%------------------------------------------------------------------------------
% File     : ePrincess---1.0
% Problem  : ALG037+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 15:33:51 EDT 2022

% Result   : Theorem 10.96s 3.01s
% Output   : Proof 21.31s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.03/0.12  % Problem  : ALG037+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 20:34:08 EDT 2022
% 0.12/0.34  % CPUTime  : 
% 0.52/0.58          ____       _                          
% 0.52/0.58    ___  / __ \_____(_)___  ________  __________
% 0.52/0.58   / _ \/ /_/ / ___/ / __ \/ ___/ _ \/ ___/ ___/
% 0.52/0.58  /  __/ ____/ /  / / / / / /__/  __(__  |__  ) 
% 0.52/0.58  \___/_/   /_/  /_/_/ /_/\___/\___/____/____/  
% 0.52/0.58  
% 0.52/0.58  A Theorem Prover for First-Order Logic
% 0.52/0.58  (ePrincess v.1.0)
% 0.52/0.58  
% 0.52/0.58  (c) Philipp Rümmer, 2009-2015
% 0.52/0.58  (c) Peter Backeman, 2014-2015
% 0.52/0.58  (contributions by Angelo Brillout, Peter Baumgartner)
% 0.52/0.58  Free software under GNU Lesser General Public License (LGPL).
% 0.52/0.58  Bug reports to peter@backeman.se
% 0.52/0.58  
% 0.52/0.58  For more information, visit http://user.uu.se/~petba168/breu/
% 0.52/0.58  
% 0.52/0.58  Loading /export/starexec/sandbox/benchmark/theBenchmark.p ...
% 0.72/0.64  Prover 0: Options:  -triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -resolutionMethod=nonUnifying +ignoreQuantifiers -generateTriggers=all
% 2.76/1.16  Prover 0: Preprocessing ...
% 5.23/1.72  Prover 0: Constructing countermodel ...
% 10.96/3.01  Prover 0: proved (2373ms)
% 10.96/3.01  
% 10.96/3.01  No countermodel exists, formula is valid
% 10.96/3.01  % SZS status Theorem for theBenchmark
% 10.96/3.01  
% 10.96/3.01  Generating proof ... found it (size 1834)
% 18.91/4.92  
% 18.91/4.92  % SZS output start Proof for theBenchmark
% 18.91/4.92  Assumed formulas after preprocessing and simplification: 
% 18.91/4.92  | (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] : ( ~ (v21 = v20) &  ~ (v21 = v15) &  ~ (v21 = v12) &  ~ (v21 = e22) &  ~ (v21 = e20) &  ~ (v20 = v17) &  ~ (v20 = v14) &  ~ (v20 = e22) &  ~ (v20 = e20) &  ~ (v19 = v18) &  ~ (v19 = v17) &  ~ (v19 = v16) &  ~ (v19 = v13) &  ~ (v19 = e20) &  ~ (v18 = v17) &  ~ (v18 = v11) &  ~ (v18 = e22) &  ~ (v18 = e20) &  ~ (v17 = v14) &  ~ (v17 = e20) &  ~ (v16 = v15) &  ~ (v16 = v14) &  ~ (v16 = v13) &  ~ (v16 = e20) &  ~ (v15 = v14) &  ~ (v15 = v12) &  ~ (v15 = e20) &  ~ (v14 = e20) &  ~ (v13 = v12) &  ~ (v13 = v11) &  ~ (v13 = e20) &  ~ (v12 = v11) &  ~ (v12 = e20) &  ~ (v11 = e22) &  ~ (v11 = e20) &  ~ (v10 = v9) &  ~ (v10 = v4) &  ~ (v10 = v1) &  ~ (v10 = e12) &  ~ (v10 = e10) &  ~ (v9 = v6) &  ~ (v9 = v3) &  ~ (v9 = e12) &  ~ (v9 = e10) &  ~ (v8 = v7) &  ~ (v8 = v6) &  ~ (v8 = v5) &  ~ (v8 = v2) &  ~ (v8 = e10) &  ~ (v7 = v6) &  ~ (v7 = v0) &  ~ (v7 = e12) &  ~ (v7 = e10) &  ~ (v6 = v3) &  ~ (v6 = e10) &  ~ (v5 = v4) &  ~ (v5 = v3) &  ~ (v5 = v2) &  ~ (v5 = e10) &  ~ (v4 = v3) &  ~ (v4 = v1) &  ~ (v4 = e10) &  ~ (v3 = e10) &  ~ (v2 = v1) &  ~ (v2 = v0) &  ~ (v2 = e10) &  ~ (v1 = v0) &  ~ (v1 = e10) &  ~ (v0 = e12) &  ~ (v0 = e10) &  ~ (e23 = e22) &  ~ (e23 = e21) &  ~ (e23 = e20) &  ~ (e23 = e13) &  ~ (e23 = e12) &  ~ (e23 = e11) &  ~ (e23 = e10) &  ~ (e22 = e21) &  ~ (e22 = e20) &  ~ (e22 = e13) &  ~ (e22 = e12) &  ~ (e22 = e11) &  ~ (e22 = e10) &  ~ (e21 = e20) &  ~ (e21 = e13) &  ~ (e21 = e12) &  ~ (e21 = e11) &  ~ (e21 = e10) &  ~ (e20 = e13) &  ~ (e20 = e12) &  ~ (e20 = e11) &  ~ (e20 = e10) &  ~ (e13 = e12) &  ~ (e13 = e11) &  ~ (e13 = e10) &  ~ (e12 = e11) &  ~ (e12 = e10) &  ~ (e11 = e10) & op1(unit1, e13) = e13 & op1(unit1, e12) = e12 & op1(unit1, e11) = e11 & op1(unit1, e10) = e10 & op1(e13, unit1) = e13 & op1(e13, e13) = e10 & op1(e13, e12) = v10 & op1(e13, e11) = e12 & op1(e13, e10) = v9 & op1(e12, unit1) = e12 & op1(e12, e13) = v8 & op1(e12, e12) = e10 & op1(e12, e11) = v7 & op1(e12, e10) = v6 & op1(e11, unit1) = e11 & op1(e11, e13) = v5 & op1(e11, e12) = v4 & op1(e11, e11) = e10 & op1(e11, e10) = v3 & op1(e10, unit1) = e10 & op1(e10, e13) = v2 & op1(e10, e12) = v1 & op1(e10, e11) = v0 & op1(e10, e10) = e10 & h1(v10) = v38 & h1(v9) = v37 & h1(v8) = v35 & h1(v7) = v32 & h1(v6) = v30 & h1(v5) = v29 & h1(v4) = v27 & h1(v3) = v26 & h1(v2) = v25 & h1(v1) = v23 & h1(v0) = v22 & h1(e13) = e21 & h1(e12) = v14 & h1(e11) = e20 & h1(e10) = e20 & h2(v10) = v56 & h2(v9) = v55 & h2(v8) = v53 & h2(v7) = v50 & h2(v6) = v48 & h2(v5) = v47 & h2(v4) = v45 & h2(v3) = v44 & h2(v2) = v43 & h2(v1) = v41 & h2(v0) = v40 & h2(e13) = e22 & h2(e12) = v17 & h2(e11) = e20 & h2(e10) = e20 & h3(v10) = v74 & h3(v9) = v73 & h3(v8) = v71 & h3(v7) = v68 & h3(v6) = v66 & h3(v5) = v65 & h3(v4) = v63 & h3(v3) = v62 & h3(v2) = v61 & h3(v1) = v59 & h3(v0) = v58 & h3(e13) = e23 & h3(e12) = v20 & h3(e11) = e20 & h3(e10) = e20 & h4(v10) = v92 & h4(v9) = v91 & h4(v8) = v89 & h4(v7) = v86 & h4(v6) = v84 & h4(v5) = v83 & h4(v4) = v81 & h4(v3) = v80 & h4(v2) = v79 & h4(v1) = v77 & h4(v0) = v76 & h4(e13) = e20 & h4(e12) = v11 & h4(e11) = e21 & h4(e10) = e20 & h5(v10) = v110 & h5(v9) = v109 & h5(v8) = v107 & h5(v7) = v104 & h5(v6) = v102 & h5(v5) = v101 & h5(v4) = v99 & h5(v3) = v98 & h5(v2) = v97 & h5(v1) = v95 & h5(v0) = v94 & h5(e13) = e22 & h5(e12) = v18 & h5(e11) = e21 & h5(e10) = e20 & h6(v10) = v122 & h6(v9) = v121 & h6(v8) = v120 & h6(v7) = v119 & h6(v6) = v118 & h6(v5) = v117 & h6(v4) = v116 & h6(v3) = v115 & h6(v2) = v114 & h6(v1) = v113 & h6(v0) = v112 & h6(e13) = e23 & h6(e12) = e22 & h6(e11) = e21 & h6(e10) = e20 & h7(v10) = v139 & h7(v9) = v138 & h7(v8) = v136 & h7(v7) = v133 & h7(v6) = v131 & h7(v5) = v130 & h7(v4) = v128 & h7(v3) = v127 & h7(v2) = v126 & h7(v1) = v124 & h7(v0) = v123 & h7(e13) = e20 & h7(e12) = v12 & h7(e11) = e22 & h7(e10) = e20 & h8(v10) = v157 & h8(v9) = v156 & h8(v8) = v154 & h8(v7) = v151 & h8(v6) = v149 & h8(v5) = v148 & h8(v4) = v146 & h8(v3) = v145 & h8(v2) = v144 & h8(v1) = v142 & h8(v0) = v141 & h8(e13) = e21 & h8(e12) = v15 & h8(e11) = e22 & h8(e10) = e20 & h9(v10) = v175 & h9(v9) = v174 & h9(v8) = v172 & h9(v7) = v169 & h9(v6) = v167 & h9(v5) = v166 & h9(v4) = v164 & h9(v3) = v163 & h9(v2) = v162 & h9(v1) = v160 & h9(v0) = v159 & h9(e13) = e23 & h9(e12) = v21 & h9(e11) = e22 & h9(e10) = e20 & h10(v10) = v193 & h10(v9) = v192 & h10(v8) = v190 & h10(v7) = v187 & h10(v6) = v185 & h10(v5) = v184 & h10(v4) = v182 & h10(v3) = v181 & h10(v2) = v180 & h10(v1) = v178 & h10(v0) = v177 & h10(e13) = e20 & h10(e12) = v13 & h10(e11) = e23 & h10(e10) = e20 & h11(v10) = v211 & h11(v9) = v210 & h11(v8) = v208 & h11(v7) = v205 & h11(v6) = v203 & h11(v5) = v202 & h11(v4) = v200 & h11(v3) = v199 & h11(v2) = v198 & h11(v1) = v196 & h11(v0) = v195 & h11(e13) = e21 & h11(e12) = v16 & h11(e11) = e23 & h11(e10) = e20 & h12(v10) = v229 & h12(v9) = v228 & h12(v8) = v226 & h12(v7) = v223 & h12(v6) = v221 & h12(v5) = v220 & h12(v4) = v218 & h12(v3) = v217 & h12(v2) = v216 & h12(v1) = v214 & h12(v0) = v213 & h12(e13) = e22 & h12(e12) = v19 & h12(e11) = e23 & h12(e10) = e20 & op2(v21, v21) = v171 & op2(v21, e23) = v173 & op2(v21, e22) = v170 & op2(v21, e20) = v168 & op2(v20, v20) = v70 & op2(v20, e23) = v72 & op2(v20, e20) = v69 & op2(v20, e20) = v67 & op2(v19, v19) = v225 & op2(v19, e23) = v224 & op2(v19, e22) = v227 & op2(v19, e20) = v222 & op2(v18, v18) = v106 & op2(v18, e22) = v108 & op2(v18, e21) = v105 & op2(v18, e20) = v103 & op2(v17, v17) = v52 & op2(v17, e22) = v54 & op2(v17, e20) = v51 & op2(v17, e20) = v49 & op2(v16, v16) = v207 & op2(v16, e23) = v206 & op2(v16, e21) = v209 & op2(v16, e20) = v204 & op2(v15, v15) = v153 & op2(v15, e22) = v152 & op2(v15, e21) = v155 & op2(v15, e20) = v150 & op2(v14, v14) = v34 & op2(v14, e21) = v36 & op2(v14, e20) = v33 & op2(v14, e20) = v31 & op2(v13, v13) = v189 & op2(v13, e23) = v188 & op2(v13, e20) = v191 & op2(v13, e20) = v186 & op2(v12, v12) = v135 & op2(v12, e22) = v134 & op2(v12, e20) = v137 & op2(v12, e20) = v132 & op2(v11, v11) = v88 & op2(v11, e21) = v87 & op2(v11, e20) = v90 & op2(v11, e20) = v85 & op2(unit2, e23) = e23 & op2(unit2, e22) = e22 & op2(unit2, e21) = e21 & op2(unit2, e20) = e20 & op2(e23, v21) = v176 & op2(e23, v20) = v75 & op2(e23, v19) = v219 & op2(e23, v16) = v201 & op2(e23, v13) = v183 & op2(e23, unit2) = e23 & op2(e23, e23) = e20 & op2(e23, e22) = v21 & op2(e23, e21) = e22 & op2(e23, e20) = v20 & op2(e22, v21) = v165 & op2(e22, v19) = v230 & op2(e22, v18) = v111 & op2(e22, v17) = v57 & op2(e22, v15) = v147 & op2(e22, v12) = v129 & op2(e22, unit2) = e22 & op2(e22, e23) = v19 & op2(e22, e22) = e20 & op2(e22, e21) = v18 & op2(e22, e20) = v17 & op2(e21, v18) = v100 & op2(e21, v16) = v212 & op2(e21, v15) = v158 & op2(e21, v14) = v39 & op2(e21, v11) = v82 & op2(e21, unit2) = e21 & op2(e21, e23) = v16 & op2(e21, e22) = v15 & op2(e21, e21) = e20 & op2(e21, e20) = v14 & op2(e20, v21) = v161 & op2(e20, v20) = v64 & op2(e20, v20) = v60 & op2(e20, v19) = v215 & op2(e20, v18) = v96 & op2(e20, v17) = v46 & op2(e20, v17) = v42 & op2(e20, v16) = v197 & op2(e20, v15) = v143 & op2(e20, v14) = v28 & op2(e20, v14) = v24 & op2(e20, v13) = v194 & op2(e20, v13) = v179 & op2(e20, v12) = v140 & op2(e20, v12) = v125 & op2(e20, v11) = v93 & op2(e20, v11) = v78 & op2(e20, unit2) = e20 & op2(e20, e23) = v13 & op2(e20, e22) = v12 & op2(e20, e21) = v11 & op2(e20, e20) = e20 &  ! [v231] :  ! [v232] :  ! [v233] :  ! [v234] : (v232 = v231 |  ~ (op1(v234, v233) = v232) |  ~ (op1(v234, v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] :  ! [v234] : (v232 = v231 |  ~ (op2(v234, v233) = v232) |  ~ (op2(v234, v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h1(v233) = v232) |  ~ (h1(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h2(v233) = v232) |  ~ (h2(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h3(v233) = v232) |  ~ (h3(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h4(v233) = v232) |  ~ (h4(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h5(v233) = v232) |  ~ (h5(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h6(v233) = v232) |  ~ (h6(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h7(v233) = v232) |  ~ (h7(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h8(v233) = v232) |  ~ (h8(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h9(v233) = v232) |  ~ (h9(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h10(v233) = v232) |  ~ (h10(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h11(v233) = v232) |  ~ (h11(v233) = v231)) &  ! [v231] :  ! [v232] :  ! [v233] : (v232 = v231 |  ~ (h12(v233) = v232) |  ~ (h12(v233) = v231)) & ( ~ (v230 = v229) |  ~ (v228 = v17) |  ~ (v227 = v226) |  ~ (v225 = e20) |  ~ (v224 = v223) |  ~ (v222 = v221) |  ~ (v220 = v21) |  ~ (v219 = v218) |  ~ (v217 = v20) |  ~ (v216 = v12) |  ~ (v215 = v214) |  ~ (v213 = v13) |  ~ (v19 = e21)) & ( ~ (v212 = v211) |  ~ (v210 = v14) |  ~ (v209 = v208) |  ~ (v207 = e20) |  ~ (v206 = v205) |  ~ (v204 = v203) |  ~ (v202 = e22) |  ~ (v201 = v200) |  ~ (v199 = v20) |  ~ (v198 = v11) |  ~ (v197 = v196) |  ~ (v195 = v13) |  ~ (v16 = e22)) & ( ~ (v176 = v175) |  ~ (v174 = v20) |  ~ (v173 = v172) |  ~ (v171 = e20) |  ~ (v170 = v169) |  ~ (v168 = v167) |  ~ (v166 = v19) |  ~ (v165 = v164) |  ~ (v163 = v17) |  ~ (v162 = v13) |  ~ (v161 = v160) |  ~ (v159 = v12) |  ~ (v21 = e21)) & ( ~ (v158 = v157) |  ~ (v156 = v14) |  ~ (v155 = v154) |  ~ (v153 = e20) |  ~ (v152 = v151) |  ~ (v150 = v149) |  ~ (v148 = v18) |  ~ (v147 = v146) |  ~ (v145 = v17) |  ~ (v144 = v11) |  ~ (v143 = v142) |  ~ (v141 = v12) |  ~ (v15 = e23)) & ( ~ (v122 = v21) |  ~ (v121 = v20) |  ~ (v120 = v19) |  ~ (v119 = v18) |  ~ (v118 = v17) |  ~ (v117 = v16) |  ~ (v116 = v15) |  ~ (v115 = v14) |  ~ (v114 = v13) |  ~ (v113 = v12) |  ~ (v112 = v11)) & ( ~ (v111 = v110) |  ~ (v109 = v17) |  ~ (v108 = v107) |  ~ (v106 = e20) |  ~ (v105 = v104) |  ~ (v103 = v102) |  ~ (v101 = v15) |  ~ (v100 = v99) |  ~ (v98 = v14) |  ~ (v97 = v12) |  ~ (v96 = v95) |  ~ (v94 = v11) |  ~ (v18 = e23)) & (v21 = e23 | v21 = e21) & (v21 = e23 | v20 = e23) & (v21 = e23 | v15 = e23 | v12 = e23) & (v21 = e21 | v20 = e21) & (v21 = e21 | v15 = e21 | v12 = e21) & (v20 = e23 | v20 = e21) & (v20 = e23 | v17 = e23 | v14 = e23) & (v20 = e21 | v17 = e21 | v14 = e21) & (v19 = e23 | v19 = e22 | v19 = e21) & (v19 = e23 | v18 = e23 | v17 = e23) & (v19 = e23 | v16 = e23 | v13 = e23) & (v19 = e22 | v17 = e22) & (v19 = e22 | v16 = e22 | v13 = e22) & (v19 = e21 | v18 = e21 | v17 = e21) & (v19 = e21 | v16 = e21 | v13 = e21) & (v18 = e23 | v18 = e21) & (v18 = e23 | v11 = e23) & (v18 = e21 | v11 = e21) & (v17 = e23 | v17 = e22 | v17 = e21) & (v17 = e22 | v14 = e22) & (v16 = e23 | v16 = e22 | v16 = e21) & (v16 = e23 | v15 = e23 | v14 = e23) & (v16 = e22 | v15 = e22 | v14 = e22) & (v16 = e21 | v15 = e21 | v14 = e21) & (v15 = e23 | v15 = e22 | v15 = e21) & (v15 = e22 | v12 = e22) & (v14 = e23 | v14 = e22 | v14 = e21) & (v13 = e23 | v13 = e22 | v13 = e21) & (v13 = e23 | v12 = e23 | v11 = e23) & (v13 = e22 | v12 = e22) & (v13 = e21 | v12 = e21 | v11 = e21) & (v12 = e23 | v12 = e22 | v12 = e21) & (v11 = e23 | v11 = e21) & (v10 = e13 | v10 = e11) & (v10 = e13 | v9 = e13) & (v10 = e13 | v4 = e13 | v1 = e13) & (v10 = e11 | v9 = e11) & (v10 = e11 | v4 = e11 | v1 = e11) & (v9 = e13 | v9 = e11) & (v9 = e13 | v6 = e13 | v3 = e13) & (v9 = e11 | v6 = e11 | v3 = e11) & (v8 = e13 | v8 = e12 | v8 = e11) & (v8 = e13 | v7 = e13 | v6 = e13) & (v8 = e13 | v5 = e13 | v2 = e13) & (v8 = e12 | v6 = e12) & (v8 = e12 | v5 = e12 | v2 = e12) & (v8 = e11 | v7 = e11 | v6 = e11) & (v8 = e11 | v5 = e11 | v2 = e11) & (v7 = e13 | v7 = e11) & (v7 = e13 | v0 = e13) & (v7 = e11 | v0 = e11) & (v6 = e13 | v6 = e12 | v6 = e11) & (v6 = e12 | v3 = e12) & (v5 = e13 | v5 = e12 | v5 = e11) & (v5 = e13 | v4 = e13 | v3 = e13) & (v5 = e12 | v4 = e12 | v3 = e12) & (v5 = e11 | v4 = e11 | v3 = e11) & (v4 = e13 | v4 = e12 | v4 = e11) & (v4 = e12 | v1 = e12) & (v3 = e13 | v3 = e12 | v3 = e11) & (v2 = e13 | v2 = e12 | v2 = e11) & (v2 = e13 | v1 = e13 | v0 = e13) & (v2 = e12 | v1 = e12) & (v2 = e11 | v1 = e11 | v0 = e11) & (v1 = e13 | v1 = e12 | v1 = e11) & (v0 = e13 | v0 = e11) & (unit2 = e23 | unit2 = e22 | unit2 = e21 | unit2 = e20) & (unit1 = e13 | unit1 = e12 | unit1 = e11 | unit1 = e10))
