3260) can reduce 1273 to: % 132.33/84.32 | (1480) ~ (e25 = e23) % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (1410), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (2955) all_0_678_678 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (2955) can reduce 1371 to: % 132.33/84.32 | (2944) ~ (all_0_658_658 = e24) % 132.33/84.32 | % 132.33/84.32 | From (2955) and (1972) follows: % 132.33/84.32 | (4294) op2(e24, e26) = e24 % 132.33/84.32 | % 132.33/84.32 | Instantiating formula (364) with e24, e26, e24, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e24, yields: % 132.33/84.32 | (3319) all_0_658_658 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (3319) can reduce 2944 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (2946) ~ (all_0_678_678 = e24) % 132.33/84.32 | (2958) all_0_679_679 = e24 | all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (2958), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (3129) all_0_679_679 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (3129) can reduce 3101 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (3101) ~ (all_0_679_679 = e24) % 132.33/84.32 | (3132) all_0_681_681 = e24 | all_0_682_682 = e24 | all_0_683_683 = e24 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (3132), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (3145) all_0_681_681 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (3145) can reduce 803 to: % 132.33/84.32 | (1579) ~ (all_0_680_680 = e24) % 132.33/84.32 | % 132.33/84.32 | Equations (3145) can reduce 3160 to: % 132.33/84.32 | (149) ~ (e24 = e21) % 132.33/84.32 | % 132.33/84.32 | From (3145) and (1523) follows: % 132.33/84.32 | (5649) op2(e24, e21) = all_0_634_634 % 132.33/84.32 | % 132.33/84.32 | Instantiating formula (364) with e24, e21, all_0_634_634, all_0_663_663 and discharging atoms op2(e24, e21) = all_0_634_634, op2(e24, e21) = all_0_663_663, yields: % 132.33/84.32 | (15887) all_0_634_634 = all_0_663_663 % 132.33/84.32 | % 132.33/84.32 | From (15887) and (5649) follows: % 132.33/84.32 | (758) op2(e24, e21) = all_0_663_663 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (1052), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (2061) all_0_678_678 = e23 % 132.33/84.32 | % 132.33/84.32 | From (2061) and (1972) follows: % 132.33/84.32 | (2062) op2(e23, e26) = e24 % 132.33/84.32 | % 132.33/84.32 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 132.33/84.32 | (2063) all_0_665_665 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (2063) can reduce 1503 to: % 132.33/84.32 | (2042) ~ (all_0_670_670 = e24) % 132.33/84.32 | % 132.33/84.32 | Simplifying 2042 yields: % 132.33/84.32 | (2043) ~ (all_0_670_670 = e24) % 132.33/84.32 | % 132.33/84.32 | Equations (2063) can reduce 464 to: % 132.33/84.32 | (2947) ~ (e25 = e24) % 132.33/84.32 | % 132.33/84.32 | Simplifying 2947 yields: % 132.33/84.32 | (169) ~ (e25 = e24) % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (408), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (2328) all_0_656_656 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (2328) can reduce 2312 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (2312) ~ (all_0_656_656 = e24) % 132.33/84.32 | (3012) all_0_663_663 = e24 | all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (3012), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (3133) all_0_663_663 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (3133) can reduce 3211 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (3211) ~ (all_0_663_663 = e24) % 132.33/84.32 | (3212) all_0_670_670 = e24 | all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (3212), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (3202) all_0_670_670 = e24 % 132.33/84.32 | % 132.33/84.32 | Equations (3202) can reduce 2043 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (2043) ~ (all_0_670_670 = e24) % 132.33/84.32 | (4329) all_0_676_676 = e24 | all_0_682_682 = e24 | all_0_689_689 = e24 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (4329), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (4330) all_0_676_676 = e24 % 132.33/84.32 | % 132.33/84.32 | From (4330) and (465) follows: % 132.33/84.32 | (5395) op2(e24, e21) = e25 % 132.33/84.32 | % 132.33/84.32 | Instantiating formula (364) with e24, e21, e25, all_0_663_663 and discharging atoms op2(e24, e21) = all_0_663_663, op2(e24, e21) = e25, yields: % 132.33/84.32 | (3234) all_0_663_663 = e25 % 132.33/84.32 | % 132.33/84.32 | Equations (3234) can reduce 2805 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (4334) ~ (all_0_676_676 = e24) % 132.33/84.32 | (4335) all_0_682_682 = e24 | all_0_689_689 = e24 % 132.33/84.32 | % 132.33/84.32 +-Applying beta-rule and splitting (4335), into two cases. % 132.33/84.32 |-Branch one: % 132.33/84.32 | (3194) all_0_682_682 = e24 % 132.33/84.32 | % 132.33/84.32 | Combining equations (2057,3194) yields a new equation: % 132.33/84.32 | (2180) e24 = e21 % 132.33/84.32 | % 132.33/84.32 | Equations (2180) can reduce 149 to: % 132.33/84.32 | (1975) $false % 132.33/84.32 | % 132.33/84.32 |-The branch is then unsatisfiable % 132.33/84.32 |-Branch two: % 132.33/84.32 | (3197) ~ (all_0_682_682 = e24) % 132.33/84.32 | (3253) all_0_689_689 = e24 % 132.33/84.33 | % 132.33/84.33 | Combining equations (3253,3260) yields a new equation: % 132.33/84.33 | (3094) e25 = e24 % 132.33/84.33 | % 132.33/84.33 | Equations (3094) can reduce 169 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (2590) ~ (all_0_678_678 = e23) % 132.33/84.33 | (2591) all_0_679_679 = e23 | all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (2591), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (9443) all_0_679_679 = e23 % 132.33/84.33 | % 132.33/84.33 | Equations (9443) can reduce 9446 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (9446) ~ (all_0_679_679 = e23) % 132.33/84.33 | (15926) all_0_680_680 = e23 | all_0_681_681 = e23 | all_0_683_683 = e23 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (15926), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (3518) all_0_680_680 = e23 % 132.33/84.33 | % 132.33/84.33 | Equations (3518) can reduce 1362 to: % 132.33/84.33 | (2690) ~ (all_0_654_654 = e23) % 132.33/84.33 | % 132.33/84.33 | Equations (3518) can reduce 2809 to: % 132.33/84.33 | (2008) ~ (e25 = e23) % 132.33/84.33 | % 132.33/84.33 | Simplifying 2008 yields: % 132.33/84.33 | (1480) ~ (e25 = e23) % 132.33/84.33 | % 132.33/84.33 | Equations (3518) can reduce 1579 to: % 132.33/84.33 | (5098) ~ (e24 = e23) % 132.33/84.33 | % 132.33/84.33 | Simplifying 5098 yields: % 132.33/84.33 | (572) ~ (e24 = e23) % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (2210), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (9410) all_0_653_653 = e23 % 132.33/84.33 | % 132.33/84.33 | Combining equations (3099,9410) yields a new equation: % 132.33/84.33 | (3682) e24 = e23 % 132.33/84.33 | % 132.33/84.33 | Simplifying 3682 yields: % 132.33/84.33 | (2028) e24 = e23 % 132.33/84.33 | % 132.33/84.33 | Equations (2028) can reduce 572 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (9414) ~ (all_0_653_653 = e23) % 132.33/84.33 | (15513) all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (15513), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (2624) all_0_654_654 = e23 % 132.33/84.33 | % 132.33/84.33 | Equations (2624) can reduce 2690 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (2690) ~ (all_0_654_654 = e23) % 132.33/84.33 | (15518) all_0_655_655 = e23 | all_0_657_657 = e23 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (15518), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (3897) all_0_655_655 = e23 % 132.33/84.33 | % 132.33/84.33 | Combining equations (3073,3897) yields a new equation: % 132.33/84.33 | (3898) e25 = e23 % 132.33/84.33 | % 132.33/84.33 | Simplifying 3898 yields: % 132.33/84.33 | (2087) e25 = e23 % 132.33/84.33 | % 132.33/84.33 | Equations (2087) can reduce 1480 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (3901) ~ (all_0_655_655 = e23) % 132.33/84.33 | (3546) all_0_657_657 = e23 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (3040), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (3102) all_0_653_653 = e20 % 132.33/84.33 | % 132.33/84.33 | Combining equations (3099,3102) yields a new equation: % 132.33/84.33 | (3103) e24 = e20 % 132.33/84.33 | % 132.33/84.33 | Simplifying 3103 yields: % 132.33/84.33 | (3104) e24 = e20 % 132.33/84.33 | % 132.33/84.33 | Equations (3104) can reduce 633 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (3106) ~ (all_0_653_653 = e20) % 132.33/84.33 | (3107) all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (3107), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (2600) all_0_654_654 = e20 % 132.33/84.33 | % 132.33/84.33 | From (2600) and (15350) follows: % 132.33/84.33 | (15956) op2(e20, e23) = e24 % 132.33/84.33 | % 132.33/84.33 | Instantiating formula (364) with e20, e23, e24, all_0_687_687 and discharging atoms op2(e20, e23) = all_0_687_687, op2(e20, e23) = e24, yields: % 132.33/84.33 | (15957) all_0_687_687 = e24 % 132.33/84.33 | % 132.33/84.33 | Equations (15957) can reduce 1307 to: % 132.33/84.33 | (1975) $false % 132.33/84.33 | % 132.33/84.33 |-The branch is then unsatisfiable % 132.33/84.33 |-Branch two: % 132.33/84.33 | (2606) ~ (all_0_654_654 = e20) % 132.33/84.33 | (3111) all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 132.33/84.33 | % 132.33/84.33 +-Applying beta-rule and splitting (3111), into two cases. % 132.33/84.33 |-Branch one: % 132.33/84.33 | (3112) all_0_655_655 = e20 % 132.33/84.33 | % 132.33/84.33 | Combining equations (3112,3073) yields a new equation: % 132.33/84.33 | (3113) e25 = e20 % 132.33/84.33 | % 132.33/84.34 | Equations (3113) can reduce 239 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (3115) ~ (all_0_655_655 = e20) % 132.33/84.34 | (3116) all_0_656_656 = e20 | all_0_657_657 = e20 % 132.33/84.34 | % 132.33/84.34 +-Applying beta-rule and splitting (3116), into two cases. % 132.33/84.34 |-Branch one: % 132.33/84.34 | (2246) all_0_656_656 = e20 % 132.33/84.34 | % 132.33/84.34 | Equations (2246) can reduce 2254 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (2254) ~ (all_0_656_656 = e20) % 132.33/84.34 | (3121) all_0_657_657 = e20 % 132.33/84.34 | % 132.33/84.34 | Combining equations (3546,3121) yields a new equation: % 132.33/84.34 | (3426) e23 = e20 % 132.33/84.34 | % 132.33/84.34 | Simplifying 3426 yields: % 132.33/84.34 | (2604) e23 = e20 % 132.33/84.34 | % 132.33/84.34 | Equations (2604) can reduce 581 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (4042) ~ (all_0_680_680 = e23) % 132.33/84.34 | (15974) all_0_681_681 = e23 | all_0_683_683 = e23 % 132.33/84.34 | % 132.33/84.34 +-Applying beta-rule and splitting (15974), into two cases. % 132.33/84.34 |-Branch one: % 132.33/84.34 | (3737) all_0_681_681 = e23 % 132.33/84.34 | % 132.33/84.34 | Combining equations (3737,3145) yields a new equation: % 132.33/84.34 | (2028) e24 = e23 % 132.33/84.34 | % 132.33/84.34 | Equations (2028) can reduce 572 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (3520) ~ (all_0_681_681 = e23) % 132.33/84.34 | (4017) all_0_683_683 = e23 % 132.33/84.34 | % 132.33/84.34 | Combining equations (9184,4017) yields a new equation: % 132.33/84.34 | (3898) e25 = e23 % 132.33/84.34 | % 132.33/84.34 | Simplifying 3898 yields: % 132.33/84.34 | (2087) e25 = e23 % 132.33/84.34 | % 132.33/84.34 | Equations (2087) can reduce 1480 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (3192) ~ (all_0_681_681 = e24) % 132.33/84.34 | (3193) all_0_682_682 = e24 | all_0_683_683 = e24 % 132.33/84.34 | % 132.33/84.34 +-Applying beta-rule and splitting (3193), into two cases. % 132.33/84.34 |-Branch one: % 132.33/84.34 | (3194) all_0_682_682 = e24 % 132.33/84.34 | % 132.33/84.34 | Combining equations (3194,2057) yields a new equation: % 132.33/84.34 | (2323) e24 = e21 % 132.33/84.34 | % 132.33/84.34 | Simplifying 2323 yields: % 132.33/84.34 | (2180) e24 = e21 % 132.33/84.34 | % 132.33/84.34 | Equations (2180) can reduce 149 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (3197) ~ (all_0_682_682 = e24) % 132.33/84.34 | (3198) all_0_683_683 = e24 % 132.33/84.34 | % 132.33/84.34 | Combining equations (9184,3198) yields a new equation: % 132.33/84.34 | (3093) e25 = e24 % 132.33/84.34 | % 132.33/84.34 | Simplifying 3093 yields: % 132.33/84.34 | (3094) e25 = e24 % 132.33/84.34 | % 132.33/84.34 | Equations (3094) can reduce 169 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.34 |-Branch two: % 132.33/84.34 | (2148) ~ (all_0_682_682 = e21) % 132.33/84.34 | (2379) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 | all_0_690_690 = e20 % 132.33/84.34 | % 132.33/84.34 +-Applying beta-rule and splitting (1006), into two cases. % 132.33/84.34 |-Branch one: % 132.33/84.34 | (2600) all_0_654_654 = e20 % 132.33/84.34 | % 132.33/84.34 | From (2600) and (15350) follows: % 132.33/84.34 | (15956) op2(e20, e23) = e24 % 132.33/84.34 | % 132.33/84.34 | Instantiating formula (364) with e20, e23, e24, all_0_687_687 and discharging atoms op2(e20, e23) = all_0_687_687, op2(e20, e23) = e24, yields: % 132.33/84.34 | (15957) all_0_687_687 = e24 % 132.33/84.34 | % 132.33/84.34 | Equations (15957) can reduce 1307 to: % 132.33/84.34 | (1975) $false % 132.33/84.34 | % 132.33/84.34 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (2606) ~ (all_0_654_654 = e20) % 132.33/84.35 | (2607) all_0_654_654 = e26 | all_0_654_654 = e25 | all_0_654_654 = e23 | all_0_654_654 = e22 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (3040), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (3102) all_0_653_653 = e20 % 132.33/84.35 | % 132.33/84.35 | Combining equations (3099,3102) yields a new equation: % 132.33/84.35 | (3103) e24 = e20 % 132.33/84.35 | % 132.33/84.35 | Simplifying 3103 yields: % 132.33/84.35 | (3104) e24 = e20 % 132.33/84.35 | % 132.33/84.35 | Equations (3104) can reduce 633 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (3106) ~ (all_0_653_653 = e20) % 132.33/84.35 | (3107) all_0_654_654 = e20 | all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (3107), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (2600) all_0_654_654 = e20 % 132.33/84.35 | % 132.33/84.35 | Equations (2600) can reduce 2606 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (2606) ~ (all_0_654_654 = e20) % 132.33/84.35 | (3111) all_0_655_655 = e20 | all_0_656_656 = e20 | all_0_657_657 = e20 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (3111), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (3112) all_0_655_655 = e20 % 132.33/84.35 | % 132.33/84.35 | Combining equations (3073,3112) yields a new equation: % 132.33/84.35 | (3585) e25 = e20 % 132.33/84.35 | % 132.33/84.35 | Simplifying 3585 yields: % 132.33/84.35 | (3113) e25 = e20 % 132.33/84.35 | % 132.33/84.35 | Equations (3113) can reduce 239 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (3115) ~ (all_0_655_655 = e20) % 132.33/84.35 | (3116) all_0_656_656 = e20 | all_0_657_657 = e20 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (3116), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (2246) all_0_656_656 = e20 % 132.33/84.35 | % 132.33/84.35 | Equations (2246) can reduce 2254 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (2254) ~ (all_0_656_656 = e20) % 132.33/84.35 | (3121) all_0_657_657 = e20 % 132.33/84.35 | % 132.33/84.35 | Equations (3121) can reduce 594 to: % 132.33/84.35 | (13893) ~ (all_0_690_690 = e20) % 132.33/84.35 | % 132.33/84.35 | Simplifying 13893 yields: % 132.33/84.35 | (4023) ~ (all_0_690_690 = e20) % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (2210), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (9410) all_0_653_653 = e23 % 132.33/84.35 | % 132.33/84.35 | Combining equations (3099,9410) yields a new equation: % 132.33/84.35 | (3682) e24 = e23 % 132.33/84.35 | % 132.33/84.35 | Simplifying 3682 yields: % 132.33/84.35 | (2028) e24 = e23 % 132.33/84.35 | % 132.33/84.35 | Equations (2028) can reduce 572 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (9414) ~ (all_0_653_653 = e23) % 132.33/84.35 | (15513) all_0_654_654 = e23 | all_0_655_655 = e23 | all_0_657_657 = e23 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (15513), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (2624) all_0_654_654 = e23 % 132.33/84.35 | % 132.33/84.35 | Equations (2624) can reduce 846 to: % 132.33/84.35 | (12864) ~ (all_0_668_668 = e23) % 132.33/84.35 | % 132.33/84.35 | Simplifying 12864 yields: % 132.33/84.35 | (12865) ~ (all_0_668_668 = e23) % 132.33/84.35 | % 132.33/84.35 | Equations (2624) can reduce 871 to: % 132.33/84.35 | (5098) ~ (e24 = e23) % 132.33/84.35 | % 132.33/84.35 | Simplifying 5098 yields: % 132.33/84.35 | (572) ~ (e24 = e23) % 132.33/84.35 | % 132.33/84.35 | From (2624) and (15350) follows: % 132.33/84.35 | (15242) op2(e23, e23) = e24 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (2379), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (3535) all_0_690_690 = e20 % 132.33/84.35 | % 132.33/84.35 | Equations (3535) can reduce 4023 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (4023) ~ (all_0_690_690 = e20) % 132.33/84.35 | (4024) all_0_660_660 = e24 | all_0_668_668 = e23 | all_0_675_675 = e22 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (4024), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (3629) all_0_660_660 = e24 % 132.33/84.35 | % 132.33/84.35 | Combining equations (3629,9430) yields a new equation: % 132.33/84.35 | (3682) e24 = e23 % 132.33/84.35 | % 132.33/84.35 | Simplifying 3682 yields: % 132.33/84.35 | (2028) e24 = e23 % 132.33/84.35 | % 132.33/84.35 | Equations (2028) can reduce 572 to: % 132.33/84.35 | (1975) $false % 132.33/84.35 | % 132.33/84.35 |-The branch is then unsatisfiable % 132.33/84.35 |-Branch two: % 132.33/84.35 | (3632) ~ (all_0_660_660 = e24) % 132.33/84.35 | (4030) all_0_668_668 = e23 | all_0_675_675 = e22 % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (4030), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.35 | (4031) all_0_675_675 = e22 % 132.33/84.35 | % 132.33/84.35 | Equations (4031) can reduce 545 to: % 132.33/84.35 | (3618) ~ (all_0_650_650 = e22) % 132.33/84.35 | % 132.33/84.35 | Equations (4031) can reduce 102 to: % 132.33/84.35 | (5256) ~ (all_0_673_673 = e22) % 132.33/84.35 | % 132.33/84.35 | Equations (4031) can reduce 527 to: % 132.33/84.35 | (4038) ~ (all_0_674_674 = e22) % 132.33/84.35 | % 132.33/84.35 | Equations (4031) can reduce 511 to: % 132.33/84.35 | (2988) ~ (e25 = e22) % 132.33/84.35 | % 132.33/84.35 | Simplifying 2988 yields: % 132.33/84.35 | (1558) ~ (e25 = e22) % 132.33/84.35 | % 132.33/84.35 +-Applying beta-rule and splitting (5945), into two cases. % 132.33/84.35 |-Branch one: % 132.33/84.36 | (5980) all_0_653_653 = e22 % 132.33/84.36 | % 132.33/84.36 | Combining equations (3099,5980) yields a new equation: % 132.33/84.36 | (3008) e24 = e22 % 132.33/84.36 | % 132.33/84.36 | Simplifying 3008 yields: % 132.33/84.36 | (3009) e24 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3009) can reduce 784 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (5984) ~ (all_0_653_653 = e22) % 132.33/84.36 | (5985) all_0_660_660 = e22 | all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (5985), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (5864) all_0_660_660 = e22 % 132.33/84.36 | % 132.33/84.36 | Combining equations (5864,9430) yields a new equation: % 132.33/84.36 | (3045) e23 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3045) can reduce 894 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (5868) ~ (all_0_660_660 = e22) % 132.33/84.36 | (5991) all_0_667_667 = e22 | all_0_673_673 = e22 | all_0_686_686 = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (5991), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (3888) all_0_667_667 = e22 % 132.33/84.36 | % 132.33/84.36 | Combining equations (3287,3888) yields a new equation: % 132.33/84.36 | (4229) e25 = e22 % 132.33/84.36 | % 132.33/84.36 | Simplifying 4229 yields: % 132.33/84.36 | (3817) e25 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3817) can reduce 1558 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (3865) ~ (all_0_667_667 = e22) % 132.33/84.36 | (8807) all_0_673_673 = e22 | all_0_686_686 = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (8807), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (8828) all_0_673_673 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (8828) can reduce 5256 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (5256) ~ (all_0_673_673 = e22) % 132.33/84.36 | (3864) all_0_686_686 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3864) can reduce 771 to: % 132.33/84.36 | (15487) ~ (all_0_687_687 = e22) % 132.33/84.36 | % 132.33/84.36 | Simplifying 15487 yields: % 132.33/84.36 | (3962) ~ (all_0_687_687 = e22) % 132.33/84.36 | % 132.33/84.36 | Equations (3864) can reduce 3285 to: % 132.33/84.36 | (2988) ~ (e25 = e22) % 132.33/84.36 | % 132.33/84.36 | Simplifying 2988 yields: % 132.33/84.36 | (1558) ~ (e25 = e22) % 132.33/84.36 | % 132.33/84.36 | Equations (3864) can reduce 9192 to: % 132.33/84.36 | (2990) ~ (e23 = e22) % 132.33/84.36 | % 132.33/84.36 | Simplifying 2990 yields: % 132.33/84.36 | (894) ~ (e23 = e22) % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (1718), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (2608) all_0_654_654 = e22 % 132.33/84.36 | % 132.33/84.36 | Combining equations (2608,2624) yields a new equation: % 132.33/84.36 | (3045) e23 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3045) can reduce 894 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (2614) ~ (all_0_654_654 = e22) % 132.33/84.36 | (2615) all_0_661_661 = e22 | all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (2615), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (3508) all_0_661_661 = e22 % 132.33/84.36 | % 132.33/84.36 | Combining equations (3508,3471) yields a new equation: % 132.33/84.36 | (3817) e25 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3817) can reduce 1558 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (3417) ~ (all_0_661_661 = e22) % 132.33/84.36 | (3511) all_0_668_668 = e22 | all_0_674_674 = e22 | all_0_687_687 = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (3511), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (3512) all_0_668_668 = e22 % 132.33/84.36 | % 132.33/84.36 | From (3512) and (657) follows: % 132.33/84.36 | (15530) op2(e23, e23) = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (1993), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (3773) all_0_650_650 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3773) can reduce 3618 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (3618) ~ (all_0_650_650 = e22) % 132.33/84.36 | (3617) all_0_651_651 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3617) can reduce 699 to: % 132.33/84.36 | (3013) ~ (e24 = e22) % 132.33/84.36 | % 132.33/84.36 | Simplifying 3013 yields: % 132.33/84.36 | (784) ~ (e24 = e22) % 132.33/84.36 | % 132.33/84.36 | Instantiating formula (364) with e23, e23, e22, e24 and discharging atoms op2(e23, e23) = e24, op2(e23, e23) = e22, yields: % 132.33/84.36 | (3009) e24 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3009) can reduce 784 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (3516) ~ (all_0_668_668 = e22) % 132.33/84.36 | (3517) all_0_674_674 = e22 | all_0_687_687 = e22 % 132.33/84.36 | % 132.33/84.36 +-Applying beta-rule and splitting (3517), into two cases. % 132.33/84.36 |-Branch one: % 132.33/84.36 | (3527) all_0_674_674 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3527) can reduce 4038 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.36 |-Branch two: % 132.33/84.36 | (4038) ~ (all_0_674_674 = e22) % 132.33/84.36 | (3959) all_0_687_687 = e22 % 132.33/84.36 | % 132.33/84.36 | Equations (3959) can reduce 3962 to: % 132.33/84.36 | (1975) $false % 132.33/84.36 | % 132.33/84.36 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (3530) ~ (all_0_675_675 = e22) % 132.33/84.37 | (4034) all_0_668_668 = e23 % 132.33/84.37 | % 132.33/84.37 | Equations (4034) can reduce 12865 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (2690) ~ (all_0_654_654 = e23) % 132.33/84.37 | (15518) all_0_655_655 = e23 | all_0_657_657 = e23 % 132.33/84.37 | % 132.33/84.37 +-Applying beta-rule and splitting (15518), into two cases. % 132.33/84.37 |-Branch one: % 132.33/84.37 | (3897) all_0_655_655 = e23 % 132.33/84.37 | % 132.33/84.37 | Combining equations (3073,3897) yields a new equation: % 132.33/84.37 | (3898) e25 = e23 % 132.33/84.37 | % 132.33/84.37 | Simplifying 3898 yields: % 132.33/84.37 | (2087) e25 = e23 % 132.33/84.37 | % 132.33/84.37 | Equations (2087) can reduce 1480 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (3901) ~ (all_0_655_655 = e23) % 132.33/84.37 | (3546) all_0_657_657 = e23 % 132.33/84.37 | % 132.33/84.37 | Combining equations (3121,3546) yields a new equation: % 132.33/84.37 | (2604) e23 = e20 % 132.33/84.37 | % 132.33/84.37 | Equations (2604) can reduce 581 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (4226) ~ (all_0_655_655 = e25) % 132.33/84.37 | (4580) all_0_662_662 = e25 | all_0_669_669 = e25 | all_0_681_681 = e25 | all_0_688_688 = e25 % 132.33/84.37 | % 132.33/84.37 +-Applying beta-rule and splitting (1166), into two cases. % 132.33/84.37 |-Branch one: % 132.33/84.37 | (3049) all_0_653_653 = e25 % 132.33/84.37 | % 132.33/84.37 | Combining equations (3099,3049) yields a new equation: % 132.33/84.37 | (3094) e25 = e24 % 132.33/84.37 | % 132.33/84.37 | Equations (3094) can reduce 169 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (3055) ~ (all_0_653_653 = e25) % 132.33/84.37 | (3056) all_0_654_654 = e25 | all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 132.33/84.37 | % 132.33/84.37 +-Applying beta-rule and splitting (880), into two cases. % 132.33/84.37 |-Branch one: % 132.33/84.37 | (2273) all_0_656_656 = e25 % 132.33/84.37 | % 132.33/84.37 | From (2273)(2273) and (1402) follows: % 132.33/84.37 | (4590) op2(e25, e25) = all_0_127_127 % 132.33/84.37 | % 132.33/84.37 | From (2273) and (897) follows: % 132.33/84.37 | (2274) op2(e25, e25) = all_0_636_636 % 132.33/84.37 | % 132.33/84.37 | From (2273) and (1256) follows: % 132.33/84.37 | (4592) op2(e25, e25) = all_0_48_48 % 132.33/84.37 | % 132.33/84.37 | From (2273) and (150) follows: % 132.33/84.37 | (4593) op2(e21, e25) = all_0_59_59 % 132.33/84.37 | % 132.33/84.37 | Instantiating formula (364) with e25, e25, all_0_48_48, e21 and discharging atoms op2(e25, e25) = all_0_48_48, op2(e25, e25) = e21, yields: % 132.33/84.37 | (4594) all_0_48_48 = e21 % 132.33/84.37 | % 132.33/84.37 | Instantiating formula (364) with e25, e25, all_0_127_127, all_0_48_48 and discharging atoms op2(e25, e25) = all_0_48_48, op2(e25, e25) = all_0_127_127, yields: % 132.33/84.37 | (4595) all_0_48_48 = all_0_127_127 % 132.33/84.37 | % 132.33/84.37 | Instantiating formula (364) with e25, e25, all_0_636_636, all_0_127_127 and discharging atoms op2(e25, e25) = all_0_127_127, op2(e25, e25) = all_0_636_636, yields: % 132.33/84.37 | (4596) all_0_127_127 = all_0_636_636 % 132.33/84.37 | % 132.33/84.37 | Instantiating formula (364) with e21, e25, all_0_59_59, e22 and discharging atoms op2(e21, e25) = all_0_59_59, op2(e21, e25) = e22, yields: % 132.33/84.37 | (4597) all_0_59_59 = e22 % 132.33/84.37 | % 132.33/84.37 | Combining equations (4595,4594) yields a new equation: % 132.33/84.37 | (4598) all_0_127_127 = e21 % 132.33/84.37 | % 132.33/84.37 | Simplifying 4598 yields: % 132.33/84.37 | (4599) all_0_127_127 = e21 % 132.33/84.37 | % 132.33/84.37 | Combining equations (4599,4596) yields a new equation: % 132.33/84.37 | (2275) all_0_636_636 = e21 % 132.33/84.37 | % 132.33/84.37 | From (2275) and (166) follows: % 132.33/84.37 | (2276) op2(e21, e25) = e21 % 132.33/84.37 | % 132.33/84.37 | From (4597) and (4593) follows: % 132.33/84.37 | (1484) op2(e21, e25) = e22 % 132.33/84.37 | % 132.33/84.37 | Instantiating formula (364) with e21, e25, e21, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e21, yields: % 132.33/84.37 | (1990) e22 = e21 % 132.33/84.37 | % 132.33/84.37 | Equations (1990) can reduce 359 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (2279) ~ (all_0_656_656 = e25) % 132.33/84.37 | (2280) all_0_663_663 = e25 | all_0_670_670 = e25 | all_0_682_682 = e25 | all_0_689_689 = e25 % 132.33/84.37 | % 132.33/84.37 +-Applying beta-rule and splitting (3056), into two cases. % 132.33/84.37 |-Branch one: % 132.33/84.37 | (2691) all_0_654_654 = e25 % 132.33/84.37 | % 132.33/84.37 | Equations (2691) can reduce 2580 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (2580) ~ (all_0_654_654 = e25) % 132.33/84.37 | (3072) all_0_655_655 = e25 | all_0_656_656 = e25 | all_0_657_657 = e25 % 132.33/84.37 | % 132.33/84.37 +-Applying beta-rule and splitting (3072), into two cases. % 132.33/84.37 |-Branch one: % 132.33/84.37 | (3073) all_0_655_655 = e25 % 132.33/84.37 | % 132.33/84.37 | Equations (3073) can reduce 4226 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (4226) ~ (all_0_655_655 = e25) % 132.33/84.37 | (4227) all_0_656_656 = e25 | all_0_657_657 = e25 % 132.33/84.37 | % 132.33/84.37 +-Applying beta-rule and splitting (4227), into two cases. % 132.33/84.37 |-Branch one: % 132.33/84.37 | (2273) all_0_656_656 = e25 % 132.33/84.37 | % 132.33/84.37 | Equations (2273) can reduce 2279 to: % 132.33/84.37 | (1975) $false % 132.33/84.37 | % 132.33/84.37 |-The branch is then unsatisfiable % 132.33/84.37 |-Branch two: % 132.33/84.37 | (2279) ~ (all_0_656_656 = e25) % 132.33/84.37 | (3061) all_0_657_657 = e25 % 132.33/84.37 | % 132.33/84.37 | From (3061) and (766) follows: % 132.33/84.37 | (3062) op2(e25, e25) = all_0_643_643 % 132.33/84.37 | % 132.33/84.37 | Instantiating formula (364) with e25, e25, all_0_643_643, e21 and discharging atoms op2(e25, e25) = all_0_643_643, op2(e25, e25) = e21, yields: % 132.33/84.38 | (3063) all_0_643_643 = e21 % 132.33/84.38 | % 132.33/84.38 | From (3063) and (487) follows: % 132.33/84.38 | (3064) op2(e21, e25) = e20 % 132.33/84.38 | % 132.33/84.38 | Instantiating formula (364) with e21, e25, e20, e22 and discharging atoms op2(e21, e25) = e22, op2(e21, e25) = e20, yields: % 132.33/84.38 | (3065) e22 = e20 % 132.33/84.38 | % 132.33/84.38 | Equations (3065) can reduce 959 to: % 132.33/84.38 | (1975) $false % 132.33/84.38 | % 132.33/84.38 |-The branch is then unsatisfiable % 132.33/84.38 |-Branch two: % 132.33/84.38 | (2016) ~ (all_0_666_666 = e26) % 132.33/84.38 | (2015) all_0_685_685 = e26 % 132.33/84.38 | % 132.33/84.38 | Equations (2015) can reduce 4487 to: % 132.33/84.38 | (1975) $false % 132.33/84.38 | % 132.33/84.38 |-The branch is then unsatisfiable % 132.33/84.38 |-Branch two: % 132.33/84.38 | (2030) ~ (all_0_659_659 = e24) % 132.33/84.38 | (1996) all_0_659_659 = e23 % 132.33/84.38 | % 132.33/84.38 | Equations (1996) can reduce 4617 to: % 132.33/84.38 | (1975) $false % 132.33/84.38 | % 132.33/84.38 |-The branch is then unsatisfiable % 132.33/84.38 |-Branch two: % 132.33/84.38 | (16167) ~ (all_0_649_649 = e21) % 132.33/84.38 | (16168) all_0_649_649 = e26 | all_0_649_649 = e22 % 132.33/84.38 | % 132.33/84.38 +-Applying beta-rule and splitting (1250), into two cases. % 132.33/84.38 |-Branch one: % 132.33/84.38 | (1978) all_0_650_650 = e21 % 132.33/84.38 | % 132.33/84.38 | From (1978) and (756) follows: % 132.33/84.38 | (16170) op2(e21, e26) = all_0_629_629 % 132.33/84.38 | % 132.33/84.38 | Instantiating formula (364) with e21, e26, all_0_629_629, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_629_629, op2(e21, e26) = all_0_678_678, yields: % 132.33/84.38 | (16171) all_0_629_629 = all_0_678_678 % 132.33/84.38 | % 132.33/84.38 | From (16171) and (1274) follows: % 132.33/84.38 | (16172) op2(all_0_678_678, e26) = e22 % 132.33/84.38 | % 132.33/84.38 | From (16171) and (16170) follows: % 132.33/84.38 | (1003) op2(e21, e26) = all_0_678_678 % 132.33/84.38 | % 132.33/84.38 +-Applying beta-rule and splitting (1361), into two cases. % 132.33/84.38 |-Branch one: % 132.33/84.38 | (1982) all_0_649_649 = e26 % 132.33/84.38 | % 132.33/84.38 | From (1982) and (355) follows: % 132.33/84.38 | (16175) op2(e26, e26) = all_0_616_616 % 132.33/84.38 | % 132.33/84.38 | Instantiating formula (364) with e26, e26, all_0_616_616, e25 and discharging atoms op2(e26, e26) = all_0_616_616, op2(e26, e26) = e25, yields: % 132.33/84.38 | (16176) all_0_616_616 = e25 % 132.33/84.38 | % 132.33/84.38 | From (16176) and (1029) follows: % 132.33/84.38 | (16177) op2(e25, e26) = e24 % 132.33/84.38 | % 132.33/84.38 | From (16176) and (16175) follows: % 132.33/84.38 | (1582) op2(e26, e26) = e25 % 132.33/84.38 | % 132.33/84.38 | Instantiating formula (364) with e25, e26, e24, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_652_652, op2(e25, e26) = e24, yields: % 132.33/84.38 | (2083) all_0_652_652 = e24 % 132.33/84.38 | % 132.33/84.38 | From (2083) and (602) follows: % 132.33/84.38 | (2084) op2(e24, e26) = e26 % 132.33/84.38 | % 132.33/84.38 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 132.33/84.38 | (2085) all_0_658_658 = e26 % 132.33/84.38 | % 132.33/84.38 | From (2085) and (873) follows: % 132.33/84.38 | (2086) op2(e26, e26) = e23 % 132.33/84.38 | % 132.33/84.38 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 132.33/84.39 | (2087) e25 = e23 % 132.33/84.39 | % 132.33/84.39 | Equations (2087) can reduce 1480 to: % 132.33/84.39 | (1975) $false % 132.33/84.39 | % 132.33/84.39 |-The branch is then unsatisfiable % 132.33/84.39 |-Branch two: % 132.33/84.39 | (1986) ~ (all_0_649_649 = e26) % 132.33/84.39 | (1987) all_0_650_650 = e26 | all_0_651_651 = e26 % 132.33/84.39 | % 132.33/84.39 +-Applying beta-rule and splitting (1987), into two cases. % 132.33/84.39 |-Branch one: % 132.33/84.39 | (3640) all_0_650_650 = e26 % 132.33/84.39 | % 132.33/84.39 | Combining equations (3640,1978) yields a new equation: % 132.33/84.39 | (1983) e26 = e21 % 132.33/84.39 | % 132.33/84.39 | Simplifying 1983 yields: % 132.33/84.39 | (1984) e26 = e21 % 132.33/84.39 | % 132.33/84.39 | Equations (1984) can reduce 1656 to: % 132.33/84.39 | (1975) $false % 132.33/84.39 | % 132.33/84.39 |-The branch is then unsatisfiable % 132.33/84.39 |-Branch two: % 132.33/84.39 | (3772) ~ (all_0_650_650 = e26) % 132.33/84.39 | (3649) all_0_651_651 = e26 % 132.33/84.39 | % 132.33/84.39 | Equations (3649) can reduce 699 to: % 132.33/84.39 | (1189) ~ (e26 = e24) % 132.33/84.39 | % 132.33/84.39 | Equations (3649) can reduce 144 to: % 132.33/84.39 | (1282) ~ (e26 = e23) % 132.33/84.39 | % 132.33/84.39 | From (3649) and (1425) follows: % 132.33/84.39 | (5302) op2(e26, e26) = all_0_642_642 % 132.33/84.39 | % 132.33/84.39 +-Applying beta-rule and splitting (1087), into two cases. % 132.33/84.39 |-Branch one: % 132.33/84.39 | (1988) all_0_649_649 = e22 % 132.33/84.39 | % 132.33/84.39 | Equations (1988) can reduce 629 to: % 132.33/84.39 | (16197) ~ (all_0_653_653 = e22) % 132.33/84.39 | % 132.33/84.39 | Simplifying 16197 yields: % 132.33/84.39 | (5984) ~ (all_0_653_653 = e22) % 132.33/84.39 | % 132.33/84.39 | From (1988) and (355) follows: % 132.33/84.39 | (16199) op2(e22, e26) = all_0_616_616 % 132.33/84.39 | % 132.33/84.39 | From (1988) and (27) follows: % 132.33/84.39 | (16200) op2(e26, e24) = e22 % 132.33/84.39 | % 132.33/84.39 | Instantiating formula (364) with e26, e26, all_0_642_642, e25 and discharging atoms op2(e26, e26) = all_0_642_642, op2(e26, e26) = e25, yields: % 132.33/84.39 | (5304) all_0_642_642 = e25 % 132.33/84.39 | % 132.33/84.39 | Instantiating formula (364) with e22, e26, all_0_616_616, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_616_616, op2(e22, e26) = all_0_672_672, yields: % 132.33/84.39 | (16202) all_0_616_616 = all_0_672_672 % 132.33/84.39 | % 132.33/84.39 | From (16202) and (1029) follows: % 132.33/84.39 | (16203) op2(all_0_672_672, e26) = e24 % 132.33/84.39 | % 132.33/84.39 | From (5304) and (800) follows: % 132.33/84.39 | (5306) op2(e25, e26) = e20 % 132.33/84.39 | % 132.33/84.39 | From (16202) and (16199) follows: % 132.33/84.39 | (1758) op2(e22, e26) = all_0_672_672 % 132.33/84.39 | % 132.33/84.39 | Instantiating formula (364) with e25, e26, e20, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_652_652, op2(e25, e26) = e20, yields: % 132.33/84.39 | (2091) all_0_652_652 = e20 % 132.33/84.39 | % 132.33/84.39 | Equations (2091) can reduce 1086 to: % 132.33/84.39 | (16207) ~ (all_0_653_653 = e20) % 132.33/84.39 | % 132.33/84.39 | Simplifying 16207 yields: % 132.33/84.39 | (3106) ~ (all_0_653_653 = e20) % 132.33/84.39 | % 132.33/84.39 | Equations (2091) can reduce 615 to: % 132.33/84.39 | (15403) ~ (all_0_658_658 = e20) % 132.33/84.39 | % 132.33/84.39 | Simplifying 15403 yields: % 132.33/84.39 | (3434) ~ (all_0_658_658 = e20) % 132.33/84.39 | % 132.33/84.39 | From (2091) and (602) follows: % 132.33/84.39 | (2092) op2(e20, e26) = e26 % 132.33/84.39 | % 132.33/84.39 | From (2091) and (974) follows: % 132.33/84.39 | (4548) op2(e20, e25) = all_0_607_607 % 132.33/84.39 | % 132.33/84.39 | Instantiating formula (364) with e20, e26, e26, all_0_684_684 and discharging atoms op2(e20, e26) = all_0_684_684, op2(e20, e26) = e26, yields: % 132.33/84.39 | (2093) all_0_684_684 = e26 % 132.33/84.39 | % 132.33/84.39 | Instantiating formula (364) with e20, e25, all_0_607_607, all_0_685_685 and discharging atoms op2(e20, e25) = all_0_607_607, op2(e20, e25) = all_0_685_685, yields: % 132.33/84.39 | (16214) all_0_607_607 = all_0_685_685 % 132.33/84.39 | % 132.33/84.39 | Equations (2093) can reduce 1808 to: % 132.33/84.39 | (3364) ~ (all_0_658_658 = e26) % 132.33/84.39 | % 132.33/84.39 | Equations (2093) can reduce 861 to: % 132.33/84.39 | (4629) ~ (all_0_685_685 = e26) % 132.33/84.39 | % 132.33/84.39 | Simplifying 4629 yields: % 132.33/84.39 | (4487) ~ (all_0_685_685 = e26) % 132.33/84.39 | % 132.33/84.39 | From (16214) and (744) follows: % 132.33/84.40 | (16218) op2(all_0_685_685, e25) = e26 % 132.33/84.40 | % 132.33/84.40 +-Applying beta-rule and splitting (620), into two cases. % 132.33/84.40 |-Branch one: % 132.33/84.40 | (4489) all_0_659_659 = e26 % 132.33/84.40 | % 132.33/84.40 | From (4489) and (653) follows: % 132.33/84.40 | (4634) op2(e26, e24) = all_0_613_613 % 132.33/84.40 | % 132.33/84.40 | Instantiating formula (364) with e26, e24, all_0_613_613, e22 and discharging atoms op2(e26, e24) = all_0_613_613, op2(e26, e24) = e22, yields: % 132.33/84.40 | (16221) all_0_613_613 = e22 % 132.33/84.40 | % 132.33/84.40 | From (16221) and (1269) follows: % 132.33/84.40 | (16222) op2(e22, e24) = e25 % 132.33/84.40 | % 132.33/84.40 | Instantiating formula (364) with e22, e24, e25, all_0_673_673 and discharging atoms op2(e22, e24) = all_0_673_673, op2(e22, e24) = e25, yields: % 132.33/84.40 | (16223) all_0_673_673 = e25 % 132.33/84.40 | % 132.33/84.40 | Equations (16223) can reduce 874 to: % 132.33/84.40 | (1975) $false % 132.33/84.40 | % 132.33/84.40 |-The branch is then unsatisfiable % 132.33/84.40 |-Branch two: % 132.33/84.40 | (4493) ~ (all_0_659_659 = e26) % 132.33/84.40 | (4494) all_0_666_666 = e26 | all_0_685_685 = e26 % 132.33/84.40 | % 132.33/84.40 +-Applying beta-rule and splitting (4494), into two cases. % 132.33/84.40 |-Branch one: % 132.33/84.40 | (2032) all_0_666_666 = e26 % 132.33/84.40 | % 132.33/84.40 | Equations (2032) can reduce 11 to: % 132.33/84.40 | (4493) ~ (all_0_659_659 = e26) % 132.33/84.40 | % 132.33/84.40 | Equations (2032) can reduce 279 to: % 132.33/84.40 | (1656) ~ (e26 = e21) % 132.33/84.40 | % 132.33/84.40 | From (2032) and (945) follows: % 132.33/84.40 | (4503) op2(e26, e23) = all_0_614_614 % 132.33/84.40 | % 132.33/84.40 | Instantiating formula (364) with e26, e23, all_0_614_614, e24 and discharging atoms op2(e26, e23) = all_0_614_614, op2(e26, e23) = e24, yields: % 132.33/84.40 | (4504) all_0_614_614 = e24 % 132.33/84.40 | % 132.33/84.40 | From (4504) and (715) follows: % 132.33/84.40 | (4505) op2(e24, e23) = e25 % 132.33/84.40 | % 132.33/84.40 | Instantiating formula (364) with e24, e23, e25, all_0_661_661 and discharging atoms op2(e24, e23) = all_0_661_661, op2(e24, e23) = e25, yields: % 132.33/84.40 | (3471) all_0_661_661 = e25 % 132.33/84.40 | % 132.33/84.40 | From (3471) and (1727) follows: % 132.33/84.40 | (4509) op2(e25, e24) = all_0_624_624 % 132.33/84.40 | % 132.33/84.40 | Instantiating formula (364) with e25, e24, all_0_624_624, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_624_624, op2(e25, e24) = all_0_653_653, yields: % 132.33/84.40 | (4510) all_0_624_624 = all_0_653_653 % 132.33/84.40 | % 132.33/84.40 | From (4510) and (747) follows: % 132.33/84.40 | (4511) op2(all_0_653_653, e24) = e23 % 132.33/84.40 | % 132.33/84.40 | From (4510) and (4509) follows: % 132.33/84.40 | (598) op2(e25, e24) = all_0_653_653 % 132.33/84.40 | % 132.33/84.40 +-Applying beta-rule and splitting (1505), into two cases. % 132.33/84.40 |-Branch one: % 132.33/84.40 | (1996) all_0_659_659 = e23 % 132.33/84.40 | % 132.33/84.40 | Equations (1996) can reduce 4493 to: % 132.33/84.40 | (5830) ~ (e26 = e23) % 132.33/84.40 | % 132.33/84.40 | Simplifying 5830 yields: % 132.33/84.40 | (1282) ~ (e26 = e23) % 132.33/84.40 | % 132.33/84.40 | From (1996) and (165) follows: % 132.33/84.40 | (2012) op2(e24, e25) = e23 % 132.33/84.40 | % 132.33/84.40 +-Applying beta-rule and splitting (1702), into two cases. % 132.33/84.40 |-Branch one: % 132.33/84.40 | (2027) all_0_659_659 = e24 % 132.33/84.40 | % 132.33/84.40 | Combining equations (1996,2027) yields a new equation: % 132.33/84.40 | (2028) e24 = e23 % 132.33/84.40 | % 132.33/84.40 | Equations (2028) can reduce 572 to: % 132.33/84.40 | (1975) $false % 132.33/84.40 | % 132.33/84.40 |-The branch is then unsatisfiable % 132.33/84.40 |-Branch two: % 132.33/84.40 | (2030) ~ (all_0_659_659 = e24) % 132.33/84.40 | (2031) all_0_666_666 = e24 | all_0_685_685 = e24 % 132.33/84.40 | % 132.33/84.40 +-Applying beta-rule and splitting (2031), into two cases. % 132.33/84.40 |-Branch one: % 132.33/84.40 | (2036) all_0_666_666 = e24 % 132.33/84.40 | % 132.33/84.40 | Combining equations (2032,2036) yields a new equation: % 132.33/84.40 | (3656) e26 = e24 % 132.33/84.40 | % 132.33/84.40 | Simplifying 3656 yields: % 132.33/84.40 | (2321) e26 = e24 % 132.33/84.40 | % 132.33/84.40 | Equations (2321) can reduce 1189 to: % 132.33/84.40 | (1975) $false % 132.33/84.40 | % 132.33/84.40 |-The branch is then unsatisfiable % 132.33/84.40 |-Branch two: % 132.33/84.40 | (4483) ~ (all_0_666_666 = e24) % 132.33/84.40 | (4484) all_0_685_685 = e24 % 132.33/84.40 | % 132.33/84.40 | From (4484) and (16218) follows: % 132.33/84.40 | (3349) op2(e24, e25) = e26 % 132.33/84.40 | % 132.33/84.40 | Instantiating formula (364) with e24, e25, e23, e26 and discharging atoms op2(e24, e25) = e26, op2(e24, e25) = e23, yields: % 132.33/84.40 | (2596) e26 = e23 % 132.33/84.40 | % 132.33/84.40 | Equations (2596) can reduce 1282 to: % 132.33/84.40 | (1975) $false % 132.33/84.40 | % 132.33/84.40 |-The branch is then unsatisfiable % 132.33/84.40 |-Branch two: % 132.33/84.40 | (4617) ~ (all_0_659_659 = e23) % 132.33/84.40 | (4618) all_0_666_666 = e23 | all_0_685_685 = e23 % 132.33/84.40 | % 132.33/84.40 +-Applying beta-rule and splitting (1392), into two cases. % 132.33/84.40 |-Branch one: % 132.33/84.40 | (4489) all_0_659_659 = e26 % 132.33/84.40 | % 132.33/84.40 | Equations (4489) can reduce 4493 to: % 132.33/84.40 | (1975) $false % 132.33/84.40 | % 132.33/84.40 |-The branch is then unsatisfiable % 132.33/84.40 |-Branch two: % 132.33/84.40 | (4493) ~ (all_0_659_659 = e26) % 132.33/84.40 | (12774) all_0_659_659 = e24 | all_0_659_659 = e23 % 132.33/84.40 | % 132.42/84.40 +-Applying beta-rule and splitting (12774), into two cases. % 132.42/84.40 |-Branch one: % 132.42/84.40 | (2027) all_0_659_659 = e24 % 132.42/84.40 | % 132.42/84.40 | Equations (2027) can reduce 988 to: % 132.42/84.40 | (2944) ~ (all_0_658_658 = e24) % 132.42/84.40 | % 132.42/84.40 | Equations (2027) can reduce 4493 to: % 132.42/84.41 | (2046) ~ (e26 = e24) % 132.42/84.41 | % 132.42/84.41 | Simplifying 2046 yields: % 132.42/84.41 | (1189) ~ (e26 = e24) % 132.42/84.41 | % 132.42/84.41 | From (2027) and (653) follows: % 132.42/84.41 | (12793) op2(e24, e24) = all_0_613_613 % 132.42/84.41 | % 132.42/84.41 +-Applying beta-rule and splitting (4618), into two cases. % 132.42/84.41 |-Branch one: % 132.42/84.41 | (4997) all_0_666_666 = e23 % 132.42/84.41 | % 132.42/84.41 | Combining equations (2032,4997) yields a new equation: % 132.42/84.41 | (3673) e26 = e23 % 132.42/84.41 | % 132.42/84.41 | Simplifying 3673 yields: % 132.42/84.41 | (2596) e26 = e23 % 132.42/84.41 | % 132.42/84.41 | Equations (2596) can reduce 1282 to: % 132.42/84.41 | (1975) $false % 132.42/84.41 | % 132.42/84.41 |-The branch is then unsatisfiable % 132.42/84.41 |-Branch two: % 132.42/84.41 | (2005) ~ (all_0_666_666 = e23) % 132.42/84.41 | (4615) all_0_685_685 = e23 % 132.42/84.41 | % 132.42/84.41 | Equations (4615) can reduce 228 to: % 132.42/84.41 | (896) ~ (e23 = e21) % 132.42/84.41 | % 132.42/84.41 | Instantiating formula (364) with e24, e24, all_0_613_613, all_0_660_660 and discharging atoms op2(e24, e24) = all_0_613_613, op2(e24, e24) = all_0_660_660, yields: % 132.42/84.41 | (12794) all_0_613_613 = all_0_660_660 % 132.42/84.41 | % 132.42/84.41 | From (12794) and (1269) follows: % 132.42/84.41 | (12795) op2(all_0_660_660, e24) = e25 % 132.42/84.41 | % 132.42/84.41 | From (12794) and (12793) follows: % 132.42/84.41 | (546) op2(e24, e24) = all_0_660_660 % 132.42/84.41 | % 132.42/84.41 | Instantiating formula (364) with all_0_660_660, e24, e25, all_0_618_618 and discharging atoms op2(all_0_660_660, e24) = all_0_618_618, op2(all_0_660_660, e24) = e25, yields: % 132.42/84.41 | (12797) all_0_618_618 = e25 % 132.42/84.41 | % 132.42/84.41 | From (12797) and (1477) follows: % 132.42/84.41 | (12798) op2(e25, e24) = e24 % 132.42/84.41 | % 132.42/84.41 | Instantiating formula (364) with e25, e24, e24, all_0_653_653 and discharging atoms op2(e25, e24) = all_0_653_653, op2(e25, e24) = e24, yields: % 132.42/84.41 | (3099) all_0_653_653 = e24 % 132.42/84.41 | % 132.42/84.41 | Equations (3099) can reduce 755 to: % 132.42/84.41 | (12810) ~ (all_0_660_660 = e24) % 132.42/84.41 | % 132.42/84.41 | Simplifying 12810 yields: % 132.42/84.41 | (3632) ~ (all_0_660_660 = e24) % 132.42/84.41 | % 132.42/84.41 | Equations (3099) can reduce 5984 to: % 132.42/84.41 | (784) ~ (e24 = e22) % 132.42/84.41 | % 132.42/84.41 | Equations (3099) can reduce 1724 to: % 132.42/84.41 | (149) ~ (e24 = e21) % 132.42/84.41 | % 132.42/84.41 | Equations (3099) can reduce 3106 to: % 132.42/84.41 | (633) ~ (e24 = e20) % 132.42/84.41 | % 132.42/84.41 | From (3099) and (4511) follows: % 132.42/84.41 | (15299) op2(e24, e24) = e23 % 132.42/84.41 | % 132.42/84.41 | Instantiating formula (364) with e24, e24, e23, all_0_660_660 and discharging atoms op2(e24, e24) = all_0_660_660, op2(e24, e24) = e23, yields: % 132.42/84.41 | (9430) all_0_660_660 = e23 % 132.42/84.41 | % 132.42/84.41 | Equations (9430) can reduce 900 to: % 132.42/84.41 | (1997) ~ (all_0_658_658 = e23) % 132.42/84.41 | % 132.42/84.41 | Equations (9430) can reduce 3632 to: % 132.42/84.41 | (5098) ~ (e24 = e23) % 132.42/84.41 | % 132.42/84.41 | Simplifying 5098 yields: % 132.42/84.41 | (572) ~ (e24 = e23) % 132.42/84.41 | % 132.42/84.41 +-Applying beta-rule and splitting (340), into two cases. % 132.42/84.41 |-Branch one: % 132.42/84.41 | (2059) all_0_658_658 = e21 % 132.42/84.41 | % 132.42/84.41 | Equations (2059) can reduce 904 to: % 132.42/84.41 | (10979) ~ (all_0_672_672 = e21) % 132.42/84.41 | % 132.42/84.41 | Simplifying 10979 yields: % 132.42/84.41 | (2131) ~ (all_0_672_672 = e21) % 132.42/84.41 | % 132.42/84.41 | Equations (2059) can reduce 2944 to: % 132.42/84.41 | (1966) ~ (e24 = e21) % 132.42/84.41 | % 132.42/84.41 | Simplifying 1966 yields: % 132.42/84.41 | (149) ~ (e24 = e21) % 132.42/84.41 | % 132.42/84.41 | From (2059) and (873) follows: % 132.42/84.41 | (2060) op2(e21, e26) = e23 % 132.42/84.41 | % 132.42/84.41 | Instantiating formula (364) with e21, e26, e23, all_0_678_678 and discharging atoms op2(e21, e26) = all_0_678_678, op2(e21, e26) = e23, yields: % 132.42/84.41 | (2061) all_0_678_678 = e23 % 132.42/84.41 | % 132.42/84.41 | From (2061) and (16172) follows: % 132.42/84.42 | (16297) op2(e23, e26) = e22 % 132.42/84.42 | % 132.42/84.42 | Instantiating formula (364) with e23, e26, e22, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e22, yields: % 132.42/84.42 | (3922) all_0_665_665 = e22 % 132.42/84.42 | % 132.42/84.42 | From (3922) and (307) follows: % 132.42/84.42 | (2082) op2(e22, e26) = e21 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (1580), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (2083) all_0_652_652 = e24 % 132.42/84.42 | % 132.42/84.42 | Combining equations (2091,2083) yields a new equation: % 132.42/84.42 | (3104) e24 = e20 % 132.42/84.42 | % 132.42/84.42 | Equations (3104) can reduce 633 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2089) ~ (all_0_652_652 = e24) % 132.42/84.42 | (2090) all_0_658_658 = e24 | all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (2090), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (3319) all_0_658_658 = e24 % 132.42/84.42 | % 132.42/84.42 | Combining equations (3319,2059) yields a new equation: % 132.42/84.42 | (2323) e24 = e21 % 132.42/84.42 | % 132.42/84.42 | Simplifying 2323 yields: % 132.42/84.42 | (2180) e24 = e21 % 132.42/84.42 | % 132.42/84.42 | Equations (2180) can reduce 149 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2944) ~ (all_0_658_658 = e24) % 132.42/84.42 | (4346) all_0_665_665 = e24 | all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (4346), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (2063) all_0_665_665 = e24 % 132.42/84.42 | % 132.42/84.42 | Combining equations (3922,2063) yields a new equation: % 132.42/84.42 | (3009) e24 = e22 % 132.42/84.42 | % 132.42/84.42 | Equations (3009) can reduce 784 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2037) ~ (all_0_665_665 = e24) % 132.42/84.42 | (4350) all_0_672_672 = e24 | all_0_678_678 = e24 | all_0_684_684 = e24 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (4350), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (2942) all_0_672_672 = e24 % 132.42/84.42 | % 132.42/84.42 | Equations (2942) can reduce 2131 to: % 132.42/84.42 | (149) ~ (e24 = e21) % 132.42/84.42 | % 132.42/84.42 | From (2942) and (1758) follows: % 132.42/84.42 | (2951) op2(e22, e26) = e24 % 132.42/84.42 | % 132.42/84.42 | Instantiating formula (364) with e22, e26, e21, e24 and discharging atoms op2(e22, e26) = e24, op2(e22, e26) = e21, yields: % 132.42/84.42 | (2180) e24 = e21 % 132.42/84.42 | % 132.42/84.42 | Equations (2180) can reduce 149 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (4284) ~ (all_0_672_672 = e24) % 132.42/84.42 | (4354) all_0_678_678 = e24 | all_0_684_684 = e24 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (4354), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (2955) all_0_678_678 = e24 % 132.42/84.42 | % 132.42/84.42 | Combining equations (2955,2061) yields a new equation: % 132.42/84.42 | (3682) e24 = e23 % 132.42/84.42 | % 132.42/84.42 | Simplifying 3682 yields: % 132.42/84.42 | (2028) e24 = e23 % 132.42/84.42 | % 132.42/84.42 | Equations (2028) can reduce 572 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2946) ~ (all_0_678_678 = e24) % 132.42/84.42 | (4358) all_0_684_684 = e24 % 132.42/84.42 | % 132.42/84.42 | Combining equations (2093,4358) yields a new equation: % 132.42/84.42 | (3656) e26 = e24 % 132.42/84.42 | % 132.42/84.42 | Simplifying 3656 yields: % 132.42/84.42 | (2321) e26 = e24 % 132.42/84.42 | % 132.42/84.42 | Equations (2321) can reduce 1189 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2065) ~ (all_0_658_658 = e21) % 132.42/84.42 | (2962) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 | all_0_658_658 = e20 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (2962), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (3431) all_0_658_658 = e20 % 132.42/84.42 | % 132.42/84.42 | Equations (3431) can reduce 3434 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (3434) ~ (all_0_658_658 = e20) % 132.42/84.42 | (4126) all_0_658_658 = e26 | all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (4126), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (2085) all_0_658_658 = e26 % 132.42/84.42 | % 132.42/84.42 | Equations (2085) can reduce 3364 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (3364) ~ (all_0_658_658 = e26) % 132.42/84.42 | (4130) all_0_658_658 = e24 | all_0_658_658 = e23 | all_0_658_658 = e22 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (4130), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (3319) all_0_658_658 = e24 % 132.42/84.42 | % 132.42/84.42 | Equations (3319) can reduce 2944 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2944) ~ (all_0_658_658 = e24) % 132.42/84.42 | (4134) all_0_658_658 = e23 | all_0_658_658 = e22 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (4134), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (3415) all_0_658_658 = e22 % 132.42/84.42 | % 132.42/84.42 | Equations (3415) can reduce 1371 to: % 132.42/84.42 | (3420) ~ (all_0_678_678 = e22) % 132.42/84.42 | % 132.42/84.42 | Simplifying 3420 yields: % 132.42/84.42 | (1677) ~ (all_0_678_678 = e22) % 132.42/84.42 | % 132.42/84.42 | Equations (3415) can reduce 2065 to: % 132.42/84.42 | (359) ~ (e22 = e21) % 132.42/84.42 | % 132.42/84.42 | From (3415) and (873) follows: % 132.42/84.42 | (10208) op2(e22, e26) = e23 % 132.42/84.42 | % 132.42/84.42 | Instantiating formula (364) with e22, e26, e23, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e23, yields: % 132.42/84.42 | (2627) all_0_672_672 = e23 % 132.42/84.42 | % 132.42/84.42 | From (2627) and (16203) follows: % 132.42/84.42 | (2062) op2(e23, e26) = e24 % 132.42/84.42 | % 132.42/84.42 | Instantiating formula (364) with e23, e26, e24, all_0_665_665 and discharging atoms op2(e23, e26) = all_0_665_665, op2(e23, e26) = e24, yields: % 132.42/84.42 | (2063) all_0_665_665 = e24 % 132.42/84.42 | % 132.42/84.42 +-Applying beta-rule and splitting (1246), into two cases. % 132.42/84.42 |-Branch one: % 132.42/84.42 | (2067) all_0_678_678 = e21 % 132.42/84.42 | % 132.42/84.42 | Equations (2067) can reduce 1677 to: % 132.42/84.42 | (1994) ~ (e22 = e21) % 132.42/84.42 | % 132.42/84.42 | Simplifying 1994 yields: % 132.42/84.42 | (359) ~ (e22 = e21) % 132.42/84.42 | % 132.42/84.42 | From (2067) and (16172) follows: % 132.42/84.42 | (16357) op2(e21, e26) = e22 % 132.42/84.42 | % 132.42/84.42 | From (2067) and (1003) follows: % 132.42/84.42 | (2074) op2(e21, e26) = e21 % 132.42/84.42 | % 132.42/84.42 | Instantiating formula (364) with e21, e26, e21, e22 and discharging atoms op2(e21, e26) = e22, op2(e21, e26) = e21, yields: % 132.42/84.42 | (1990) e22 = e21 % 132.42/84.42 | % 132.42/84.42 | Equations (1990) can reduce 359 to: % 132.42/84.42 | (1975) $false % 132.42/84.42 | % 132.42/84.42 |-The branch is then unsatisfiable % 132.42/84.42 |-Branch two: % 132.42/84.42 | (2058) ~ (all_0_678_678 = e21) % 132.42/84.43 | (2070) all_0_678_678 = e26 | all_0_678_678 = e24 | all_0_678_678 = e23 | all_0_678_678 = e20 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (1760), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (2059) all_0_658_658 = e21 % 132.42/84.43 | % 132.42/84.43 | Combining equations (2059,3415) yields a new equation: % 132.42/84.43 | (1990) e22 = e21 % 132.42/84.43 | % 132.42/84.43 | Equations (1990) can reduce 359 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (2065) ~ (all_0_658_658 = e21) % 132.42/84.43 | (2066) all_0_665_665 = e21 | all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (2066), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (2071) all_0_665_665 = e21 % 132.42/84.43 | % 132.42/84.43 | Combining equations (2063,2071) yields a new equation: % 132.42/84.43 | (2323) e24 = e21 % 132.42/84.43 | % 132.42/84.43 | Simplifying 2323 yields: % 132.42/84.43 | (2180) e24 = e21 % 132.42/84.43 | % 132.42/84.43 | Equations (2180) can reduce 149 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (2077) ~ (all_0_665_665 = e21) % 132.42/84.43 | (2136) all_0_672_672 = e21 | all_0_678_678 = e21 | all_0_684_684 = e21 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (2136), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (2079) all_0_672_672 = e21 % 132.42/84.43 | % 132.42/84.43 | Combining equations (2079,2627) yields a new equation: % 132.42/84.43 | (2612) e23 = e21 % 132.42/84.43 | % 132.42/84.43 | Equations (2612) can reduce 896 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (2131) ~ (all_0_672_672 = e21) % 132.42/84.43 | (2140) all_0_678_678 = e21 | all_0_684_684 = e21 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (2140), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (2067) all_0_678_678 = e21 % 132.42/84.43 | % 132.42/84.43 | Equations (2067) can reduce 2058 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (2058) ~ (all_0_678_678 = e21) % 132.42/84.43 | (2144) all_0_684_684 = e21 % 132.42/84.43 | % 132.42/84.43 | Combining equations (2093,2144) yields a new equation: % 132.42/84.43 | (1983) e26 = e21 % 132.42/84.43 | % 132.42/84.43 | Simplifying 1983 yields: % 132.42/84.43 | (1984) e26 = e21 % 132.42/84.43 | % 132.42/84.43 | Equations (1984) can reduce 1656 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (4050) ~ (all_0_658_658 = e22) % 132.42/84.43 | (2670) all_0_658_658 = e23 % 132.42/84.43 | % 132.42/84.43 | Equations (2670) can reduce 1997 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (2030) ~ (all_0_659_659 = e24) % 132.42/84.43 | (1996) all_0_659_659 = e23 % 132.42/84.43 | % 132.42/84.43 | Equations (1996) can reduce 4617 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (2016) ~ (all_0_666_666 = e26) % 132.42/84.43 | (2015) all_0_685_685 = e26 % 132.42/84.43 | % 132.42/84.43 | Equations (2015) can reduce 4487 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (1992) ~ (all_0_649_649 = e22) % 132.42/84.43 | (1993) all_0_650_650 = e22 | all_0_651_651 = e22 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (1993), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (3773) all_0_650_650 = e22 % 132.42/84.43 | % 132.42/84.43 | Combining equations (1978,3773) yields a new equation: % 132.42/84.43 | (1990) e22 = e21 % 132.42/84.43 | % 132.42/84.43 | Equations (1990) can reduce 359 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (3618) ~ (all_0_650_650 = e22) % 132.42/84.43 | (3617) all_0_651_651 = e22 % 132.42/84.43 | % 132.42/84.43 | Combining equations (3617,3649) yields a new equation: % 132.42/84.43 | (2999) e26 = e22 % 132.42/84.43 | % 132.42/84.43 | Equations (2999) can reduce 792 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (1951) ~ (all_0_650_650 = e21) % 132.42/84.43 | (1981) all_0_650_650 = e26 | all_0_650_650 = e22 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (1361), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (1982) all_0_649_649 = e26 % 132.42/84.43 | % 132.42/84.43 | From (1982) and (355) follows: % 132.42/84.43 | (16175) op2(e26, e26) = all_0_616_616 % 132.42/84.43 | % 132.42/84.43 | Instantiating formula (364) with e26, e26, all_0_616_616, e25 and discharging atoms op2(e26, e26) = all_0_616_616, op2(e26, e26) = e25, yields: % 132.42/84.43 | (16176) all_0_616_616 = e25 % 132.42/84.43 | % 132.42/84.43 | From (16176) and (1029) follows: % 132.42/84.43 | (16177) op2(e25, e26) = e24 % 132.42/84.43 | % 132.42/84.43 | From (16176) and (16175) follows: % 132.42/84.43 | (1582) op2(e26, e26) = e25 % 132.42/84.43 | % 132.42/84.43 | Instantiating formula (364) with e25, e26, e24, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_652_652, op2(e25, e26) = e24, yields: % 132.42/84.43 | (2083) all_0_652_652 = e24 % 132.42/84.43 | % 132.42/84.43 | From (2083) and (602) follows: % 132.42/84.43 | (2084) op2(e24, e26) = e26 % 132.42/84.43 | % 132.42/84.43 | Instantiating formula (364) with e24, e26, e26, all_0_658_658 and discharging atoms op2(e24, e26) = all_0_658_658, op2(e24, e26) = e26, yields: % 132.42/84.43 | (2085) all_0_658_658 = e26 % 132.42/84.43 | % 132.42/84.43 | From (2085) and (873) follows: % 132.42/84.43 | (2086) op2(e26, e26) = e23 % 132.42/84.43 | % 132.42/84.43 | Instantiating formula (364) with e26, e26, e23, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e23, yields: % 132.42/84.43 | (2087) e25 = e23 % 132.42/84.43 | % 132.42/84.43 | Equations (2087) can reduce 1480 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (1986) ~ (all_0_649_649 = e26) % 132.42/84.43 | (1987) all_0_650_650 = e26 | all_0_651_651 = e26 % 132.42/84.43 | % 132.42/84.43 +-Applying beta-rule and splitting (16168), into two cases. % 132.42/84.43 |-Branch one: % 132.42/84.43 | (1982) all_0_649_649 = e26 % 132.42/84.43 | % 132.42/84.43 | Equations (1982) can reduce 1986 to: % 132.42/84.43 | (1975) $false % 132.42/84.43 | % 132.42/84.43 |-The branch is then unsatisfiable % 132.42/84.43 |-Branch two: % 132.42/84.43 | (1986) ~ (all_0_649_649 = e26) % 132.42/84.43 | (1988) all_0_649_649 = e22 % 132.42/84.43 | % 132.42/84.43 | Equations (1988) can reduce 215 to: % 132.42/84.44 | (16423) ~ (all_0_650_650 = e22) % 132.42/84.44 | % 132.42/84.44 | Simplifying 16423 yields: % 132.42/84.44 | (3618) ~ (all_0_650_650 = e22) % 132.42/84.44 | % 132.42/84.44 | From (1988) and (355) follows: % 132.42/84.44 | (16199) op2(e22, e26) = all_0_616_616 % 132.42/84.44 | % 132.42/84.44 +-Applying beta-rule and splitting (1981), into two cases. % 132.42/84.44 |-Branch one: % 132.42/84.44 | (3640) all_0_650_650 = e26 % 132.42/84.44 | % 132.42/84.44 | From (3640) and (756) follows: % 132.42/84.44 | (16427) op2(e26, e26) = all_0_629_629 % 132.42/84.44 | % 132.42/84.44 | Instantiating formula (364) with e26, e26, all_0_629_629, e25 and discharging atoms op2(e26, e26) = all_0_629_629, op2(e26, e26) = e25, yields: % 132.42/84.44 | (16428) all_0_629_629 = e25 % 132.42/84.44 | % 132.42/84.44 | Instantiating formula (364) with e22, e26, all_0_616_616, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_616_616, op2(e22, e26) = all_0_672_672, yields: % 132.42/84.44 | (16202) all_0_616_616 = all_0_672_672 % 132.42/84.44 | % 132.42/84.44 | From (16202) and (1029) follows: % 132.42/84.44 | (16203) op2(all_0_672_672, e26) = e24 % 132.42/84.44 | % 132.42/84.44 | From (16428) and (1274) follows: % 132.42/84.44 | (16431) op2(e25, e26) = e22 % 132.42/84.44 | % 132.42/84.44 | From (16428) and (16427) follows: % 132.42/84.44 | (1582) op2(e26, e26) = e25 % 132.42/84.44 | % 132.42/84.44 | From (16202) and (16199) follows: % 132.42/84.44 | (1758) op2(e22, e26) = all_0_672_672 % 132.42/84.44 | % 132.42/84.44 | Instantiating formula (364) with e25, e26, e22, all_0_652_652 and discharging atoms op2(e25, e26) = all_0_652_652, op2(e25, e26) = e22, yields: % 132.42/84.44 | (2097) all_0_652_652 = e22 % 132.42/84.44 | % 132.42/84.44 | From (2097) and (602) follows: % 132.42/84.44 | (2098) op2(e22, e26) = e26 % 132.42/84.44 | % 132.42/84.44 | Instantiating formula (364) with e22, e26, e26, all_0_672_672 and discharging atoms op2(e22, e26) = all_0_672_672, op2(e22, e26) = e26, yields: % 132.42/84.44 | (4397) all_0_672_672 = e26 % 132.42/84.44 | % 132.42/84.44 | From (4397) and (16203) follows: % 132.42/84.44 | (9768) op2(e26, e26) = e24 % 132.42/84.44 | % 132.42/84.44 | Instantiating formula (364) with e26, e26, e24, e25 and discharging atoms op2(e26, e26) = e25, op2(e26, e26) = e24, yields: % 132.42/84.44 | (3094) e25 = e24 % 132.42/84.44 | % 132.42/84.44 | Equations (3094) can reduce 169 to: % 132.42/84.44 | (1975) $false % 132.42/84.44 | % 132.42/84.44 |-The branch is then unsatisfiable % 132.42/84.44 |-Branch two: % 132.42/84.44 | (3772) ~ (all_0_650_650 = e26) % 132.42/84.44 | (3773) all_0_650_650 = e22 % 132.42/84.44 | % 132.42/84.44 | Equations (3773) can reduce 3618 to: % 132.42/84.44 | (1975) $false % 132.42/84.44 | % 132.42/84.44 |-The branch is then unsatisfiable % 132.42/84.44 % SZS output end Proof for theBenchmark % 132.42/84.44 % 132.42/84.44 83839ms %------------------------------------------------------------------------------