% 19.46/4.99  | 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 yields:
% 19.46/4.99  | (1)  ~ (all_0_209_209 = all_0_210_210) &  ~ (all_0_209_209 = all_0_215_215) &  ~ (all_0_209_209 = all_0_218_218) &  ~ (all_0_209_209 = e22) &  ~ (all_0_209_209 = e20) &  ~ (all_0_210_210 = all_0_213_213) &  ~ (all_0_210_210 = all_0_216_216) &  ~ (all_0_210_210 = e22) &  ~ (all_0_210_210 = e20) &  ~ (all_0_211_211 = all_0_212_212) &  ~ (all_0_211_211 = all_0_213_213) &  ~ (all_0_211_211 = all_0_214_214) &  ~ (all_0_211_211 = all_0_217_217) &  ~ (all_0_211_211 = e20) &  ~ (all_0_212_212 = all_0_213_213) &  ~ (all_0_212_212 = all_0_219_219) &  ~ (all_0_212_212 = e22) &  ~ (all_0_212_212 = e20) &  ~ (all_0_213_213 = all_0_216_216) &  ~ (all_0_213_213 = e20) &  ~ (all_0_214_214 = all_0_215_215) &  ~ (all_0_214_214 = all_0_216_216) &  ~ (all_0_214_214 = all_0_217_217) &  ~ (all_0_214_214 = e20) &  ~ (all_0_215_215 = all_0_216_216) &  ~ (all_0_215_215 = all_0_218_218) &  ~ (all_0_215_215 = e20) &  ~ (all_0_216_216 = e20) &  ~ (all_0_217_217 = all_0_218_218) &  ~ (all_0_217_217 = all_0_219_219) &  ~ (all_0_217_217 = e20) &  ~ (all_0_218_218 = all_0_219_219) &  ~ (all_0_218_218 = e20) &  ~ (all_0_219_219 = e22) &  ~ (all_0_219_219 = e20) &  ~ (all_0_220_220 = all_0_221_221) &  ~ (all_0_220_220 = all_0_226_226) &  ~ (all_0_220_220 = all_0_229_229) &  ~ (all_0_220_220 = e12) &  ~ (all_0_220_220 = e10) &  ~ (all_0_221_221 = all_0_224_224) &  ~ (all_0_221_221 = all_0_227_227) &  ~ (all_0_221_221 = e12) &  ~ (all_0_221_221 = e10) &  ~ (all_0_222_222 = all_0_223_223) &  ~ (all_0_222_222 = all_0_224_224) &  ~ (all_0_222_222 = all_0_225_225) &  ~ (all_0_222_222 = all_0_228_228) &  ~ (all_0_222_222 = e10) &  ~ (all_0_223_223 = all_0_224_224) &  ~ (all_0_223_223 = all_0_230_230) &  ~ (all_0_223_223 = e12) &  ~ (all_0_223_223 = e10) &  ~ (all_0_224_224 = all_0_227_227) &  ~ (all_0_224_224 = e10) &  ~ (all_0_225_225 = all_0_226_226) &  ~ (all_0_225_225 = all_0_227_227) &  ~ (all_0_225_225 = all_0_228_228) &  ~ (all_0_225_225 = e10) &  ~ (all_0_226_226 = all_0_227_227) &  ~ (all_0_226_226 = all_0_229_229) &  ~ (all_0_226_226 = e10) &  ~ (all_0_227_227 = e10) &  ~ (all_0_228_228 = all_0_229_229) &  ~ (all_0_228_228 = all_0_230_230) &  ~ (all_0_228_228 = e10) &  ~ (all_0_229_229 = all_0_230_230) &  ~ (all_0_229_229 = e10) &  ~ (all_0_230_230 = e12) &  ~ (all_0_230_230 = e10) &  ~ (e23 = e22) &  ~ (e23 = e21) &  ~ (e23 = e20) &  ~ (e23 = e13) &  ~ (e23 = e12) &  ~ (e23 = e11) &  ~ (e23 = e10) &  ~ (e22 = e21) &  ~ (e22 = e20) &  ~ (e22 = e13) &  ~ (e22 = e12) &  ~ (e22 = e11) &  ~ (e22 = e10) &  ~ (e21 = e20) &  ~ (e21 = e13) &  ~ (e21 = e12) &  ~ (e21 = e11) &  ~ (e21 = e10) &  ~ (e20 = e13) &  ~ (e20 = e12) &  ~ (e20 = e11) &  ~ (e20 = e10) &  ~ (e13 = e12) &  ~ (e13 = e11) &  ~ (e13 = e10) &  ~ (e12 = e11) &  ~ (e12 = e10) &  ~ (e11 = e10) & op1(unit1, e13) = e13 & op1(unit1, e12) = e12 & op1(unit1, e11) = e11 & op1(unit1, e10) = e10 & op1(e13, unit1) = e13 & op1(e13, e13) = e10 & op1(e13, e12) = all_0_220_220 & op1(e13, e11) = e12 & op1(e13, e10) = all_0_221_221 & op1(e12, unit1) = e12 & op1(e12, e13) = all_0_222_222 & op1(e12, e12) = e10 & op1(e12, e11) = all_0_223_223 & op1(e12, e10) = all_0_224_224 & op1(e11, unit1) = e11 & op1(e11, e13) = all_0_225_225 & op1(e11, e12) = all_0_226_226 & op1(e11, e11) = e10 & op1(e11, e10) = all_0_227_227 & op1(e10, unit1) = e10 & op1(e10, e13) = all_0_228_228 & op1(e10, e12) = all_0_229_229 & op1(e10, e11) = all_0_230_230 & op1(e10, e10) = e10 & h1(all_0_220_220) = all_0_192_192 & h1(all_0_221_221) = all_0_193_193 & h1(all_0_222_222) = all_0_195_195 & h1(all_0_223_223) = all_0_198_198 & h1(all_0_224_224) = all_0_200_200 & h1(all_0_225_225) = all_0_201_201 & h1(all_0_226_226) = all_0_203_203 & h1(all_0_227_227) = all_0_204_204 & h1(all_0_228_228) = all_0_205_205 & h1(all_0_229_229) = all_0_207_207 & h1(all_0_230_230) = all_0_208_208 & h1(e13) = e21 & h1(e12) = all_0_216_216 & h1(e11) = e20 & h1(e10) = e20 & h2(all_0_220_220) = all_0_174_174 & h2(all_0_221_221) = all_0_175_175 & h2(all_0_222_222) = all_0_177_177 & h2(all_0_223_223) = all_0_180_180 & h2(all_0_224_224) = all_0_182_182 & h2(all_0_225_225) = all_0_183_183 & h2(all_0_226_226) = all_0_185_185 & h2(all_0_227_227) = all_0_186_186 & h2(all_0_228_228) = all_0_187_187 & h2(all_0_229_229) = all_0_189_189 & h2(all_0_230_230) = all_0_190_190 & h2(e13) = e22 & h2(e12) = all_0_213_213 & h2(e11) = e20 & h2(e10) = e20 & h3(all_0_220_220) = all_0_156_156 & h3(all_0_221_221) = all_0_157_157 & h3(all_0_222_222) = all_0_159_159 & h3(all_0_223_223) = all_0_162_162 & h3(all_0_224_224) = all_0_164_164 & h3(all_0_225_225) = all_0_165_165 & h3(all_0_226_226) = all_0_167_167 & h3(all_0_227_227) = all_0_168_168 & h3(all_0_228_228) = all_0_169_169 & h3(all_0_229_229) = all_0_171_171 & h3(all_0_230_230) = all_0_172_172 & h3(e13) = e23 & h3(e12) = all_0_210_210 & h3(e11) = e20 & h3(e10) = e20 & h4(all_0_220_220) = all_0_138_138 & h4(all_0_221_221) = all_0_139_139 & h4(all_0_222_222) = all_0_141_141 & h4(all_0_223_223) = all_0_144_144 & h4(all_0_224_224) = all_0_146_146 & h4(all_0_225_225) = all_0_147_147 & h4(all_0_226_226) = all_0_149_149 & h4(all_0_227_227) = all_0_150_150 & h4(all_0_228_228) = all_0_151_151 & h4(all_0_229_229) = all_0_153_153 & h4(all_0_230_230) = all_0_154_154 & h4(e13) = e20 & h4(e12) = all_0_219_219 & h4(e11) = e21 & h4(e10) = e20 & h5(all_0_220_220) = all_0_120_120 & h5(all_0_221_221) = all_0_121_121 & h5(all_0_222_222) = all_0_123_123 & h5(all_0_223_223) = all_0_126_126 & h5(all_0_224_224) = all_0_128_128 & h5(all_0_225_225) = all_0_129_129 & h5(all_0_226_226) = all_0_131_131 & h5(all_0_227_227) = all_0_132_132 & h5(all_0_228_228) = all_0_133_133 & h5(all_0_229_229) = all_0_135_135 & h5(all_0_230_230) = all_0_136_136 & h5(e13) = e22 & h5(e12) = all_0_212_212 & h5(e11) = e21 & h5(e10) = e20 & h6(all_0_220_220) = all_0_108_108 & h6(all_0_221_221) = all_0_109_109 & h6(all_0_222_222) = all_0_110_110 & h6(all_0_223_223) = all_0_111_111 & h6(all_0_224_224) = all_0_112_112 & h6(all_0_225_225) = all_0_113_113 & h6(all_0_226_226) = all_0_114_114 & h6(all_0_227_227) = all_0_115_115 & h6(all_0_228_228) = all_0_116_116 & h6(all_0_229_229) = all_0_117_117 & h6(all_0_230_230) = all_0_118_118 & h6(e13) = e23 & h6(e12) = e22 & h6(e11) = e21 & h6(e10) = e20 & h7(all_0_220_220) = all_0_91_91 & h7(all_0_221_221) = all_0_92_92 & h7(all_0_222_222) = all_0_94_94 & h7(all_0_223_223) = all_0_97_97 & h7(all_0_224_224) = all_0_99_99 & h7(all_0_225_225) = all_0_100_100 & h7(all_0_226_226) = all_0_102_102 & h7(all_0_227_227) = all_0_103_103 & h7(all_0_228_228) = all_0_104_104 & h7(all_0_229_229) = all_0_106_106 & h7(all_0_230_230) = all_0_107_107 & h7(e13) = e20 & h7(e12) = all_0_218_218 & h7(e11) = e22 & h7(e10) = e20 & h8(all_0_220_220) = all_0_73_73 & h8(all_0_221_221) = all_0_74_74 & h8(all_0_222_222) = all_0_76_76 & h8(all_0_223_223) = all_0_79_79 & h8(all_0_224_224) = all_0_81_81 & h8(all_0_225_225) = all_0_82_82 & h8(all_0_226_226) = all_0_84_84 & h8(all_0_227_227) = all_0_85_85 & h8(all_0_228_228) = all_0_86_86 & h8(all_0_229_229) = all_0_88_88 & h8(all_0_230_230) = all_0_89_89 & h8(e13) = e21 & h8(e12) = all_0_215_215 & h8(e11) = e22 & h8(e10) = e20 & h9(all_0_220_220) = all_0_55_55 & h9(all_0_221_221) = all_0_56_56 & h9(all_0_222_222) = all_0_58_58 & h9(all_0_223_223) = all_0_61_61 & h9(all_0_224_224) = all_0_63_63 & h9(all_0_225_225) = all_0_64_64 & h9(all_0_226_226) = all_0_66_66 & h9(all_0_227_227) = all_0_67_67 & h9(all_0_228_228) = all_0_68_68 & h9(all_0_229_229) = all_0_70_70 & h9(all_0_230_230) = all_0_71_71 & h9(e13) = e23 & h9(e12) = all_0_209_209 & h9(e11) = e22 & h9(e10) = e20 & h10(all_0_220_220) = all_0_37_37 & h10(all_0_221_221) = all_0_38_38 & h10(all_0_222_222) = all_0_40_40 & h10(all_0_223_223) = all_0_43_43 & h10(all_0_224_224) = all_0_45_45 & h10(all_0_225_225) = all_0_46_46 & h10(all_0_226_226) = all_0_48_48 & h10(all_0_227_227) = all_0_49_49 & h10(all_0_228_228) = all_0_50_50 & h10(all_0_229_229) = all_0_52_52 & h10(all_0_230_230) = all_0_53_53 & h10(e13) = e20 & h10(e12) = all_0_217_217 & h10(e11) = e23 & h10(e10) = e20 & h11(all_0_220_220) = all_0_19_19 & h11(all_0_221_221) = all_0_20_20 & h11(all_0_222_222) = all_0_22_22 & h11(all_0_223_223) = all_0_25_25 & h11(all_0_224_224) = all_0_27_27 & h11(all_0_225_225) = all_0_28_28 & h11(all_0_226_226) = all_0_30_30 & h11(all_0_227_227) = all_0_31_31 & h11(all_0_228_228) = all_0_32_32 & h11(all_0_229_229) = all_0_34_34 & h11(all_0_230_230) = all_0_35_35 & h11(e13) = e21 & h11(e12) = all_0_214_214 & h11(e11) = e23 & h11(e10) = e20 & h12(all_0_220_220) = all_0_1_1 & h12(all_0_221_221) = all_0_2_2 & h12(all_0_222_222) = all_0_4_4 & h12(all_0_223_223) = all_0_7_7 & h12(all_0_224_224) = all_0_9_9 & h12(all_0_225_225) = all_0_10_10 & h12(all_0_226_226) = all_0_12_12 & h12(all_0_227_227) = all_0_13_13 & h12(all_0_228_228) = all_0_14_14 & h12(all_0_229_229) = all_0_16_16 & h12(all_0_230_230) = all_0_17_17 & h12(e13) = e22 & h12(e12) = all_0_211_211 & h12(e11) = e23 & h12(e10) = e20 & op2(all_0_209_209, all_0_209_209) = all_0_59_59 & op2(all_0_209_209, e23) = all_0_57_57 & op2(all_0_209_209, e22) = all_0_60_60 & op2(all_0_209_209, e20) = all_0_62_62 & op2(all_0_210_210, all_0_210_210) = all_0_160_160 & op2(all_0_210_210, e23) = all_0_158_158 & op2(all_0_210_210, e20) = all_0_161_161 & op2(all_0_210_210, e20) = all_0_163_163 & op2(all_0_211_211, all_0_211_211) = all_0_5_5 & op2(all_0_211_211, e23) = all_0_6_6 & op2(all_0_211_211, e22) = all_0_3_3 & op2(all_0_211_211, e20) = all_0_8_8 & op2(all_0_212_212, all_0_212_212) = all_0_124_124 & op2(all_0_212_212, e22) = all_0_122_122 & op2(all_0_212_212, e21) = all_0_125_125 & op2(all_0_212_212, e20) = all_0_127_127 & op2(all_0_213_213, all_0_213_213) = all_0_178_178 & op2(all_0_213_213, e22) = all_0_176_176 & op2(all_0_213_213, e20) = all_0_179_179 & op2(all_0_213_213, e20) = all_0_181_181 & op2(all_0_214_214, all_0_214_214) = all_0_23_23 & op2(all_0_214_214, e23) = all_0_24_24 & op2(all_0_214_214, e21) = all_0_21_21 & op2(all_0_214_214, e20) = all_0_26_26 & op2(all_0_215_215, all_0_215_215) = all_0_77_77 & op2(all_0_215_215, e22) = all_0_78_78 & op2(all_0_215_215, e21) = all_0_75_75 & op2(all_0_215_215, e20) = all_0_80_80 & op2(all_0_216_216, all_0_216_216) = all_0_196_196 & op2(all_0_216_216, e21) = all_0_194_194 & op2(all_0_216_216, e20) = all_0_197_197 & op2(all_0_216_216, e20) = all_0_199_199 & op2(all_0_217_217, all_0_217_217) = all_0_41_41 & op2(all_0_217_217, e23) = all_0_42_42 & op2(all_0_217_217, e20) = all_0_39_39 & op2(all_0_217_217, e20) = all_0_44_44 & op2(all_0_218_218, all_0_218_218) = all_0_95_95 & op2(all_0_218_218, e22) = all_0_96_96 & op2(all_0_218_218, e20) = all_0_93_93 & op2(all_0_218_218, e20) = all_0_98_98 & op2(all_0_219_219, all_0_219_219) = all_0_142_142 & op2(all_0_219_219, e21) = all_0_143_143 & op2(all_0_219_219, e20) = all_0_140_140 & op2(all_0_219_219, e20) = all_0_145_145 & op2(unit2, e23) = e23 & op2(unit2, e22) = e22 & op2(unit2, e21) = e21 & op2(unit2, e20) = e20 & op2(e23, all_0_209_209) = all_0_54_54 & op2(e23, all_0_210_210) = all_0_155_155 & op2(e23, all_0_211_211) = all_0_11_11 & op2(e23, all_0_214_214) = all_0_29_29 & op2(e23, all_0_217_217) = all_0_47_47 & op2(e23, unit2) = e23 & op2(e23, e23) = e20 & op2(e23, e22) = all_0_209_209 & op2(e23, e21) = e22 & op2(e23, e20) = all_0_210_210 & op2(e22, all_0_209_209) = all_0_65_65 & op2(e22, all_0_211_211) = all_0_0_0 & op2(e22, all_0_212_212) = all_0_119_119 & op2(e22, all_0_213_213) = all_0_173_173 & op2(e22, all_0_215_215) = all_0_83_83 & op2(e22, all_0_218_218) = all_0_101_101 & op2(e22, unit2) = e22 & op2(e22, e23) = all_0_211_211 & op2(e22, e22) = e20 & op2(e22, e21) = all_0_212_212 & op2(e22, e20) = all_0_213_213 & op2(e21, all_0_212_212) = all_0_130_130 & op2(e21, all_0_214_214) = all_0_18_18 & op2(e21, all_0_215_215) = all_0_72_72 & op2(e21, all_0_216_216) = all_0_191_191 & op2(e21, all_0_219_219) = all_0_148_148 & op2(e21, unit2) = e21 & op2(e21, e23) = all_0_214_214 & op2(e21, e22) = all_0_215_215 & op2(e21, e21) = e20 & op2(e21, e20) = all_0_216_216 & op2(e20, all_0_209_209) = all_0_69_69 & op2(e20, all_0_210_210) = all_0_166_166 & op2(e20, all_0_210_210) = all_0_170_170 & op2(e20, all_0_211_211) = all_0_15_15 & op2(e20, all_0_212_212) = all_0_134_134 & op2(e20, all_0_213_213) = all_0_184_184 & op2(e20, all_0_213_213) = all_0_188_188 & op2(e20, all_0_214_214) = all_0_33_33 & op2(e20, all_0_215_215) = all_0_87_87 & op2(e20, all_0_216_216) = all_0_202_202 & op2(e20, all_0_216_216) = all_0_206_206 & op2(e20, all_0_217_217) = all_0_36_36 & op2(e20, all_0_217_217) = all_0_51_51 & op2(e20, all_0_218_218) = all_0_90_90 & op2(e20, all_0_218_218) = all_0_105_105 & op2(e20, all_0_219_219) = all_0_137_137 & op2(e20, all_0_219_219) = all_0_152_152 & op2(e20, unit2) = e20 & op2(e20, e23) = all_0_217_217 & op2(e20, e22) = all_0_218_218 & op2(e20, e21) = all_0_219_219 & op2(e20, e20) = e20 &  ! [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)) &  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h8(v2) = v1) |  ~ (h8(v2) = v0)) &  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h9(v2) = v1) |  ~ (h9(v2) = v0)) &  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h10(v2) = v1) |  ~ (h10(v2) = v0)) &  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h11(v2) = v1) |  ~ (h11(v2) = v0)) &  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h12(v2) = v1) |  ~ (h12(v2) = v0)) & ( ~ (all_0_0_0 = all_0_1_1) |  ~ (all_0_2_2 = all_0_213_213) |  ~ (all_0_3_3 = all_0_4_4) |  ~ (all_0_5_5 = e20) |  ~ (all_0_6_6 = all_0_7_7) |  ~ (all_0_8_8 = all_0_9_9) |  ~ (all_0_10_10 = all_0_209_209) |  ~ (all_0_11_11 = all_0_12_12) |  ~ (all_0_13_13 = all_0_210_210) |  ~ (all_0_14_14 = all_0_218_218) |  ~ (all_0_15_15 = all_0_16_16) |  ~ (all_0_17_17 = all_0_217_217) |  ~ (all_0_211_211 = e21)) & ( ~ (all_0_18_18 = all_0_19_19) |  ~ (all_0_20_20 = all_0_216_216) |  ~ (all_0_21_21 = all_0_22_22) |  ~ (all_0_23_23 = e20) |  ~ (all_0_24_24 = all_0_25_25) |  ~ (all_0_26_26 = all_0_27_27) |  ~ (all_0_28_28 = e22) |  ~ (all_0_29_29 = all_0_30_30) |  ~ (all_0_31_31 = all_0_210_210) |  ~ (all_0_32_32 = all_0_219_219) |  ~ (all_0_33_33 = all_0_34_34) |  ~ (all_0_35_35 = all_0_217_217) |  ~ (all_0_214_214 = e22)) & ( ~ (all_0_54_54 = all_0_55_55) |  ~ (all_0_56_56 = all_0_210_210) |  ~ (all_0_57_57 = all_0_58_58) |  ~ (all_0_59_59 = e20) |  ~ (all_0_60_60 = all_0_61_61) |  ~ (all_0_62_62 = all_0_63_63) |  ~ (all_0_64_64 = all_0_211_211) |  ~ (all_0_65_65 = all_0_66_66) |  ~ (all_0_67_67 = all_0_213_213) |  ~ (all_0_68_68 = all_0_217_217) |  ~ (all_0_69_69 = all_0_70_70) |  ~ (all_0_71_71 = all_0_218_218) |  ~ (all_0_209_209 = e21)) & ( ~ (all_0_72_72 = all_0_73_73) |  ~ (all_0_74_74 = all_0_216_216) |  ~ (all_0_75_75 = all_0_76_76) |  ~ (all_0_77_77 = e20) |  ~ (all_0_78_78 = all_0_79_79) |  ~ (all_0_80_80 = all_0_81_81) |  ~ (all_0_82_82 = all_0_212_212) |  ~ (all_0_83_83 = all_0_84_84) |  ~ (all_0_85_85 = all_0_213_213) |  ~ (all_0_86_86 = all_0_219_219) |  ~ (all_0_87_87 = all_0_88_88) |  ~ (all_0_89_89 = all_0_218_218) |  ~ (all_0_215_215 = e23)) & ( ~ (all_0_108_108 = all_0_209_209) |  ~ (all_0_109_109 = all_0_210_210) |  ~ (all_0_110_110 = all_0_211_211) |  ~ (all_0_111_111 = all_0_212_212) |  ~ (all_0_112_112 = all_0_213_213) |  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)) & ( ~ (all_0_119_119 = all_0_120_120) |  ~ (all_0_121_121 = all_0_213_213) |  ~ (all_0_122_122 = all_0_123_123) |  ~ (all_0_124_124 = e20) |  ~ (all_0_125_125 = all_0_126_126) |  ~ (all_0_127_127 = all_0_128_128) |  ~ (all_0_129_129 = all_0_215_215) |  ~ (all_0_130_130 = all_0_131_131) |  ~ (all_0_132_132 = all_0_216_216) |  ~ (all_0_133_133 = all_0_218_218) |  ~ (all_0_134_134 = all_0_135_135) |  ~ (all_0_136_136 = all_0_219_219) |  ~ (all_0_212_212 = e23)) & (all_0_209_209 = e23 | all_0_209_209 = e21) & (all_0_209_209 = e23 | all_0_210_210 = e23) & (all_0_209_209 = e23 | all_0_215_215 = e23 | all_0_218_218 = e23) & (all_0_209_209 = e21 | all_0_210_210 = e21) & (all_0_209_209 = e21 | all_0_215_215 = e21 | all_0_218_218 = e21) & (all_0_210_210 = e23 | all_0_210_210 = e21) & (all_0_210_210 = e23 | all_0_213_213 = e23 | all_0_216_216 = e23) & (all_0_210_210 = e21 | all_0_213_213 = e21 | all_0_216_216 = e21) & (all_0_211_211 = e23 | all_0_211_211 = e22 | all_0_211_211 = e21) & (all_0_211_211 = e23 | all_0_212_212 = e23 | all_0_213_213 = e23) & (all_0_211_211 = e23 | all_0_214_214 = e23 | all_0_217_217 = e23) & (all_0_211_211 = e22 | all_0_213_213 = e22) & (all_0_211_211 = e22 | all_0_214_214 = e22 | all_0_217_217 = e22) & (all_0_211_211 = e21 | all_0_212_212 = e21 | all_0_213_213 = e21) & (all_0_211_211 = e21 | all_0_214_214 = e21 | all_0_217_217 = e21) & (all_0_212_212 = e23 | all_0_212_212 = e21) & (all_0_212_212 = e23 | all_0_219_219 = e23) & (all_0_212_212 = e21 | all_0_219_219 = e21) & (all_0_213_213 = e23 | all_0_213_213 = e22 | all_0_213_213 = e21) & (all_0_213_213 = e22 | all_0_216_216 = e22) & (all_0_214_214 = e23 | all_0_214_214 = e22 | all_0_214_214 = e21) & (all_0_214_214 = e23 | all_0_215_215 = e23 | all_0_216_216 = e23) & (all_0_214_214 = e22 | all_0_215_215 = e22 | all_0_216_216 = e22) & (all_0_214_214 = e21 | all_0_215_215 = e21 | all_0_216_216 = e21) & (all_0_215_215 = e23 | all_0_215_215 = e22 | all_0_215_215 = e21) & (all_0_215_215 = e22 | all_0_218_218 = e22) & (all_0_216_216 = e23 | all_0_216_216 = e22 | all_0_216_216 = e21) & (all_0_217_217 = e23 | all_0_217_217 = e22 | all_0_217_217 = e21) & (all_0_217_217 = e23 | all_0_218_218 = e23 | all_0_219_219 = e23) & (all_0_217_217 = e22 | all_0_218_218 = e22) & (all_0_217_217 = e21 | all_0_218_218 = e21 | all_0_219_219 = e21) & (all_0_218_218 = e23 | all_0_218_218 = e22 | all_0_218_218 = e21) & (all_0_219_219 = e23 | all_0_219_219 = e21) & (all_0_220_220 = e13 | all_0_220_220 = e11) & (all_0_220_220 = e13 | all_0_221_221 = e13) & (all_0_220_220 = e13 | all_0_226_226 = e13 | all_0_229_229 = e13) & (all_0_220_220 = e11 | all_0_221_221 = e11) & (all_0_220_220 = e11 | all_0_226_226 = e11 | all_0_229_229 = e11) & (all_0_221_221 = e13 | all_0_221_221 = e11) & (all_0_221_221 = e13 | all_0_224_224 = e13 | all_0_227_227 = e13) & (all_0_221_221 = e11 | all_0_224_224 = e11 | all_0_227_227 = e11) & (all_0_222_222 = e13 | all_0_222_222 = e12 | all_0_222_222 = e11) & (all_0_222_222 = e13 | all_0_223_223 = e13 | all_0_224_224 = e13) & (all_0_222_222 = e13 | all_0_225_225 = e13 | all_0_228_228 = e13) & (all_0_222_222 = e12 | all_0_224_224 = e12) & (all_0_222_222 = e12 | all_0_225_225 = e12 | all_0_228_228 = e12) & (all_0_222_222 = e11 | all_0_223_223 = e11 | all_0_224_224 = e11) & (all_0_222_222 = e11 | all_0_225_225 = e11 | all_0_228_228 = e11) & (all_0_223_223 = e13 | all_0_223_223 = e11) & (all_0_223_223 = e13 | all_0_230_230 = e13) & (all_0_223_223 = e11 | all_0_230_230 = e11) & (all_0_224_224 = e13 | all_0_224_224 = e12 | all_0_224_224 = e11) & (all_0_224_224 = e12 | all_0_227_227 = e12) & (all_0_225_225 = e13 | all_0_225_225 = e12 | all_0_225_225 = e11) & (all_0_225_225 = e13 | all_0_226_226 = e13 | all_0_227_227 = e13) & (all_0_225_225 = e12 | all_0_226_226 = e12 | all_0_227_227 = e12) & (all_0_225_225 = e11 | all_0_226_226 = e11 | all_0_227_227 = e11) & (all_0_226_226 = e13 | all_0_226_226 = e12 | all_0_226_226 = e11) & (all_0_226_226 = e12 | all_0_229_229 = e12) & (all_0_227_227 = e13 | all_0_227_227 = e12 | all_0_227_227 = e11) & (all_0_228_228 = e13 | all_0_228_228 = e12 | all_0_228_228 = e11) & (all_0_228_228 = e13 | all_0_229_229 = e13 | all_0_230_230 = e13) & (all_0_228_228 = e12 | all_0_229_229 = e12) & (all_0_228_228 = e11 | all_0_229_229 = e11 | all_0_230_230 = e11) & (all_0_229_229 = e13 | all_0_229_229 = e12 | all_0_229_229 = e11) & (all_0_230_230 = e13 | all_0_230_230 = e11) & (unit2 = e23 | unit2 = e22 | unit2 = e21 | unit2 = e20) & (unit1 = e13 | unit1 = e12 | unit1 = e11 | unit1 = e10)
% 19.46/5.03  |
% 19.46/5.03  | Applying alpha-rule on (1) yields:
% 19.46/5.03  | (2) op1(e11, unit1) = e11
% 19.46/5.03  | (3) op2(all_0_219_219, all_0_219_219) = all_0_142_142
% 19.46/5.03  | (4) op2(e22, e22) = e20
% 19.46/5.03  | (5) op2(all_0_211_211, e23) = all_0_6_6
% 19.46/5.03  | (6) op2(e22, all_0_218_218) = all_0_101_101
% 19.46/5.03  | (7) op2(e22, e20) = all_0_213_213
% 19.46/5.03  | (8) h11(all_0_228_228) = all_0_32_32
% 19.46/5.03  | (9) op2(e20, all_0_210_210) = all_0_166_166
% 19.46/5.03  | (10) op2(e23, e20) = all_0_210_210
% 19.46/5.03  | (11) all_0_209_209 = e23 | all_0_209_209 = e21
% 19.46/5.03  | (12)  ~ (all_0_210_210 = all_0_213_213)
% 19.46/5.03  | (13) op1(e10, e13) = all_0_228_228
% 19.46/5.03  | (14) op2(all_0_211_211, all_0_211_211) = all_0_5_5
% 19.46/5.03  | (15) h8(all_0_228_228) = all_0_86_86
% 19.46/5.03  | (16) all_0_213_213 = e23 | all_0_213_213 = e22 | all_0_213_213 = e21
% 19.46/5.03  | (17) op2(e23, all_0_211_211) = all_0_11_11
% 19.46/5.03  | (18) op2(all_0_214_214, e23) = all_0_24_24
% 19.46/5.03  | (19) h9(e13) = e23
% 19.46/5.03  | (20) h10(e12) = all_0_217_217
% 19.46/5.03  | (21) h12(all_0_223_223) = all_0_7_7
% 19.46/5.03  | (22) all_0_212_212 = e21 | all_0_219_219 = e21
% 19.46/5.03  | (23) h11(all_0_229_229) = all_0_34_34
% 19.46/5.03  | (24)  ~ (all_0_228_228 = e10)
% 19.46/5.03  | (25) op1(e12, e12) = e10
% 19.46/5.03  | (26)  ~ (e22 = e11)
% 19.46/5.03  | (27) h12(all_0_221_221) = all_0_2_2
% 19.46/5.03  | (28) h5(all_0_223_223) = all_0_126_126
% 19.46/5.03  | (29) op2(unit2, e21) = e21
% 19.46/5.03  | (30) h2(e12) = all_0_213_213
% 19.46/5.03  | (31) op1(e13, e11) = e12
% 19.46/5.03  | (32) op1(e13, unit1) = e13
% 19.46/5.03  | (33)  ~ (e23 = e10)
% 19.46/5.04  | (34) h9(all_0_227_227) = all_0_67_67
% 19.46/5.04  | (35)  ~ (all_0_214_214 = all_0_216_216)
% 19.46/5.04  | (36) h5(all_0_230_230) = all_0_136_136
% 19.46/5.04  | (37)  ~ (e22 = e21)
% 19.46/5.04  | (38) h1(all_0_225_225) = all_0_201_201
% 19.46/5.04  | (39) op2(e20, all_0_210_210) = all_0_170_170
% 19.46/5.04  | (40)  ~ (e13 = e11)
% 19.46/5.04  | (41) h11(all_0_223_223) = all_0_25_25
% 19.46/5.04  | (42) op2(all_0_210_210, e23) = all_0_158_158
% 19.46/5.04  | (43) op2(e20, all_0_209_209) = all_0_69_69
% 19.46/5.04  | (44) h12(all_0_220_220) = all_0_1_1
% 19.46/5.04  | (45) h2(e11) = e20
% 19.46/5.04  | (46) h12(all_0_224_224) = all_0_9_9
% 19.46/5.04  | (47) h1(all_0_229_229) = all_0_207_207
% 19.46/5.04  | (48) h1(all_0_222_222) = all_0_195_195
% 19.46/5.04  | (49)  ~ (all_0_220_220 = all_0_221_221)
% 19.46/5.04  | (50)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h9(v2) = v1) |  ~ (h9(v2) = v0))
% 19.46/5.04  | (51)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h1(v2) = v1) |  ~ (h1(v2) = v0))
% 19.46/5.04  | (52)  ~ (all_0_223_223 = all_0_224_224)
% 19.46/5.04  | (53) op1(unit1, e11) = e11
% 19.46/5.04  | (54) op1(e12, unit1) = e12
% 19.46/5.04  | (55) h6(all_0_229_229) = all_0_117_117
% 19.46/5.04  | (56) op2(e22, all_0_212_212) = all_0_119_119
% 19.46/5.04  | (57) op2(all_0_215_215, e22) = all_0_78_78
% 19.46/5.04  | (58) h4(all_0_229_229) = all_0_153_153
% 19.46/5.04  | (59)  ~ (e23 = e20)
% 19.46/5.04  | (60) op2(e23, all_0_214_214) = all_0_29_29
% 19.46/5.04  | (61) op2(e20, all_0_216_216) = all_0_202_202
% 19.46/5.04  | (62) op2(e20, e21) = all_0_219_219
% 19.46/5.04  | (63)  ~ (all_0_214_214 = e20)
% 19.46/5.04  | (64) h12(all_0_229_229) = all_0_16_16
% 19.46/5.04  | (65) all_0_213_213 = e22 | all_0_216_216 = e22
% 19.46/5.04  | (66) h10(all_0_226_226) = all_0_48_48
% 19.46/5.04  | (67) all_0_210_210 = e23 | all_0_210_210 = e21
% 19.46/5.04  | (68) h1(e12) = all_0_216_216
% 19.46/5.04  | (69)  ~ (all_0_225_225 = all_0_226_226)
% 19.46/5.04  | (70) all_0_222_222 = e12 | all_0_224_224 = e12
% 19.46/5.04  | (71) h6(e12) = e22
% 19.46/5.04  | (72)  ~ (all_0_212_212 = e20)
% 19.46/5.04  | (73) h1(e13) = e21
% 19.46/5.04  | (74) op1(unit1, e13) = e13
% 19.46/5.04  | (75) h12(all_0_230_230) = all_0_17_17
% 19.46/5.04  | (76) h8(e10) = e20
% 19.46/5.04  | (77)  ~ (all_0_221_221 = all_0_224_224)
% 19.46/5.04  | (78)  ~ (all_0_225_225 = e10)
% 19.46/5.04  | (79)  ~ (all_0_211_211 = all_0_214_214)
% 19.46/5.04  | (80) op2(all_0_215_215, e20) = all_0_80_80
% 19.46/5.04  | (81) op2(all_0_217_217, e20) = all_0_39_39
% 19.46/5.04  | (82)  ~ (all_0_230_230 = e12)
% 19.46/5.04  | (83) h9(all_0_222_222) = all_0_58_58
% 19.46/5.04  | (84) all_0_214_214 = e23 | all_0_214_214 = e22 | all_0_214_214 = e21
% 19.46/5.04  | (85) h9(all_0_223_223) = all_0_61_61
% 19.46/5.04  | (86)  ~ (all_0_219_219 = e20)
% 19.46/5.04  | (87) op2(e22, all_0_211_211) = all_0_0_0
% 19.46/5.04  | (88) op2(e20, e22) = all_0_218_218
% 19.46/5.04  | (89) all_0_224_224 = e12 | all_0_227_227 = e12
% 19.46/5.04  | (90) h10(all_0_220_220) = all_0_37_37
% 19.46/5.04  | (91) h11(e11) = e23
% 19.46/5.04  | (92) all_0_222_222 = e13 | all_0_222_222 = e12 | all_0_222_222 = e11
% 19.46/5.04  | (93) op2(e22, e21) = all_0_212_212
% 19.46/5.04  | (94) h8(all_0_224_224) = all_0_81_81
% 19.46/5.04  | (95) h10(all_0_221_221) = all_0_38_38
% 19.46/5.04  | (96)  ~ (e22 = e13)
% 19.46/5.04  | (97) op2(all_0_215_215, e21) = all_0_75_75
% 19.46/5.04  | (98) h10(all_0_222_222) = all_0_40_40
% 19.46/5.04  | (99) all_0_222_222 = e13 | all_0_223_223 = e13 | all_0_224_224 = e13
% 19.46/5.04  | (100)  ~ (all_0_220_220 = e10)
% 19.46/5.04  | (101) op2(all_0_216_216, e20) = all_0_197_197
% 19.46/5.04  | (102) all_0_228_228 = e11 | all_0_229_229 = e11 | all_0_230_230 = e11
% 19.46/5.04  | (103) h5(all_0_229_229) = all_0_135_135
% 19.46/5.04  | (104)  ~ (all_0_228_228 = all_0_229_229)
% 19.46/5.04  | (105)  ~ (all_0_211_211 = all_0_212_212)
% 19.46/5.04  | (106) op2(e23, e23) = e20
% 19.46/5.04  | (107) op2(all_0_213_213, e22) = all_0_176_176
% 19.46/5.04  | (108) h6(all_0_221_221) = all_0_109_109
% 19.46/5.04  | (109) h6(all_0_225_225) = all_0_113_113
% 19.46/5.04  | (110)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h2(v2) = v1) |  ~ (h2(v2) = v0))
% 19.46/5.04  | (111)  ~ (all_0_222_222 = all_0_228_228)
% 19.46/5.04  | (112)  ~ (e13 = e12)
% 19.46/5.04  | (113)  ~ (e23 = e13)
% 19.46/5.04  | (114) op2(e23, e22) = all_0_209_209
% 19.46/5.04  | (115) h9(e11) = e22
% 19.46/5.04  | (116) op2(unit2, e23) = e23
% 19.46/5.04  | (117)  ~ (all_0_0_0 = all_0_1_1) |  ~ (all_0_2_2 = all_0_213_213) |  ~ (all_0_3_3 = all_0_4_4) |  ~ (all_0_5_5 = e20) |  ~ (all_0_6_6 = all_0_7_7) |  ~ (all_0_8_8 = all_0_9_9) |  ~ (all_0_10_10 = all_0_209_209) |  ~ (all_0_11_11 = all_0_12_12) |  ~ (all_0_13_13 = all_0_210_210) |  ~ (all_0_14_14 = all_0_218_218) |  ~ (all_0_15_15 = all_0_16_16) |  ~ (all_0_17_17 = all_0_217_217) |  ~ (all_0_211_211 = e21)
% 19.46/5.04  | (118)  ~ (all_0_222_222 = all_0_223_223)
% 19.46/5.04  | (119)  ~ (all_0_210_210 = all_0_216_216)
% 19.46/5.04  | (120)  ~ (all_0_217_217 = all_0_218_218)
% 19.46/5.04  | (121) op2(e21, all_0_216_216) = all_0_191_191
% 19.46/5.04  | (122) op2(all_0_210_210, e20) = all_0_161_161
% 19.46/5.04  | (123) h10(all_0_228_228) = all_0_50_50
% 19.46/5.04  | (124) all_0_228_228 = e13 | all_0_229_229 = e13 | all_0_230_230 = e13
% 19.46/5.04  | (125) op2(all_0_210_210, e20) = all_0_163_163
% 19.46/5.04  | (126) h7(all_0_221_221) = all_0_92_92
% 19.46/5.04  | (127)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h11(v2) = v1) |  ~ (h11(v2) = v0))
% 19.46/5.05  | (128) op1(e12, e11) = all_0_223_223
% 19.46/5.05  | (129) h9(all_0_228_228) = all_0_68_68
% 19.46/5.05  | (130) all_0_225_225 = e12 | all_0_226_226 = e12 | all_0_227_227 = e12
% 19.46/5.05  | (131) all_0_220_220 = e13 | all_0_221_221 = e13
% 19.46/5.05  | (132) h3(all_0_229_229) = all_0_171_171
% 19.46/5.05  | (133) h10(all_0_227_227) = all_0_49_49
% 19.46/5.05  | (134) h11(all_0_226_226) = all_0_30_30
% 19.46/5.05  | (135) h3(all_0_223_223) = all_0_162_162
% 19.46/5.05  | (136)  ~ (e23 = e22)
% 19.46/5.05  | (137)  ~ (all_0_216_216 = e20)
% 19.46/5.05  | (138)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h7(v2) = v1) |  ~ (h7(v2) = v0))
% 19.46/5.05  | (139) h2(all_0_220_220) = all_0_174_174
% 19.46/5.05  | (140)  ~ (all_0_228_228 = all_0_230_230)
% 19.46/5.05  | (141)  ~ (all_0_210_210 = e22)
% 19.46/5.05  | (142) h3(all_0_227_227) = all_0_168_168
% 19.46/5.05  | (143) h7(all_0_220_220) = all_0_91_91
% 19.46/5.05  | (144) all_0_223_223 = e11 | all_0_230_230 = e11
% 19.46/5.05  | (145) op1(e10, unit1) = e10
% 19.46/5.05  | (146) op2(unit2, e20) = e20
% 19.46/5.05  | (147) op2(e20, all_0_219_219) = all_0_152_152
% 19.46/5.05  | (148)  ! [v0] :  ! [v1] :  ! [v2] :  ! [v3] : (v1 = v0 |  ~ (op2(v3, v2) = v1) |  ~ (op2(v3, v2) = v0))
% 19.46/5.05  | (149) all_0_227_227 = e13 | all_0_227_227 = e12 | all_0_227_227 = e11
% 19.46/5.05  | (150) all_0_211_211 = e22 | all_0_214_214 = e22 | all_0_217_217 = e22
% 19.46/5.05  | (151) h10(all_0_225_225) = all_0_46_46
% 19.46/5.05  | (152) all_0_226_226 = e12 | all_0_229_229 = e12
% 19.46/5.05  | (153) h7(all_0_230_230) = all_0_107_107
% 19.46/5.05  | (154) op2(e22, all_0_209_209) = all_0_65_65
% 19.46/5.05  | (155)  ~ (all_0_209_209 = all_0_218_218)
% 19.46/5.05  | (156) op2(e22, all_0_215_215) = all_0_83_83
% 19.46/5.05  | (157) h1(all_0_228_228) = all_0_205_205
% 19.46/5.05  | (158) h1(all_0_230_230) = all_0_208_208
% 19.46/5.05  | (159) h5(e10) = e20
% 19.46/5.05  | (160) h3(all_0_221_221) = all_0_157_157
% 19.46/5.05  | (161)  ~ (all_0_209_209 = e20)
% 19.46/5.05  | (162) all_0_216_216 = e23 | all_0_216_216 = e22 | all_0_216_216 = e21
% 19.46/5.05  | (163) all_0_220_220 = e13 | all_0_226_226 = e13 | all_0_229_229 = e13
% 19.46/5.05  | (164) h6(all_0_223_223) = all_0_111_111
% 19.46/5.05  | (165) all_0_228_228 = e13 | all_0_228_228 = e12 | all_0_228_228 = e11
% 19.46/5.05  | (166) h8(all_0_223_223) = all_0_79_79
% 19.46/5.05  | (167) h12(all_0_225_225) = all_0_10_10
% 19.46/5.05  | (168) h4(all_0_221_221) = all_0_139_139
% 19.46/5.05  | (169)  ~ (all_0_222_222 = e10)
% 19.46/5.05  | (170)  ~ (e13 = e10)
% 19.46/5.05  | (171) all_0_215_215 = e23 | all_0_215_215 = e22 | all_0_215_215 = e21
% 19.46/5.05  | (172) h8(all_0_221_221) = all_0_74_74
% 19.46/5.05  | (173) all_0_221_221 = e13 | all_0_224_224 = e13 | all_0_227_227 = e13
% 19.46/5.05  | (174)  ~ (all_0_229_229 = all_0_230_230)
% 19.46/5.05  | (175)  ~ (e11 = e10)
% 19.46/5.05  | (176) op2(e21, e20) = all_0_216_216
% 19.46/5.05  | (177) all_0_222_222 = e13 | all_0_225_225 = e13 | all_0_228_228 = e13
% 19.46/5.05  | (178) h4(all_0_222_222) = all_0_141_141
% 19.46/5.05  | (179)  ~ (e21 = e12)
% 19.46/5.05  | (180) all_0_221_221 = e13 | all_0_221_221 = e11
% 19.46/5.05  | (181) op2(all_0_209_209, e23) = all_0_57_57
% 19.46/5.05  | (182) h1(all_0_220_220) = all_0_192_192
% 19.46/5.05  | (183) h5(all_0_226_226) = all_0_131_131
% 19.46/5.05  | (184) h4(e10) = e20
% 19.46/5.05  | (185) h7(all_0_229_229) = all_0_106_106
% 19.46/5.05  | (186) h7(e12) = all_0_218_218
% 19.46/5.05  | (187) op2(e20, all_0_217_217) = all_0_51_51
% 19.46/5.05  | (188) h1(e10) = e20
% 19.46/5.05  | (189) op2(all_0_214_214, e20) = all_0_26_26
% 19.46/5.05  | (190)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h12(v2) = v1) |  ~ (h12(v2) = v0))
% 19.46/5.05  | (191) op2(e23, all_0_217_217) = all_0_47_47
% 19.46/5.05  | (192)  ~ (all_0_221_221 = e10)
% 19.46/5.05  | (193) h2(e13) = e22
% 19.46/5.05  | (194) all_0_217_217 = e22 | all_0_218_218 = e22
% 19.46/5.05  | (195) all_0_215_215 = e22 | all_0_218_218 = e22
% 19.46/5.05  | (196) h6(all_0_224_224) = all_0_112_112
% 19.46/5.05  | (197) op2(all_0_216_216, all_0_216_216) = all_0_196_196
% 19.46/5.05  | (198)  ~ (all_0_215_215 = all_0_218_218)
% 19.46/5.05  | (199) all_0_222_222 = e12 | all_0_225_225 = e12 | all_0_228_228 = e12
% 19.46/5.05  | (200) op1(e13, e13) = e10
% 19.46/5.05  | (201) all_0_209_209 = e21 | all_0_210_210 = e21
% 19.46/5.05  | (202) op2(all_0_218_218, e22) = all_0_96_96
% 19.46/5.05  | (203)  ~ (e12 = e10)
% 19.46/5.05  | (204)  ~ (all_0_119_119 = all_0_120_120) |  ~ (all_0_121_121 = all_0_213_213) |  ~ (all_0_122_122 = all_0_123_123) |  ~ (all_0_124_124 = e20) |  ~ (all_0_125_125 = all_0_126_126) |  ~ (all_0_127_127 = all_0_128_128) |  ~ (all_0_129_129 = all_0_215_215) |  ~ (all_0_130_130 = all_0_131_131) |  ~ (all_0_132_132 = all_0_216_216) |  ~ (all_0_133_133 = all_0_218_218) |  ~ (all_0_134_134 = all_0_135_135) |  ~ (all_0_136_136 = all_0_219_219) |  ~ (all_0_212_212 = e23)
% 19.46/5.05  | (205)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h3(v2) = v1) |  ~ (h3(v2) = v0))
% 19.82/5.05  | (206) h1(all_0_221_221) = all_0_193_193
% 19.82/5.05  | (207) h6(all_0_220_220) = all_0_108_108
% 19.82/5.05  | (208) op2(all_0_209_209, e22) = all_0_60_60
% 19.82/5.05  | (209) h1(e11) = e20
% 19.82/5.05  | (210) h7(all_0_224_224) = all_0_99_99
% 19.82/5.05  | (211) h11(all_0_227_227) = all_0_31_31
% 19.82/5.05  | (212) all_0_220_220 = e13 | all_0_220_220 = e11
% 19.82/5.05  | (213)  ~ (all_0_54_54 = all_0_55_55) |  ~ (all_0_56_56 = all_0_210_210) |  ~ (all_0_57_57 = all_0_58_58) |  ~ (all_0_59_59 = e20) |  ~ (all_0_60_60 = all_0_61_61) |  ~ (all_0_62_62 = all_0_63_63) |  ~ (all_0_64_64 = all_0_211_211) |  ~ (all_0_65_65 = all_0_66_66) |  ~ (all_0_67_67 = all_0_213_213) |  ~ (all_0_68_68 = all_0_217_217) |  ~ (all_0_69_69 = all_0_70_70) |  ~ (all_0_71_71 = all_0_218_218) |  ~ (all_0_209_209 = e21)
% 19.82/5.05  | (214)  ~ (all_0_221_221 = all_0_227_227)
% 19.82/5.05  | (215) op2(all_0_218_218, e20) = all_0_93_93
% 19.82/5.05  | (216)  ~ (all_0_230_230 = e10)
% 19.82/5.05  | (217)  ~ (all_0_211_211 = all_0_213_213)
% 19.82/5.05  | (218) h4(all_0_230_230) = all_0_154_154
% 19.82/5.06  | (219) op2(all_0_218_218, all_0_218_218) = all_0_95_95
% 19.82/5.06  | (220) h9(all_0_230_230) = all_0_71_71
% 19.82/5.06  | (221) all_0_210_210 = e21 | all_0_213_213 = e21 | all_0_216_216 = e21
% 19.82/5.06  | (222)  ~ (all_0_212_212 = e22)
% 19.82/5.06  | (223) h4(all_0_220_220) = all_0_138_138
% 19.82/5.06  | (224) all_0_220_220 = e11 | all_0_221_221 = e11
% 19.82/5.06  | (225) h2(all_0_229_229) = all_0_189_189
% 19.82/5.06  | (226) op2(e23, e21) = e22
% 19.82/5.06  | (227) h2(all_0_222_222) = all_0_177_177
% 19.82/5.06  | (228) op2(e21, all_0_215_215) = all_0_72_72
% 19.82/5.06  | (229) h1(all_0_224_224) = all_0_200_200
% 19.82/5.06  | (230) op2(e20, all_0_216_216) = all_0_206_206
% 19.82/5.06  | (231) h3(e12) = all_0_210_210
% 19.82/5.06  | (232) op2(all_0_211_211, e20) = all_0_8_8
% 19.82/5.06  | (233)  ~ (e23 = e11)
% 19.82/5.06  | (234) op2(e22, e23) = all_0_211_211
% 19.82/5.06  | (235) all_0_209_209 = e23 | all_0_210_210 = e23
% 19.82/5.06  | (236) h7(all_0_228_228) = all_0_104_104
% 19.82/5.06  | (237)  ~ (all_0_108_108 = all_0_209_209) |  ~ (all_0_109_109 = all_0_210_210) |  ~ (all_0_110_110 = all_0_211_211) |  ~ (all_0_111_111 = all_0_212_212) |  ~ (all_0_112_112 = all_0_213_213) |  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 19.82/5.06  | (238) op2(e21, e23) = all_0_214_214
% 19.82/5.06  | (239) all_0_212_212 = e23 | all_0_212_212 = e21
% 19.82/5.06  | (240) h3(e10) = e20
% 19.82/5.06  | (241) op2(e20, e20) = e20
% 19.82/5.06  | (242) op2(all_0_212_212, e21) = all_0_125_125
% 19.82/5.06  | (243) op2(e20, all_0_217_217) = all_0_36_36
% 19.82/5.06  | (244) op2(e22, all_0_213_213) = all_0_173_173
% 19.82/5.06  | (245) h3(all_0_226_226) = all_0_167_167
% 19.82/5.06  | (246) op2(all_0_216_216, e20) = all_0_199_199
% 19.82/5.06  | (247)  ~ (all_0_220_220 = e12)
% 19.82/5.06  | (248) h5(e11) = e21
% 19.82/5.06  | (249) all_0_229_229 = e13 | all_0_229_229 = e12 | all_0_229_229 = e11
% 19.82/5.06  | (250) h9(all_0_221_221) = all_0_56_56
% 19.82/5.06  | (251) h5(all_0_221_221) = all_0_121_121
% 19.82/5.06  | (252) all_0_211_211 = e23 | all_0_211_211 = e22 | all_0_211_211 = e21
% 19.82/5.06  | (253) all_0_211_211 = e23 | all_0_212_212 = e23 | all_0_213_213 = e23
% 19.82/5.06  | (254)  ~ (all_0_213_213 = e20)
% 19.82/5.06  | (255) h11(all_0_225_225) = all_0_28_28
% 19.82/5.06  | (256)  ~ (all_0_211_211 = e20)
% 19.82/5.06  | (257) h8(all_0_222_222) = all_0_76_76
% 19.82/5.06  | (258) h4(all_0_223_223) = all_0_144_144
% 19.82/5.06  | (259) op1(e11, e10) = all_0_227_227
% 19.82/5.06  | (260) h6(e13) = e23
% 19.82/5.06  | (261)  ~ (all_0_219_219 = e22)
% 19.82/5.06  | (262) h2(all_0_226_226) = all_0_185_185
% 19.82/5.06  | (263) h5(all_0_220_220) = all_0_120_120
% 19.82/5.06  | (264) op2(e20, all_0_214_214) = all_0_33_33
% 19.82/5.06  | (265) h9(e12) = all_0_209_209
% 19.82/5.06  | (266)  ~ (e12 = e11)
% 19.82/5.06  | (267) h8(all_0_226_226) = all_0_84_84
% 19.82/5.06  | (268)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h6(v2) = v1) |  ~ (h6(v2) = v0))
% 19.82/5.06  | (269)  ~ (all_0_209_209 = all_0_215_215)
% 19.82/5.06  | (270) op2(all_0_209_209, all_0_209_209) = all_0_59_59
% 19.82/5.06  | (271) h5(all_0_227_227) = all_0_132_132
% 19.82/5.06  | (272)  ~ (all_0_220_220 = all_0_229_229)
% 19.82/5.06  | (273) h7(all_0_225_225) = all_0_100_100
% 19.82/5.06  | (274) h5(all_0_228_228) = all_0_133_133
% 19.82/5.06  | (275) all_0_219_219 = e23 | all_0_219_219 = e21
% 19.82/5.06  | (276) op2(e21, unit2) = e21
% 19.82/5.06  | (277)  ~ (all_0_218_218 = all_0_219_219)
% 19.82/5.06  | (278)  ~ (all_0_229_229 = e10)
% 19.82/5.06  | (279) h8(all_0_225_225) = all_0_82_82
% 19.82/5.06  | (280) h6(all_0_230_230) = all_0_118_118
% 19.82/5.06  | (281) h10(e10) = e20
% 19.82/5.06  | (282)  ~ (all_0_220_220 = all_0_226_226)
% 19.82/5.06  | (283) op1(e11, e11) = e10
% 19.82/5.06  | (284) op2(all_0_211_211, e22) = all_0_3_3
% 19.82/5.06  | (285) op2(all_0_210_210, all_0_210_210) = all_0_160_160
% 19.82/5.06  | (286) all_0_214_214 = e22 | all_0_215_215 = e22 | all_0_216_216 = e22
% 19.82/5.06  | (287)  ~ (all_0_214_214 = all_0_215_215)
% 19.82/5.06  | (288) h6(e10) = e20
% 19.82/5.06  | (289) op1(e13, e12) = all_0_220_220
% 19.82/5.06  | (290) op1(e10, e12) = all_0_229_229
% 19.82/5.06  | (291) h2(all_0_221_221) = all_0_175_175
% 19.82/5.06  | (292) h7(all_0_223_223) = all_0_97_97
% 19.82/5.06  | (293) h6(all_0_228_228) = all_0_116_116
% 19.82/5.06  | (294)  ~ (all_0_225_225 = all_0_227_227)
% 19.82/5.06  | (295) h4(all_0_224_224) = all_0_146_146
% 19.82/5.06  | (296) h5(all_0_222_222) = all_0_123_123
% 19.82/5.06  | (297) h12(all_0_226_226) = all_0_12_12
% 19.82/5.06  | (298) h7(all_0_227_227) = all_0_103_103
% 19.82/5.06  | (299)  ~ (all_0_218_218 = e20)
% 19.82/5.06  | (300) h11(e12) = all_0_214_214
% 19.82/5.06  | (301)  ~ (all_0_72_72 = all_0_73_73) |  ~ (all_0_74_74 = all_0_216_216) |  ~ (all_0_75_75 = all_0_76_76) |  ~ (all_0_77_77 = e20) |  ~ (all_0_78_78 = all_0_79_79) |  ~ (all_0_80_80 = all_0_81_81) |  ~ (all_0_82_82 = all_0_212_212) |  ~ (all_0_83_83 = all_0_84_84) |  ~ (all_0_85_85 = all_0_213_213) |  ~ (all_0_86_86 = all_0_219_219) |  ~ (all_0_87_87 = all_0_88_88) |  ~ (all_0_89_89 = all_0_218_218) |  ~ (all_0_215_215 = e23)
% 19.82/5.06  | (302) h5(all_0_225_225) = all_0_129_129
% 19.82/5.06  | (303) op2(e23, all_0_210_210) = all_0_155_155
% 19.82/5.06  | (304)  ~ (all_0_212_212 = all_0_219_219)
% 19.82/5.06  | (305) h12(all_0_228_228) = all_0_14_14
% 19.82/5.06  | (306)  ~ (e22 = e12)
% 19.82/5.06  | (307) op2(e20, all_0_218_218) = all_0_105_105
% 19.82/5.06  | (308) h3(all_0_222_222) = all_0_159_159
% 19.82/5.06  | (309) op2(all_0_214_214, all_0_214_214) = all_0_23_23
% 19.82/5.06  | (310) h2(all_0_230_230) = all_0_190_190
% 19.82/5.06  | (311) all_0_211_211 = e23 | all_0_214_214 = e23 | all_0_217_217 = e23
% 19.82/5.06  | (312) h7(e11) = e22
% 19.82/5.06  | (313) all_0_212_212 = e23 | all_0_219_219 = e23
% 19.82/5.06  | (314) h12(e12) = all_0_211_211
% 19.82/5.06  | (315) h11(e10) = e20
% 19.82/5.06  | (316)  ~ (e21 = e13)
% 19.82/5.06  | (317) op2(all_0_217_217, all_0_217_217) = all_0_41_41
% 19.82/5.06  | (318) op2(e20, all_0_211_211) = all_0_15_15
% 19.82/5.06  | (319) all_0_222_222 = e11 | all_0_225_225 = e11 | all_0_228_228 = e11
% 19.82/5.06  | (320) op2(all_0_213_213, e20) = all_0_179_179
% 19.82/5.06  | (321) h11(all_0_221_221) = all_0_20_20
% 19.82/5.06  | (322) op1(e12, e10) = all_0_224_224
% 19.82/5.06  | (323) op2(e21, e22) = all_0_215_215
% 19.82/5.06  | (324) op2(e21, e21) = e20
% 19.82/5.06  | (325)  ~ (all_0_224_224 = e10)
% 19.82/5.06  | (326) op2(all_0_212_212, all_0_212_212) = all_0_124_124
% 19.82/5.06  | (327) op2(e20, all_0_219_219) = all_0_137_137
% 19.82/5.07  | (328)  ~ (all_0_215_215 = all_0_216_216)
% 19.82/5.07  | (329) all_0_217_217 = e23 | all_0_218_218 = e23 | all_0_219_219 = e23
% 19.82/5.07  | (330) h9(all_0_220_220) = all_0_55_55
% 19.82/5.07  | (331) op1(unit1, e12) = e12
% 19.82/5.07  | (332) h2(all_0_224_224) = all_0_182_182
% 19.82/5.07  | (333) h10(all_0_230_230) = all_0_53_53
% 19.82/5.07  | (334) h10(all_0_229_229) = all_0_52_52
% 19.82/5.07  | (335) op1(e11, e12) = all_0_226_226
% 19.82/5.07  | (336) op2(e21, all_0_219_219) = all_0_148_148
% 19.82/5.07  | (337)  ~ (all_0_209_209 = e22)
% 19.82/5.07  | (338) op2(e22, unit2) = e22
% 19.82/5.07  | (339) op2(e20, unit2) = e20
% 19.82/5.07  | (340) h10(all_0_223_223) = all_0_43_43
% 19.82/5.07  | (341)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h5(v2) = v1) |  ~ (h5(v2) = v0))
% 19.82/5.07  | (342) all_0_225_225 = e11 | all_0_226_226 = e11 | all_0_227_227 = e11
% 19.82/5.07  | (343) op2(e21, all_0_212_212) = all_0_130_130
% 19.82/5.07  | (344)  ~ (all_0_215_215 = e20)
% 19.82/5.07  | (345) op2(e20, all_0_218_218) = all_0_90_90
% 19.82/5.07  | (346)  ~ (all_0_222_222 = all_0_225_225)
% 19.82/5.07  | (347) all_0_230_230 = e13 | all_0_230_230 = e11
% 19.82/5.07  | (348) op2(all_0_216_216, e21) = all_0_194_194
% 19.82/5.07  | (349) h5(e12) = all_0_212_212
% 19.82/5.07  | (350) h3(all_0_230_230) = all_0_172_172
% 19.82/5.07  | (351) op2(e20, all_0_215_215) = all_0_87_87
% 19.82/5.07  | (352) all_0_217_217 = e21 | all_0_218_218 = e21 | all_0_219_219 = e21
% 19.82/5.07  | (353) op2(e20, all_0_212_212) = all_0_134_134
% 19.82/5.07  | (354) h9(all_0_225_225) = all_0_64_64
% 19.82/5.07  | (355) all_0_223_223 = e13 | all_0_223_223 = e11
% 19.82/5.07  | (356) all_0_211_211 = e21 | all_0_212_212 = e21 | all_0_213_213 = e21
% 19.82/5.07  | (357) h6(all_0_222_222) = all_0_110_110
% 19.82/5.07  | (358) h3(e11) = e20
% 19.82/5.07  | (359) h9(e10) = e20
% 19.82/5.07  | (360)  ~ (e23 = e12)
% 19.82/5.07  | (361) all_0_214_214 = e21 | all_0_215_215 = e21 | all_0_216_216 = e21
% 19.82/5.07  | (362)  ~ (all_0_226_226 = all_0_227_227)
% 19.82/5.07  | (363)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h10(v2) = v1) |  ~ (h10(v2) = v0))
% 19.82/5.07  | (364)  ~ (all_0_217_217 = e20)
% 19.82/5.07  | (365) op2(all_0_212_212, e20) = all_0_127_127
% 19.82/5.07  | (366) all_0_220_220 = e11 | all_0_226_226 = e11 | all_0_229_229 = e11
% 19.82/5.07  | (367)  ~ (all_0_223_223 = e10)
% 19.82/5.07  | (368)  ~ (all_0_217_217 = all_0_219_219)
% 19.82/5.07  | (369) all_0_228_228 = e12 | all_0_229_229 = e12
% 19.82/5.07  | (370)  ~ (e20 = e11)
% 19.82/5.07  | (371) h8(e12) = all_0_215_215
% 19.82/5.07  | (372)  ~ (all_0_221_221 = e12)
% 19.89/5.07  | (373) op2(e20, all_0_213_213) = all_0_188_188
% 19.89/5.07  | (374) op2(e21, all_0_214_214) = all_0_18_18
% 19.89/5.07  | (375) unit1 = e13 | unit1 = e12 | unit1 = e11 | unit1 = e10
% 19.89/5.07  | (376) op1(unit1, e10) = e10
% 19.89/5.07  | (377) unit2 = e23 | unit2 = e22 | unit2 = e21 | unit2 = e20
% 19.89/5.07  | (378)  ~ (all_0_213_213 = all_0_216_216)
% 19.89/5.07  | (379) h8(all_0_229_229) = all_0_88_88
% 19.89/5.07  | (380) all_0_209_209 = e23 | all_0_215_215 = e23 | all_0_218_218 = e23
% 19.89/5.07  | (381) all_0_211_211 = e22 | all_0_213_213 = e22
% 19.89/5.07  | (382)  ~ (all_0_223_223 = all_0_230_230)
% 19.89/5.07  | (383) all_0_224_224 = e13 | all_0_224_224 = e12 | all_0_224_224 = e11
% 19.89/5.07  | (384) h2(e10) = e20
% 19.89/5.07  | (385) all_0_226_226 = e13 | all_0_226_226 = e12 | all_0_226_226 = e11
% 19.89/5.07  | (386)  ~ (e23 = e21)
% 19.89/5.07  | (387)  ~ (e21 = e20)
% 19.89/5.07  | (388)  ~ (e20 = e10)
% 19.89/5.07  | (389) h3(all_0_225_225) = all_0_165_165
% 19.89/5.07  | (390) all_0_225_225 = e13 | all_0_226_226 = e13 | all_0_227_227 = e13
% 19.89/5.07  | (391) op1(e12, e13) = all_0_222_222
% 19.89/5.07  | (392) h2(all_0_223_223) = all_0_180_180
% 19.89/5.07  | (393) op1(e11, e13) = all_0_225_225
% 19.89/5.07  | (394) all_0_217_217 = e23 | all_0_217_217 = e22 | all_0_217_217 = e21
% 19.89/5.07  | (395) h10(all_0_224_224) = all_0_45_45
% 19.89/5.07  | (396) h12(all_0_222_222) = all_0_4_4
% 19.89/5.07  | (397)  ~ (all_0_211_211 = all_0_217_217)
% 19.89/5.07  | (398) op1(e10, e11) = all_0_230_230
% 19.89/5.07  | (399) h6(all_0_226_226) = all_0_114_114
% 19.89/5.07  | (400) h7(e10) = e20
% 19.89/5.07  | (401) h4(e13) = e20
% 19.89/5.07  | (402) h10(e11) = e23
% 19.89/5.07  | (403) h8(e13) = e21
% 19.89/5.07  | (404) op2(all_0_212_212, e22) = all_0_122_122
% 19.89/5.07  | (405) all_0_218_218 = e23 | all_0_218_218 = e22 | all_0_218_218 = e21
% 19.89/5.07  | (406) h4(all_0_225_225) = all_0_147_147
% 19.89/5.07  | (407) h7(all_0_226_226) = all_0_102_102
% 19.89/5.07  | (408) h7(all_0_222_222) = all_0_94_94
% 19.89/5.07  | (409) h5(all_0_224_224) = all_0_128_128
% 19.89/5.07  | (410) h12(e11) = e23
% 19.89/5.07  | (411) op2(all_0_219_219, e21) = all_0_143_143
% 19.89/5.07  | (412) op2(e23, unit2) = e23
% 19.89/5.07  | (413) op2(all_0_215_215, all_0_215_215) = all_0_77_77
% 19.89/5.07  | (414) h6(all_0_227_227) = all_0_115_115
% 19.89/5.07  | (415) h1(all_0_226_226) = all_0_203_203
% 19.89/5.07  | (416) op2(unit2, e22) = e22
% 19.89/5.07  | (417) h9(all_0_224_224) = all_0_63_63
% 19.89/5.07  | (418) all_0_214_214 = e23 | all_0_215_215 = e23 | all_0_216_216 = e23
% 19.89/5.07  | (419) op1(e10, e10) = e10
% 19.89/5.07  | (420) h2(all_0_227_227) = all_0_186_186
% 19.89/5.07  | (421) all_0_209_209 = e21 | all_0_215_215 = e21 | all_0_218_218 = e21
% 19.89/5.07  | (422) h11(all_0_230_230) = all_0_35_35
% 19.89/5.07  | (423)  ~ (all_0_227_227 = e10)
% 19.89/5.07  | (424)  ~ (e22 = e20)
% 19.89/5.07  | (425)  ~ (e21 = e11)
% 19.89/5.07  | (426) h12(all_0_227_227) = all_0_13_13
% 19.89/5.07  | (427) op2(all_0_219_219, e20) = all_0_145_145
% 19.89/5.07  | (428) op2(all_0_217_217, e23) = all_0_42_42
% 19.89/5.07  | (429)  ~ (e20 = e12)
% 19.89/5.07  | (430) h8(all_0_230_230) = all_0_89_89
% 19.89/5.08  | (431) h11(all_0_224_224) = all_0_27_27
% 19.89/5.08  | (432) h9(all_0_226_226) = all_0_66_66
% 19.89/5.08  | (433) h2(all_0_228_228) = all_0_187_187
% 19.89/5.08  | (434) all_0_222_222 = e11 | all_0_223_223 = e11 | all_0_224_224 = e11
% 19.89/5.08  | (435)  ~ (e21 = e10)
% 19.89/5.08  | (436) h2(all_0_225_225) = all_0_183_183
% 19.89/5.08  | (437)  ~ (all_0_226_226 = e10)
% 19.89/5.08  | (438) h8(all_0_220_220) = all_0_73_73
% 19.89/5.08  | (439)  ~ (all_0_210_210 = e20)
% 19.89/5.08  | (440) h3(all_0_224_224) = all_0_164_164
% 19.89/5.08  | (441) h4(e11) = e21
% 19.89/5.08  | (442) op2(all_0_214_214, e21) = all_0_21_21
% 19.89/5.08  | (443) h3(all_0_228_228) = all_0_169_169
% 19.89/5.08  | (444) h4(e12) = all_0_219_219
% 19.89/5.08  | (445) all_0_221_221 = e11 | all_0_224_224 = e11 | all_0_227_227 = e11
% 19.89/5.08  | (446) h1(all_0_227_227) = all_0_204_204
% 19.89/5.08  | (447) op2(all_0_209_209, e20) = all_0_62_62
% 19.89/5.08  | (448)  ~ (all_0_224_224 = all_0_227_227)
% 19.89/5.08  | (449) h10(e13) = e20
% 19.89/5.08  | (450)  ~ (all_0_226_226 = all_0_229_229)
% 19.89/5.08  | (451) h4(all_0_228_228) = all_0_151_151
% 19.89/5.08  | (452) all_0_210_210 = e23 | all_0_213_213 = e23 | all_0_216_216 = e23
% 19.89/5.08  | (453) op1(e13, e10) = all_0_221_221
% 19.89/5.08  | (454)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h4(v2) = v1) |  ~ (h4(v2) = v0))
% 19.89/5.08  | (455) h4(all_0_227_227) = all_0_150_150
% 19.89/5.08  | (456) h3(all_0_220_220) = all_0_156_156
% 19.89/5.08  | (457) all_0_225_225 = e13 | all_0_225_225 = e12 | all_0_225_225 = e11
% 19.89/5.08  | (458) h7(e13) = e20
% 19.89/5.08  | (459) h11(all_0_222_222) = all_0_22_22
% 19.89/5.08  | (460)  ~ (all_0_223_223 = e12)
% 19.89/5.08  | (461) op2(e20, all_0_213_213) = all_0_184_184
% 19.89/5.08  | (462) h5(e13) = e22
% 19.89/5.08  | (463)  ~ (all_0_214_214 = all_0_217_217)
% 19.89/5.08  | (464) op2(all_0_213_213, all_0_213_213) = all_0_178_178
% 19.89/5.08  | (465)  ~ (e22 = e10)
% 19.89/5.08  | (466) op2(all_0_217_217, e20) = all_0_44_44
% 19.89/5.08  | (467) h12(e10) = e20
% 19.89/5.08  | (468) h3(e13) = e23
% 19.89/5.08  | (469) op2(e23, all_0_209_209) = all_0_54_54
% 19.89/5.08  | (470) h8(all_0_227_227) = all_0_85_85
% 19.89/5.08  | (471) h8(e11) = e22
% 19.89/5.08  | (472) all_0_223_223 = e13 | all_0_230_230 = e13
% 19.89/5.08  | (473)  ! [v0] :  ! [v1] :  ! [v2] : (v1 = v0 |  ~ (h8(v2) = v1) |  ~ (h8(v2) = v0))
% 19.89/5.08  | (474) h1(all_0_223_223) = all_0_198_198
% 19.89/5.08  | (475) all_0_211_211 = e21 | all_0_214_214 = e21 | all_0_217_217 = e21
% 19.89/5.08  | (476) op2(all_0_218_218, e20) = all_0_98_98
% 19.89/5.08  | (477)  ~ (e20 = e13)
% 19.89/5.08  | (478)  ~ (all_0_212_212 = all_0_213_213)
% 19.89/5.08  | (479) op2(all_0_219_219, e20) = all_0_140_140
% 19.89/5.08  | (480) op2(e20, e23) = all_0_217_217
% 19.89/5.08  | (481) h9(all_0_229_229) = all_0_70_70
% 19.89/5.08  | (482)  ~ (all_0_222_222 = all_0_224_224)
% 19.89/5.08  | (483) h11(e13) = e21
% 19.89/5.08  | (484) h6(e11) = e21
% 19.89/5.08  | (485)  ~ (all_0_18_18 = all_0_19_19) |  ~ (all_0_20_20 = all_0_216_216) |  ~ (all_0_21_21 = all_0_22_22) |  ~ (all_0_23_23 = e20) |  ~ (all_0_24_24 = all_0_25_25) |  ~ (all_0_26_26 = all_0_27_27) |  ~ (all_0_28_28 = e22) |  ~ (all_0_29_29 = all_0_30_30) |  ~ (all_0_31_31 = all_0_210_210) |  ~ (all_0_32_32 = all_0_219_219) |  ~ (all_0_33_33 = all_0_34_34) |  ~ (all_0_35_35 = all_0_217_217) |  ~ (all_0_214_214 = e22)
% 19.89/5.08  | (486) h11(all_0_220_220) = all_0_19_19
% 19.89/5.08  | (487)  ! [v0] :  ! [v1] :  ! [v2] :  ! [v3] : (v1 = v0 |  ~ (op1(v3, v2) = v1) |  ~ (op1(v3, v2) = v0))
% 19.89/5.08  | (488) h12(e13) = e22
% 19.89/5.08  | (489) h4(all_0_226_226) = all_0_149_149
% 19.89/5.08  | (490)  ~ (all_0_225_225 = all_0_228_228)
% 19.89/5.08  | (491)  ~ (all_0_209_209 = all_0_210_210)
% 19.89/5.08  | (492) op2(all_0_213_213, e20) = all_0_181_181
% 19.89/5.08  |
% 19.89/5.08  +-Applying beta-rule and splitting (195), into two cases.
% 19.89/5.08  |-Branch one:
% 19.89/5.08  | (493) all_0_215_215 = e22
% 19.89/5.08  |
% 19.89/5.08  	| Equations (493) can reduce 198 to:
% 19.89/5.08  	| (494)  ~ (all_0_218_218 = e22)
% 19.89/5.08  	|
% 19.89/5.08  	| Simplifying 494 yields:
% 19.89/5.08  	| (495)  ~ (all_0_218_218 = e22)
% 19.89/5.08  	|
% 19.89/5.08  	| From (493) and (97) follows:
% 19.89/5.08  	| (496) op2(e22, e21) = all_0_75_75
% 19.89/5.08  	|
% 19.89/5.08  	| From (493) and (80) follows:
% 19.89/5.08  	| (497) op2(e22, e20) = all_0_80_80
% 19.89/5.08  	|
% 19.89/5.08  	| From (493) and (228) follows:
% 19.89/5.08  	| (498) op2(e21, e22) = all_0_72_72
% 19.89/5.08  	|
% 19.89/5.08  	| From (493) and (323) follows:
% 19.89/5.08  	| (499) op2(e21, e22) = e22
% 19.89/5.08  	|
% 19.89/5.08  	| From (493) and (351) follows:
% 19.89/5.08  	| (500) op2(e20, e22) = all_0_87_87
% 19.89/5.08  	|
% 19.89/5.08  	+-Applying beta-rule and splitting (194), into two cases.
% 19.89/5.08  	|-Branch one:
% 19.89/5.08  	| (501) all_0_217_217 = e22
% 19.89/5.08  	|
% 19.89/5.08  		| Equations (501) can reduce 397 to:
% 19.89/5.08  		| (502)  ~ (all_0_211_211 = e22)
% 19.89/5.08  		|
% 19.89/5.08  		| Equations (501) can reduce 463 to:
% 19.89/5.08  		| (503)  ~ (all_0_214_214 = e22)
% 19.89/5.08  		|
% 19.89/5.08  		| Equations (501) can reduce 120 to:
% 19.89/5.08  		| (494)  ~ (all_0_218_218 = e22)
% 19.89/5.08  		|
% 19.89/5.08  		| Simplifying 494 yields:
% 19.89/5.08  		| (495)  ~ (all_0_218_218 = e22)
% 19.89/5.08  		|
% 19.89/5.08  		| From (501) and (480) follows:
% 19.89/5.08  		| (506) op2(e20, e23) = e22
% 19.89/5.08  		|
% 19.89/5.09  		+-Applying beta-rule and splitting (381), into two cases.
% 19.89/5.09  		|-Branch one:
% 19.89/5.09  		| (507) all_0_211_211 = e22
% 19.89/5.09  		|
% 19.89/5.09  			| Equations (507) can reduce 502 to:
% 19.89/5.09  			| (508) $false
% 19.89/5.09  			|
% 19.89/5.09  			|-The branch is then unsatisfiable
% 19.89/5.09  		|-Branch two:
% 19.89/5.09  		| (502)  ~ (all_0_211_211 = e22)
% 19.89/5.09  		| (510) all_0_213_213 = e22
% 19.89/5.09  		|
% 19.89/5.09  			| Equations (510) can reduce 12 to:
% 19.89/5.09  			| (141)  ~ (all_0_210_210 = e22)
% 19.89/5.09  			|
% 19.89/5.09  			| Equations (510) can reduce 217 to:
% 19.89/5.09  			| (502)  ~ (all_0_211_211 = e22)
% 19.89/5.09  			|
% 19.89/5.09  			| Equations (510) can reduce 478 to:
% 19.89/5.09  			| (222)  ~ (all_0_212_212 = e22)
% 19.89/5.09  			|
% 19.89/5.09  			| Equations (510) can reduce 378 to:
% 19.89/5.09  			| (514)  ~ (all_0_216_216 = e22)
% 19.89/5.09  			|
% 19.89/5.09  			| Simplifying 514 yields:
% 19.89/5.09  			| (515)  ~ (all_0_216_216 = e22)
% 19.89/5.09  			|
% 19.89/5.09  			| From (510) and (7) follows:
% 19.89/5.09  			| (516) op2(e22, e20) = e22
% 19.89/5.09  			|
% 19.89/5.09  			| Instantiating formula (148) with e22, e21, all_0_75_75, all_0_212_212 and discharging atoms op2(e22, e21) = all_0_75_75, op2(e22, e21) = all_0_212_212, yields:
% 19.89/5.09  			| (517) all_0_75_75 = all_0_212_212
% 19.89/5.09  			|
% 19.89/5.09  			| Instantiating formula (148) with e22, e20, e22, all_0_80_80 and discharging atoms op2(e22, e20) = all_0_80_80, op2(e22, e20) = e22, yields:
% 19.89/5.09  			| (518) all_0_80_80 = e22
% 19.89/5.09  			|
% 19.89/5.09  			| Instantiating formula (148) with e21, e22, e22, all_0_72_72 and discharging atoms op2(e21, e22) = all_0_72_72, op2(e21, e22) = e22, yields:
% 19.89/5.09  			| (519) all_0_72_72 = e22
% 19.89/5.09  			|
% 19.89/5.09  			| Instantiating formula (148) with e20, e22, all_0_87_87, all_0_218_218 and discharging atoms op2(e20, e22) = all_0_87_87, op2(e20, e22) = all_0_218_218, yields:
% 19.89/5.09  			| (520) all_0_87_87 = all_0_218_218
% 19.89/5.09  			|
% 19.89/5.09  			| From (517) and (496) follows:
% 19.89/5.09  			| (93) op2(e22, e21) = all_0_212_212
% 19.89/5.09  			|
% 19.89/5.09  			| From (518) and (497) follows:
% 19.89/5.09  			| (516) op2(e22, e20) = e22
% 19.89/5.09  			|
% 19.89/5.09  			| From (519) and (498) follows:
% 19.89/5.09  			| (499) op2(e21, e22) = e22
% 19.89/5.09  			|
% 19.89/5.09  			| From (520) and (500) follows:
% 19.89/5.09  			| (88) op2(e20, e22) = all_0_218_218
% 19.89/5.09  			|
% 19.89/5.09  			+-Applying beta-rule and splitting (67), into two cases.
% 19.89/5.09  			|-Branch one:
% 19.89/5.09  			| (525) all_0_210_210 = e23
% 19.89/5.09  			|
% 19.89/5.09  				| Equations (525) can reduce 119 to:
% 19.89/5.09  				| (526)  ~ (all_0_216_216 = e23)
% 19.89/5.09  				|
% 19.89/5.09  				| Simplifying 526 yields:
% 19.89/5.09  				| (527)  ~ (all_0_216_216 = e23)
% 19.89/5.09  				|
% 19.89/5.09  				| Equations (525) can reduce 141 to:
% 19.89/5.09  				| (136)  ~ (e23 = e22)
% 19.89/5.09  				|
% 19.89/5.09  				+-Applying beta-rule and splitting (162), into two cases.
% 19.89/5.09  				|-Branch one:
% 19.89/5.09  				| (529) all_0_216_216 = e23
% 19.89/5.09  				|
% 19.89/5.09  					| Equations (529) can reduce 527 to:
% 19.89/5.09  					| (508) $false
% 19.89/5.09  					|
% 19.89/5.09  					|-The branch is then unsatisfiable
% 19.89/5.09  				|-Branch two:
% 19.89/5.09  				| (527)  ~ (all_0_216_216 = e23)
% 19.89/5.09  				| (532) all_0_216_216 = e22 | all_0_216_216 = e21
% 19.89/5.09  				|
% 19.89/5.09  					+-Applying beta-rule and splitting (418), into two cases.
% 19.89/5.09  					|-Branch one:
% 19.89/5.09  					| (533) all_0_214_214 = e23
% 19.89/5.09  					|
% 19.89/5.09  						| Equations (533) can reduce 79 to:
% 19.89/5.09  						| (534)  ~ (all_0_211_211 = e23)
% 19.89/5.09  						|
% 19.89/5.09  						+-Applying beta-rule and splitting (252), into two cases.
% 19.89/5.09  						|-Branch one:
% 19.89/5.09  						| (535) all_0_211_211 = e23
% 19.89/5.09  						|
% 19.89/5.09  							| Equations (535) can reduce 534 to:
% 19.89/5.09  							| (508) $false
% 19.89/5.09  							|
% 19.89/5.09  							|-The branch is then unsatisfiable
% 19.89/5.09  						|-Branch two:
% 19.89/5.09  						| (534)  ~ (all_0_211_211 = e23)
% 19.89/5.09  						| (538) all_0_211_211 = e22 | all_0_211_211 = e21
% 19.89/5.09  						|
% 19.89/5.09  							+-Applying beta-rule and splitting (538), into two cases.
% 19.89/5.09  							|-Branch one:
% 19.89/5.09  							| (539) all_0_211_211 = e21
% 19.89/5.09  							|
% 19.89/5.09  								| Equations (539) can reduce 105 to:
% 19.89/5.09  								| (540)  ~ (all_0_212_212 = e21)
% 19.89/5.09  								|
% 19.89/5.09  								| Simplifying 540 yields:
% 19.89/5.09  								| (541)  ~ (all_0_212_212 = e21)
% 19.89/5.09  								|
% 19.89/5.09  								| From (539) and (234) follows:
% 19.89/5.09  								| (542) op2(e22, e23) = e21
% 19.89/5.09  								|
% 19.89/5.09  								+-Applying beta-rule and splitting (239), into two cases.
% 19.89/5.09  								|-Branch one:
% 19.89/5.09  								| (543) all_0_212_212 = e23
% 19.89/5.09  								|
% 19.89/5.09  									| Equations (543) can reduce 304 to:
% 19.89/5.09  									| (544)  ~ (all_0_219_219 = e23)
% 19.89/5.09  									|
% 19.89/5.09  									| Simplifying 544 yields:
% 19.89/5.09  									| (545)  ~ (all_0_219_219 = e23)
% 19.89/5.09  									|
% 19.89/5.09  									| Equations (543) can reduce 222 to:
% 19.89/5.09  									| (136)  ~ (e23 = e22)
% 19.89/5.09  									|
% 19.89/5.09  									| Equations (543) can reduce 541 to:
% 19.89/5.09  									| (386)  ~ (e23 = e21)
% 19.89/5.09  									|
% 19.89/5.09  									| From (543) and (56) follows:
% 19.89/5.09  									| (548) op2(e22, e23) = all_0_119_119
% 19.89/5.09  									|
% 19.89/5.09  									| From (543) and (353) follows:
% 19.89/5.09  									| (549) op2(e20, e23) = all_0_134_134
% 19.89/5.09  									|
% 19.89/5.09  									+-Applying beta-rule and splitting (329), into two cases.
% 19.89/5.09  									|-Branch one:
% 19.89/5.09  									| (550) all_0_217_217 = e23
% 19.89/5.09  									|
% 19.89/5.09  										| Combining equations (501,550) yields a new equation:
% 19.89/5.09  										| (551) e23 = e22
% 19.89/5.09  										|
% 19.89/5.09  										| Equations (551) can reduce 136 to:
% 19.89/5.09  										| (508) $false
% 19.89/5.09  										|
% 19.89/5.09  										|-The branch is then unsatisfiable
% 19.89/5.09  									|-Branch two:
% 19.89/5.09  									| (553)  ~ (all_0_217_217 = e23)
% 19.89/5.09  									| (554) all_0_218_218 = e23 | all_0_219_219 = e23
% 19.89/5.09  									|
% 19.89/5.09  										+-Applying beta-rule and splitting (554), into two cases.
% 19.89/5.09  										|-Branch one:
% 19.89/5.09  										| (555) all_0_218_218 = e23
% 19.89/5.09  										|
% 19.89/5.09  											| Equations (555) can reduce 277 to:
% 19.89/5.09  											| (544)  ~ (all_0_219_219 = e23)
% 19.89/5.09  											|
% 19.89/5.09  											| Simplifying 544 yields:
% 19.89/5.09  											| (545)  ~ (all_0_219_219 = e23)
% 19.89/5.09  											|
% 19.89/5.09  											| Equations (555) can reduce 495 to:
% 19.89/5.09  											| (136)  ~ (e23 = e22)
% 19.89/5.09  											|
% 19.89/5.09  											| From (555) and (88) follows:
% 19.89/5.09  											| (559) op2(e20, e22) = e23
% 19.89/5.09  											|
% 19.89/5.09  											+-Applying beta-rule and splitting (22), into two cases.
% 19.89/5.09  											|-Branch one:
% 19.89/5.09  											| (560) all_0_212_212 = e21
% 19.89/5.09  											|
% 19.89/5.09  												| Combining equations (543,560) yields a new equation:
% 19.89/5.09  												| (561) e23 = e21
% 19.89/5.09  												|
% 19.89/5.09  												| Simplifying 561 yields:
% 19.89/5.09  												| (562) e23 = e21
% 19.89/5.09  												|
% 19.89/5.09  												| Equations (562) can reduce 386 to:
% 19.89/5.09  												| (508) $false
% 19.89/5.09  												|
% 19.89/5.09  												|-The branch is then unsatisfiable
% 19.89/5.09  											|-Branch two:
% 19.89/5.09  											| (541)  ~ (all_0_212_212 = e21)
% 19.89/5.09  											| (565) all_0_219_219 = e21
% 19.89/5.09  											|
% 19.89/5.09  												| Equations (565) can reduce 545 to:
% 19.89/5.10  												| (566)  ~ (e23 = e21)
% 19.89/5.10  												|
% 19.89/5.10  												| Simplifying 566 yields:
% 19.89/5.10  												| (386)  ~ (e23 = e21)
% 19.89/5.10  												|
% 19.89/5.10  												| From (565) and (62) follows:
% 19.89/5.10  												| (568) op2(e20, e21) = e21
% 19.89/5.10  												|
% 19.89/5.10  												+-Applying beta-rule and splitting (201), into two cases.
% 19.89/5.10  												|-Branch one:
% 19.89/5.10  												| (569) all_0_209_209 = e21
% 19.89/5.10  												|
% 19.89/5.10  													| Equations (569) can reduce 161 to:
% 19.89/5.10  													| (387)  ~ (e21 = e20)
% 19.89/5.10  													|
% 19.89/5.10  													| Instantiating formula (148) with e22, e23, e21, all_0_119_119 and discharging atoms op2(e22, e23) = all_0_119_119, op2(e22, e23) = e21, yields:
% 19.89/5.10  													| (571) all_0_119_119 = e21
% 19.89/5.10  													|
% 19.89/5.10  													| Instantiating formula (148) with e20, e23, all_0_134_134, e22 and discharging atoms op2(e20, e23) = all_0_134_134, op2(e20, e23) = e22, yields:
% 19.89/5.10  													| (572) all_0_134_134 = e22
% 19.89/5.10  													|
% 19.89/5.10  													| From (571) and (548) follows:
% 19.89/5.10  													| (542) op2(e22, e23) = e21
% 19.89/5.10  													|
% 19.89/5.10  													| From (572) and (549) follows:
% 19.89/5.10  													| (506) op2(e20, e23) = e22
% 19.89/5.10  													|
% 19.89/5.10  													+-Applying beta-rule and splitting (377), into two cases.
% 19.89/5.10  													|-Branch one:
% 19.89/5.10  													| (575) unit2 = e20
% 19.89/5.10  													|
% 19.89/5.10  														| From (575) and (416) follows:
% 19.89/5.10  														| (576) op2(e20, e22) = e22
% 19.89/5.10  														|
% 19.89/5.10  														| Instantiating formula (148) with e20, e22, e22, e23 and discharging atoms op2(e20, e22) = e23, op2(e20, e22) = e22, yields:
% 19.89/5.10  														| (551) e23 = e22
% 19.89/5.10  														|
% 19.89/5.10  														| Equations (551) can reduce 136 to:
% 19.89/5.10  														| (508) $false
% 19.89/5.10  														|
% 19.89/5.10  														|-The branch is then unsatisfiable
% 19.89/5.10  													|-Branch two:
% 19.89/5.10  													| (579)  ~ (unit2 = e20)
% 19.89/5.10  													| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 19.89/5.10  													|
% 19.89/5.10  														+-Applying beta-rule and splitting (580), into two cases.
% 19.89/5.10  														|-Branch one:
% 19.89/5.10  														| (581) unit2 = e23
% 19.89/5.10  														|
% 19.89/5.10  															| From (581) and (338) follows:
% 19.89/5.10  															| (582) op2(e22, e23) = e22
% 19.89/5.10  															|
% 19.89/5.10  															| From (581) and (339) follows:
% 19.89/5.10  															| (583) op2(e20, e23) = e20
% 19.89/5.10  															|
% 19.89/5.10  															| Instantiating formula (148) with e22, e23, e22, e21 and discharging atoms op2(e22, e23) = e22, op2(e22, e23) = e21, yields:
% 19.89/5.10  															| (584) e22 = e21
% 19.89/5.10  															|
% 19.89/5.10  															| Instantiating formula (148) with e20, e23, e20, e22 and discharging atoms op2(e20, e23) = e22, op2(e20, e23) = e20, yields:
% 19.89/5.10  															| (585) e22 = e20
% 19.89/5.10  															|
% 19.89/5.10  															| Combining equations (585,584) yields a new equation:
% 19.89/5.10  															| (586) e21 = e20
% 19.89/5.10  															|
% 19.89/5.10  															| Equations (586) can reduce 387 to:
% 19.89/5.10  															| (508) $false
% 19.89/5.10  															|
% 19.89/5.10  															|-The branch is then unsatisfiable
% 19.89/5.10  														|-Branch two:
% 19.89/5.10  														| (588)  ~ (unit2 = e23)
% 19.89/5.10  														| (589) unit2 = e22 | unit2 = e21
% 19.89/5.10  														|
% 19.89/5.10  															+-Applying beta-rule and splitting (589), into two cases.
% 19.89/5.10  															|-Branch one:
% 19.89/5.10  															| (590) unit2 = e21
% 19.89/5.10  															|
% 19.89/5.10  																| Equations (590) can reduce 579 to:
% 19.89/5.10  																| (387)  ~ (e21 = e20)
% 19.89/5.10  																|
% 19.89/5.10  																| From (590) and (339) follows:
% 19.89/5.10  																| (592) op2(e20, e21) = e20
% 19.89/5.10  																|
% 19.89/5.10  																| Instantiating formula (148) with e20, e21, e20, e21 and discharging atoms op2(e20, e21) = e21, op2(e20, e21) = e20, yields:
% 19.89/5.10  																| (586) e21 = e20
% 19.89/5.10  																|
% 19.89/5.10  																| Equations (586) can reduce 387 to:
% 19.89/5.10  																| (508) $false
% 19.89/5.10  																|
% 19.89/5.10  																|-The branch is then unsatisfiable
% 19.89/5.10  															|-Branch two:
% 19.89/5.10  															| (595)  ~ (unit2 = e21)
% 19.89/5.10  															| (596) unit2 = e22
% 19.89/5.10  															|
% 19.89/5.10  																| From (596) and (146) follows:
% 19.89/5.10  																| (597) op2(e22, e20) = e20
% 19.89/5.10  																|
% 19.89/5.10  																| From (596) and (276) follows:
% 19.89/5.10  																| (598) op2(e21, e22) = e21
% 19.89/5.10  																|
% 19.89/5.10  																| Instantiating formula (148) with e22, e20, e20, e22 and discharging atoms op2(e22, e20) = e22, op2(e22, e20) = e20, yields:
% 19.89/5.10  																| (585) e22 = e20
% 19.89/5.10  																|
% 19.89/5.10  																| Instantiating formula (148) with e21, e22, e21, e22 and discharging atoms op2(e21, e22) = e22, op2(e21, e22) = e21, yields:
% 19.89/5.10  																| (584) e22 = e21
% 19.89/5.10  																|
% 19.89/5.10  																| Combining equations (584,585) yields a new equation:
% 19.89/5.10  																| (601) e21 = e20
% 19.89/5.10  																|
% 19.89/5.10  																| Simplifying 601 yields:
% 19.89/5.10  																| (586) e21 = e20
% 19.89/5.10  																|
% 19.89/5.10  																| Equations (586) can reduce 387 to:
% 19.89/5.10  																| (508) $false
% 19.89/5.10  																|
% 19.89/5.10  																|-The branch is then unsatisfiable
% 19.89/5.10  												|-Branch two:
% 19.89/5.10  												| (604)  ~ (all_0_209_209 = e21)
% 19.89/5.10  												| (605) all_0_210_210 = e21
% 19.89/5.10  												|
% 19.89/5.10  													| Combining equations (605,525) yields a new equation:
% 19.89/5.10  													| (562) e23 = e21
% 19.89/5.10  													|
% 19.89/5.10  													| Equations (562) can reduce 386 to:
% 19.89/5.10  													| (508) $false
% 19.89/5.10  													|
% 19.89/5.10  													|-The branch is then unsatisfiable
% 19.89/5.10  										|-Branch two:
% 19.89/5.10  										| (608)  ~ (all_0_218_218 = e23)
% 19.89/5.10  										| (609) all_0_219_219 = e23
% 19.89/5.10  										|
% 19.89/5.10  											| Equations (609) can reduce 545 to:
% 19.89/5.10  											| (508) $false
% 19.89/5.10  											|
% 19.89/5.10  											|-The branch is then unsatisfiable
% 19.89/5.10  								|-Branch two:
% 19.89/5.10  								| (611)  ~ (all_0_212_212 = e23)
% 19.89/5.10  								| (560) all_0_212_212 = e21
% 19.89/5.10  								|
% 19.89/5.10  									| Equations (560) can reduce 541 to:
% 19.89/5.10  									| (508) $false
% 19.89/5.10  									|
% 19.89/5.10  									|-The branch is then unsatisfiable
% 19.89/5.10  							|-Branch two:
% 19.89/5.10  							| (614)  ~ (all_0_211_211 = e21)
% 19.89/5.10  							| (507) all_0_211_211 = e22
% 19.89/5.10  							|
% 19.89/5.10  								| Equations (507) can reduce 502 to:
% 19.89/5.10  								| (508) $false
% 19.89/5.10  								|
% 19.89/5.10  								|-The branch is then unsatisfiable
% 19.89/5.10  					|-Branch two:
% 19.89/5.10  					| (617)  ~ (all_0_214_214 = e23)
% 19.89/5.10  					| (618) all_0_215_215 = e23 | all_0_216_216 = e23
% 19.89/5.10  					|
% 19.89/5.10  						+-Applying beta-rule and splitting (532), into two cases.
% 19.89/5.10  						|-Branch one:
% 19.89/5.10  						| (619) all_0_216_216 = e21
% 19.89/5.10  						|
% 19.89/5.10  							| Equations (619) can reduce 527 to:
% 19.89/5.10  							| (566)  ~ (e23 = e21)
% 19.89/5.10  							|
% 19.89/5.10  							| Simplifying 566 yields:
% 19.89/5.10  							| (386)  ~ (e23 = e21)
% 19.89/5.10  							|
% 19.89/5.10  							+-Applying beta-rule and splitting (618), into two cases.
% 19.89/5.10  							|-Branch one:
% 19.89/5.10  							| (622) all_0_215_215 = e23
% 19.89/5.10  							|
% 19.89/5.10  								| Combining equations (493,622) yields a new equation:
% 19.89/5.10  								| (551) e23 = e22
% 19.89/5.10  								|
% 19.89/5.10  								| Equations (551) can reduce 136 to:
% 19.89/5.10  								| (508) $false
% 19.89/5.10  								|
% 19.89/5.10  								|-The branch is then unsatisfiable
% 19.89/5.10  							|-Branch two:
% 19.89/5.10  							| (625)  ~ (all_0_215_215 = e23)
% 19.89/5.10  							| (529) all_0_216_216 = e23
% 19.89/5.10  							|
% 19.89/5.11  								| Combining equations (619,529) yields a new equation:
% 19.89/5.11  								| (562) e23 = e21
% 19.89/5.11  								|
% 19.89/5.11  								| Equations (562) can reduce 386 to:
% 19.89/5.11  								| (508) $false
% 19.89/5.11  								|
% 19.89/5.11  								|-The branch is then unsatisfiable
% 19.89/5.11  						|-Branch two:
% 19.89/5.11  						| (629)  ~ (all_0_216_216 = e21)
% 19.89/5.11  						| (630) all_0_216_216 = e22
% 19.89/5.11  						|
% 19.89/5.11  							| Equations (630) can reduce 515 to:
% 19.89/5.11  							| (508) $false
% 19.89/5.11  							|
% 19.89/5.11  							|-The branch is then unsatisfiable
% 19.89/5.11  			|-Branch two:
% 19.89/5.11  			| (632)  ~ (all_0_210_210 = e23)
% 19.89/5.11  			| (605) all_0_210_210 = e21
% 19.89/5.11  			|
% 19.89/5.11  				| Equations (605) can reduce 119 to:
% 19.89/5.11  				| (634)  ~ (all_0_216_216 = e21)
% 19.89/5.11  				|
% 19.89/5.11  				| Simplifying 634 yields:
% 19.89/5.11  				| (629)  ~ (all_0_216_216 = e21)
% 19.89/5.11  				|
% 19.89/5.11  				| Equations (605) can reduce 632 to:
% 19.89/5.11  				| (566)  ~ (e23 = e21)
% 19.89/5.11  				|
% 19.89/5.11  				| Simplifying 566 yields:
% 19.89/5.11  				| (386)  ~ (e23 = e21)
% 19.89/5.11  				|
% 19.89/5.11  				+-Applying beta-rule and splitting (235), into two cases.
% 19.89/5.11  				|-Branch one:
% 19.89/5.11  				| (638) all_0_209_209 = e23
% 19.89/5.11  				|
% 19.89/5.11  					| Equations (638) can reduce 155 to:
% 19.89/5.11  					| (639)  ~ (all_0_218_218 = e23)
% 19.89/5.11  					|
% 19.89/5.11  					| Simplifying 639 yields:
% 19.89/5.11  					| (608)  ~ (all_0_218_218 = e23)
% 19.89/5.11  					|
% 19.89/5.11  					+-Applying beta-rule and splitting (405), into two cases.
% 19.89/5.11  					|-Branch one:
% 19.89/5.11  					| (555) all_0_218_218 = e23
% 19.89/5.11  					|
% 19.89/5.11  						| Equations (555) can reduce 608 to:
% 19.89/5.11  						| (508) $false
% 19.89/5.11  						|
% 19.89/5.11  						|-The branch is then unsatisfiable
% 19.89/5.11  					|-Branch two:
% 19.89/5.11  					| (608)  ~ (all_0_218_218 = e23)
% 19.89/5.11  					| (644) all_0_218_218 = e22 | all_0_218_218 = e21
% 19.89/5.11  					|
% 19.89/5.11  						+-Applying beta-rule and splitting (644), into two cases.
% 19.89/5.11  						|-Branch one:
% 19.89/5.11  						| (645) all_0_218_218 = e21
% 19.89/5.11  						|
% 19.89/5.11  							| Equations (645) can reduce 277 to:
% 19.89/5.11  							| (646)  ~ (all_0_219_219 = e21)
% 19.89/5.11  							|
% 19.89/5.11  							| Simplifying 646 yields:
% 19.89/5.11  							| (647)  ~ (all_0_219_219 = e21)
% 19.89/5.11  							|
% 19.89/5.11  							+-Applying beta-rule and splitting (275), into two cases.
% 19.89/5.11  							|-Branch one:
% 19.89/5.11  							| (609) all_0_219_219 = e23
% 19.89/5.11  							|
% 19.89/5.11  								| Equations (609) can reduce 304 to:
% 19.89/5.11  								| (611)  ~ (all_0_212_212 = e23)
% 19.89/5.11  								|
% 19.89/5.11  								| From (609) and (62) follows:
% 19.89/5.11  								| (650) op2(e20, e21) = e23
% 19.89/5.11  								|
% 19.89/5.11  								+-Applying beta-rule and splitting (239), into two cases.
% 19.89/5.11  								|-Branch one:
% 19.89/5.11  								| (543) all_0_212_212 = e23
% 19.89/5.11  								|
% 19.89/5.11  									| Equations (543) can reduce 611 to:
% 19.89/5.11  									| (508) $false
% 19.89/5.11  									|
% 19.89/5.11  									|-The branch is then unsatisfiable
% 19.89/5.11  								|-Branch two:
% 19.89/5.11  								| (611)  ~ (all_0_212_212 = e23)
% 19.89/5.11  								| (560) all_0_212_212 = e21
% 19.89/5.11  								|
% 19.89/5.11  									| Equations (560) can reduce 222 to:
% 19.89/5.11  									| (655)  ~ (e22 = e21)
% 19.89/5.11  									|
% 19.89/5.11  									| Simplifying 655 yields:
% 19.89/5.11  									| (37)  ~ (e22 = e21)
% 19.89/5.11  									|
% 19.89/5.11  									| From (560) and (404) follows:
% 19.89/5.11  									| (657) op2(e21, e22) = all_0_122_122
% 19.89/5.11  									|
% 19.89/5.11  									| From (560) and (56) follows:
% 19.89/5.11  									| (658) op2(e22, e21) = all_0_119_119
% 19.89/5.11  									|
% 19.89/5.11  									| From (560) and (93) follows:
% 19.89/5.11  									| (659) op2(e22, e21) = e21
% 19.89/5.11  									|
% 19.89/5.11  									| From (560) and (353) follows:
% 19.89/5.11  									| (660) op2(e20, e21) = all_0_134_134
% 19.89/5.11  									|
% 19.89/5.11  									+-Applying beta-rule and splitting (361), into two cases.
% 19.89/5.11  									|-Branch one:
% 19.89/5.11  									| (661) all_0_214_214 = e21
% 19.89/5.11  									|
% 19.89/5.11  										| Equations (661) can reduce 79 to:
% 19.89/5.11  										| (614)  ~ (all_0_211_211 = e21)
% 19.89/5.11  										|
% 19.89/5.11  										| Equations (661) can reduce 503 to:
% 19.89/5.11  										| (655)  ~ (e22 = e21)
% 19.89/5.11  										|
% 19.89/5.11  										| Simplifying 655 yields:
% 19.89/5.11  										| (37)  ~ (e22 = e21)
% 19.89/5.11  										|
% 19.89/5.11  										| Equations (661) can reduce 63 to:
% 19.89/5.11  										| (387)  ~ (e21 = e20)
% 19.89/5.11  										|
% 19.89/5.11  										+-Applying beta-rule and splitting (252), into two cases.
% 19.89/5.11  										|-Branch one:
% 19.89/5.11  										| (535) all_0_211_211 = e23
% 19.89/5.11  										|
% 19.89/5.11  											| From (535) and (234) follows:
% 19.89/5.11  											| (667) op2(e22, e23) = e23
% 19.89/5.11  											|
% 19.89/5.11  											| Instantiating formula (148) with e22, e21, e21, all_0_119_119 and discharging atoms op2(e22, e21) = all_0_119_119, op2(e22, e21) = e21, yields:
% 19.89/5.11  											| (571) all_0_119_119 = e21
% 19.89/5.11  											|
% 19.89/5.11  											| Instantiating formula (148) with e21, e22, all_0_122_122, e22 and discharging atoms op2(e21, e22) = all_0_122_122, op2(e21, e22) = e22, yields:
% 19.89/5.11  											| (669) all_0_122_122 = e22
% 19.89/5.11  											|
% 19.89/5.11  											| Instantiating formula (148) with e20, e21, e23, all_0_134_134 and discharging atoms op2(e20, e21) = all_0_134_134, op2(e20, e21) = e23, yields:
% 19.89/5.11  											| (670) all_0_134_134 = e23
% 19.89/5.11  											|
% 19.89/5.11  											| From (571) and (658) follows:
% 19.89/5.11  											| (659) op2(e22, e21) = e21
% 19.89/5.11  											|
% 19.89/5.11  											| From (669) and (657) follows:
% 19.89/5.11  											| (499) op2(e21, e22) = e22
% 19.89/5.11  											|
% 19.89/5.11  											| From (670) and (660) follows:
% 20.07/5.11  											| (650) op2(e20, e21) = e23
% 20.07/5.11  											|
% 20.07/5.11  											+-Applying beta-rule and splitting (377), into two cases.
% 20.07/5.11  											|-Branch one:
% 20.07/5.11  											| (575) unit2 = e20
% 20.07/5.11  											|
% 20.07/5.11  												| From (575) and (116) follows:
% 20.07/5.11  												| (675) op2(e20, e23) = e23
% 20.07/5.11  												|
% 20.07/5.11  												| From (575) and (29) follows:
% 20.07/5.11  												| (568) op2(e20, e21) = e21
% 20.07/5.11  												|
% 20.07/5.11  												| Instantiating formula (148) with e20, e23, e23, e22 and discharging atoms op2(e20, e23) = e23, op2(e20, e23) = e22, yields:
% 20.07/5.11  												| (551) e23 = e22
% 20.07/5.11  												|
% 20.07/5.11  												| Instantiating formula (148) with e20, e21, e21, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e21, yields:
% 20.07/5.11  												| (562) e23 = e21
% 20.07/5.11  												|
% 20.07/5.11  												| Combining equations (551,562) yields a new equation:
% 20.07/5.11  												| (679) e22 = e21
% 20.07/5.11  												|
% 20.07/5.11  												| Simplifying 679 yields:
% 20.07/5.11  												| (584) e22 = e21
% 20.07/5.11  												|
% 20.07/5.11  												| Equations (584) can reduce 37 to:
% 20.07/5.11  												| (508) $false
% 20.07/5.11  												|
% 20.07/5.11  												|-The branch is then unsatisfiable
% 20.07/5.11  											|-Branch two:
% 20.07/5.11  											| (579)  ~ (unit2 = e20)
% 20.07/5.11  											| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 20.07/5.11  											|
% 20.07/5.11  												+-Applying beta-rule and splitting (580), into two cases.
% 20.07/5.11  												|-Branch one:
% 20.07/5.11  												| (581) unit2 = e23
% 20.07/5.11  												|
% 20.07/5.11  													| From (581) and (29) follows:
% 20.07/5.11  													| (685) op2(e23, e21) = e21
% 20.07/5.11  													|
% 20.07/5.11  													| From (581) and (412) follows:
% 20.07/5.11  													| (686) op2(e23, e23) = e23
% 20.07/5.11  													|
% 20.07/5.11  													| From (581) and (338) follows:
% 20.07/5.12  													| (582) op2(e22, e23) = e22
% 20.07/5.12  													|
% 20.07/5.12  													| Instantiating formula (148) with e23, e23, e23, e20 and discharging atoms op2(e23, e23) = e23, op2(e23, e23) = e20, yields:
% 20.07/5.12  													| (688) e23 = e20
% 20.07/5.12  													|
% 20.07/5.12  													| Instantiating formula (148) with e23, e21, e21, e22 and discharging atoms op2(e23, e21) = e22, op2(e23, e21) = e21, yields:
% 20.07/5.12  													| (584) e22 = e21
% 20.07/5.12  													|
% 20.07/5.12  													| Instantiating formula (148) with e22, e23, e22, e23 and discharging atoms op2(e22, e23) = e23, op2(e22, e23) = e22, yields:
% 20.07/5.12  													| (551) e23 = e22
% 20.07/5.12  													|
% 20.07/5.12  													| Combining equations (551,688) yields a new equation:
% 20.07/5.12  													| (691) e22 = e20
% 20.07/5.12  													|
% 20.07/5.12  													| Simplifying 691 yields:
% 20.07/5.12  													| (585) e22 = e20
% 20.07/5.12  													|
% 20.07/5.12  													| Combining equations (584,585) yields a new equation:
% 20.07/5.12  													| (601) e21 = e20
% 20.07/5.12  													|
% 20.07/5.12  													| Simplifying 601 yields:
% 20.07/5.12  													| (586) e21 = e20
% 20.07/5.12  													|
% 20.07/5.12  													| Equations (586) can reduce 387 to:
% 20.07/5.12  													| (508) $false
% 20.07/5.12  													|
% 20.07/5.12  													|-The branch is then unsatisfiable
% 20.07/5.12  												|-Branch two:
% 20.07/5.12  												| (588)  ~ (unit2 = e23)
% 20.07/5.12  												| (589) unit2 = e22 | unit2 = e21
% 20.07/5.12  												|
% 20.07/5.12  													+-Applying beta-rule and splitting (589), into two cases.
% 20.07/5.12  													|-Branch one:
% 20.07/5.12  													| (590) unit2 = e21
% 20.07/5.12  													|
% 20.07/5.12  														| Equations (590) can reduce 579 to:
% 20.07/5.12  														| (387)  ~ (e21 = e20)
% 20.07/5.12  														|
% 20.07/5.12  														| From (590) and (412) follows:
% 20.07/5.12  														| (700) op2(e23, e21) = e23
% 20.07/5.12  														|
% 20.07/5.12  														| From (590) and (338) follows:
% 20.07/5.12  														| (701) op2(e22, e21) = e22
% 20.07/5.12  														|
% 20.07/5.12  														| From (590) and (339) follows:
% 20.07/5.12  														| (592) op2(e20, e21) = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Instantiating formula (148) with e23, e21, e23, e22 and discharging atoms op2(e23, e21) = e23, op2(e23, e21) = e22, yields:
% 20.07/5.12  														| (551) e23 = e22
% 20.07/5.12  														|
% 20.07/5.12  														| Instantiating formula (148) with e22, e21, e22, e21 and discharging atoms op2(e22, e21) = e22, op2(e22, e21) = e21, yields:
% 20.07/5.12  														| (584) e22 = e21
% 20.07/5.12  														|
% 20.07/5.12  														| Instantiating formula (148) with e20, e21, e20, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e20, yields:
% 20.07/5.12  														| (688) e23 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Combining equations (551,688) yields a new equation:
% 20.07/5.12  														| (691) e22 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Simplifying 691 yields:
% 20.07/5.12  														| (585) e22 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Combining equations (585,584) yields a new equation:
% 20.07/5.12  														| (586) e21 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Equations (586) can reduce 387 to:
% 20.07/5.12  														| (508) $false
% 20.07/5.12  														|
% 20.07/5.12  														|-The branch is then unsatisfiable
% 20.07/5.12  													|-Branch two:
% 20.07/5.12  													| (595)  ~ (unit2 = e21)
% 20.07/5.12  													| (596) unit2 = e22
% 20.07/5.12  													|
% 20.07/5.12  														| From (596) and (146) follows:
% 20.07/5.12  														| (597) op2(e22, e20) = e20
% 20.07/5.12  														|
% 20.07/5.12  														| From (596) and (276) follows:
% 20.07/5.12  														| (598) op2(e21, e22) = e21
% 20.07/5.12  														|
% 20.07/5.12  														| Instantiating formula (148) with e22, e20, e20, e22 and discharging atoms op2(e22, e20) = e22, op2(e22, e20) = e20, yields:
% 20.07/5.12  														| (585) e22 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Instantiating formula (148) with e21, e22, e21, e22 and discharging atoms op2(e21, e22) = e22, op2(e21, e22) = e21, yields:
% 20.07/5.12  														| (584) e22 = e21
% 20.07/5.12  														|
% 20.07/5.12  														| Combining equations (584,585) yields a new equation:
% 20.07/5.12  														| (601) e21 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Simplifying 601 yields:
% 20.07/5.12  														| (586) e21 = e20
% 20.07/5.12  														|
% 20.07/5.12  														| Equations (586) can reduce 387 to:
% 20.07/5.12  														| (508) $false
% 20.07/5.12  														|
% 20.07/5.12  														|-The branch is then unsatisfiable
% 20.07/5.12  										|-Branch two:
% 20.07/5.12  										| (534)  ~ (all_0_211_211 = e23)
% 20.07/5.12  										| (538) all_0_211_211 = e22 | all_0_211_211 = e21
% 20.07/5.12  										|
% 20.07/5.12  											+-Applying beta-rule and splitting (538), into two cases.
% 20.07/5.12  											|-Branch one:
% 20.07/5.12  											| (539) all_0_211_211 = e21
% 20.07/5.12  											|
% 20.07/5.12  												| Equations (539) can reduce 614 to:
% 20.07/5.12  												| (508) $false
% 20.07/5.12  												|
% 20.07/5.12  												|-The branch is then unsatisfiable
% 20.07/5.12  											|-Branch two:
% 20.07/5.12  											| (614)  ~ (all_0_211_211 = e21)
% 20.07/5.12  											| (507) all_0_211_211 = e22
% 20.07/5.12  											|
% 20.07/5.12  												| Equations (507) can reduce 502 to:
% 20.07/5.12  												| (508) $false
% 20.07/5.12  												|
% 20.07/5.12  												|-The branch is then unsatisfiable
% 20.07/5.12  									|-Branch two:
% 20.07/5.12  									| (726)  ~ (all_0_214_214 = e21)
% 20.07/5.12  									| (727) all_0_215_215 = e21 | all_0_216_216 = e21
% 20.07/5.12  									|
% 20.07/5.12  										+-Applying beta-rule and splitting (727), into two cases.
% 20.07/5.12  										|-Branch one:
% 20.07/5.12  										| (728) all_0_215_215 = e21
% 20.07/5.12  										|
% 20.07/5.12  											| Combining equations (493,728) yields a new equation:
% 20.07/5.12  											| (679) e22 = e21
% 20.07/5.12  											|
% 20.07/5.12  											| Simplifying 679 yields:
% 20.07/5.12  											| (584) e22 = e21
% 20.07/5.12  											|
% 20.07/5.12  											| Equations (584) can reduce 37 to:
% 20.07/5.12  											| (508) $false
% 20.07/5.12  											|
% 20.07/5.12  											|-The branch is then unsatisfiable
% 20.07/5.12  										|-Branch two:
% 20.07/5.12  										| (732)  ~ (all_0_215_215 = e21)
% 20.07/5.12  										| (619) all_0_216_216 = e21
% 20.07/5.12  										|
% 20.07/5.12  											| Equations (619) can reduce 629 to:
% 20.07/5.12  											| (508) $false
% 20.07/5.12  											|
% 20.07/5.12  											|-The branch is then unsatisfiable
% 20.07/5.12  							|-Branch two:
% 20.07/5.12  							| (545)  ~ (all_0_219_219 = e23)
% 20.07/5.12  							| (565) all_0_219_219 = e21
% 20.07/5.12  							|
% 20.07/5.12  								| Equations (565) can reduce 647 to:
% 20.07/5.12  								| (508) $false
% 20.07/5.12  								|
% 20.07/5.12  								|-The branch is then unsatisfiable
% 20.07/5.12  						|-Branch two:
% 20.07/5.12  						| (738)  ~ (all_0_218_218 = e21)
% 20.07/5.12  						| (739) all_0_218_218 = e22
% 20.07/5.12  						|
% 20.07/5.12  							| Equations (739) can reduce 495 to:
% 20.07/5.12  							| (508) $false
% 20.07/5.12  							|
% 20.07/5.12  							|-The branch is then unsatisfiable
% 20.07/5.12  				|-Branch two:
% 20.07/5.12  				| (741)  ~ (all_0_209_209 = e23)
% 20.07/5.12  				| (525) all_0_210_210 = e23
% 20.07/5.12  				|
% 20.07/5.12  					| Combining equations (605,525) yields a new equation:
% 20.07/5.12  					| (562) e23 = e21
% 20.07/5.12  					|
% 20.07/5.13  					| Equations (562) can reduce 386 to:
% 20.07/5.13  					| (508) $false
% 20.07/5.13  					|
% 20.07/5.13  					|-The branch is then unsatisfiable
% 20.07/5.13  	|-Branch two:
% 20.07/5.13  	| (745)  ~ (all_0_217_217 = e22)
% 20.07/5.13  	| (739) all_0_218_218 = e22
% 20.07/5.13  	|
% 20.07/5.13  		| Equations (739) can reduce 495 to:
% 20.07/5.13  		| (508) $false
% 20.07/5.13  		|
% 20.07/5.13  		|-The branch is then unsatisfiable
% 20.07/5.13  |-Branch two:
% 20.07/5.13  | (748)  ~ (all_0_215_215 = e22)
% 20.07/5.13  | (739) all_0_218_218 = e22
% 20.07/5.13  |
% 20.07/5.13  	| Equations (739) can reduce 155 to:
% 20.07/5.13  	| (337)  ~ (all_0_209_209 = e22)
% 20.07/5.13  	|
% 20.07/5.13  	| Equations (739) can reduce 198 to:
% 20.07/5.13  	| (748)  ~ (all_0_215_215 = e22)
% 20.07/5.13  	|
% 20.07/5.13  	| Equations (739) can reduce 277 to:
% 20.07/5.13  	| (752)  ~ (all_0_219_219 = e22)
% 20.07/5.13  	|
% 20.07/5.13  	| Simplifying 752 yields:
% 20.07/5.13  	| (261)  ~ (all_0_219_219 = e22)
% 20.07/5.13  	|
% 20.07/5.13  	| From (739) and (88) follows:
% 20.07/5.13  	| (576) op2(e20, e22) = e22
% 20.07/5.13  	|
% 20.07/5.13  	+-Applying beta-rule and splitting (65), into two cases.
% 20.07/5.13  	|-Branch one:
% 20.07/5.13  	| (510) all_0_213_213 = e22
% 20.07/5.13  	|
% 20.07/5.13  		| Equations (510) can reduce 12 to:
% 20.07/5.13  		| (141)  ~ (all_0_210_210 = e22)
% 20.07/5.13  		|
% 20.07/5.13  		| Equations (510) can reduce 478 to:
% 20.07/5.13  		| (222)  ~ (all_0_212_212 = e22)
% 20.07/5.13  		|
% 20.07/5.13  		| Equations (510) can reduce 378 to:
% 20.07/5.13  		| (514)  ~ (all_0_216_216 = e22)
% 20.07/5.13  		|
% 20.07/5.13  		| Simplifying 514 yields:
% 20.07/5.13  		| (515)  ~ (all_0_216_216 = e22)
% 20.07/5.13  		|
% 20.07/5.13  		+-Applying beta-rule and splitting (286), into two cases.
% 20.07/5.13  		|-Branch one:
% 20.07/5.13  		| (760) all_0_214_214 = e22
% 20.07/5.13  		|
% 20.07/5.13  			| Equations (760) can reduce 79 to:
% 20.07/5.13  			| (502)  ~ (all_0_211_211 = e22)
% 20.07/5.13  			|
% 20.07/5.13  			| Equations (760) can reduce 287 to:
% 20.07/5.13  			| (762)  ~ (all_0_215_215 = e22)
% 20.07/5.13  			|
% 20.07/5.13  			| Simplifying 762 yields:
% 20.07/5.13  			| (748)  ~ (all_0_215_215 = e22)
% 20.07/5.13  			|
% 20.07/5.13  			| Equations (760) can reduce 35 to:
% 20.07/5.13  			| (514)  ~ (all_0_216_216 = e22)
% 20.07/5.13  			|
% 20.07/5.13  			| Simplifying 514 yields:
% 20.07/5.13  			| (515)  ~ (all_0_216_216 = e22)
% 20.07/5.13  			|
% 20.07/5.13  			| From (760) and (18) follows:
% 20.07/5.13  			| (766) op2(e22, e23) = all_0_24_24
% 20.07/5.13  			|
% 20.07/5.13  			| From (760) and (442) follows:
% 20.07/5.13  			| (767) op2(e22, e21) = all_0_21_21
% 20.07/5.13  			|
% 20.07/5.13  			| From (760) and (60) follows:
% 20.07/5.13  			| (768) op2(e23, e22) = all_0_29_29
% 20.07/5.13  			|
% 20.07/5.13  			| From (760) and (374) follows:
% 20.07/5.13  			| (769) op2(e21, e22) = all_0_18_18
% 20.07/5.13  			|
% 20.07/5.13  			| From (760) and (238) follows:
% 20.07/5.13  			| (770) op2(e21, e23) = e22
% 20.07/5.13  			|
% 20.07/5.13  			| From (760) and (264) follows:
% 20.07/5.13  			| (771) op2(e20, e22) = all_0_33_33
% 20.07/5.13  			|
% 20.07/5.13  			| Instantiating formula (148) with e23, e22, all_0_29_29, all_0_209_209 and discharging atoms op2(e23, e22) = all_0_29_29, op2(e23, e22) = all_0_209_209, yields:
% 20.07/5.13  			| (772) all_0_29_29 = all_0_209_209
% 20.07/5.13  			|
% 20.07/5.13  			| Instantiating formula (148) with e22, e23, all_0_24_24, all_0_211_211 and discharging atoms op2(e22, e23) = all_0_24_24, op2(e22, e23) = all_0_211_211, yields:
% 20.07/5.13  			| (773) all_0_24_24 = all_0_211_211
% 20.07/5.13  			|
% 20.07/5.13  			| Instantiating formula (148) with e22, e21, all_0_21_21, all_0_212_212 and discharging atoms op2(e22, e21) = all_0_21_21, op2(e22, e21) = all_0_212_212, yields:
% 20.07/5.13  			| (774) all_0_21_21 = all_0_212_212
% 20.07/5.13  			|
% 20.07/5.13  			| Instantiating formula (148) with e21, e22, all_0_18_18, all_0_215_215 and discharging atoms op2(e21, e22) = all_0_18_18, op2(e21, e22) = all_0_215_215, yields:
% 20.07/5.13  			| (775) all_0_18_18 = all_0_215_215
% 20.07/5.13  			|
% 20.07/5.13  			| Instantiating formula (148) with e20, e22, all_0_33_33, e22 and discharging atoms op2(e20, e22) = all_0_33_33, op2(e20, e22) = e22, yields:
% 20.07/5.13  			| (776) all_0_33_33 = e22
% 20.07/5.13  			|
% 20.07/5.13  			| From (772) and (768) follows:
% 20.07/5.13  			| (114) op2(e23, e22) = all_0_209_209
% 20.07/5.13  			|
% 20.07/5.13  			| From (773) and (766) follows:
% 20.07/5.13  			| (234) op2(e22, e23) = all_0_211_211
% 20.07/5.13  			|
% 20.07/5.13  			| From (774) and (767) follows:
% 20.07/5.13  			| (93) op2(e22, e21) = all_0_212_212
% 20.07/5.13  			|
% 20.07/5.13  			| From (775) and (769) follows:
% 20.07/5.13  			| (323) op2(e21, e22) = all_0_215_215
% 20.07/5.13  			|
% 20.07/5.13  			| From (776) and (771) follows:
% 20.07/5.13  			| (576) op2(e20, e22) = e22
% 20.07/5.13  			|
% 20.07/5.13  			+-Applying beta-rule and splitting (347), into two cases.
% 20.07/5.13  			|-Branch one:
% 20.07/5.13  			| (782) all_0_230_230 = e13
% 20.07/5.13  			|
% 20.07/5.13  				| Equations (782) can reduce 382 to:
% 20.07/5.13  				| (783)  ~ (all_0_223_223 = e13)
% 20.07/5.13  				|
% 20.07/5.13  				| From (782) and (398) follows:
% 20.07/5.13  				| (784) op1(e10, e11) = e13
% 20.07/5.13  				|
% 20.07/5.13  				+-Applying beta-rule and splitting (355), into two cases.
% 20.07/5.13  				|-Branch one:
% 20.07/5.13  				| (785) all_0_223_223 = e13
% 20.07/5.13  				|
% 20.07/5.13  					| Equations (785) can reduce 783 to:
% 20.07/5.13  					| (508) $false
% 20.07/5.13  					|
% 20.07/5.13  					|-The branch is then unsatisfiable
% 20.07/5.13  				|-Branch two:
% 20.07/5.13  				| (783)  ~ (all_0_223_223 = e13)
% 20.07/5.13  				| (788) all_0_223_223 = e11
% 20.07/5.13  				|
% 20.07/5.13  					| Equations (788) can reduce 118 to:
% 20.07/5.13  					| (789)  ~ (all_0_222_222 = e11)
% 20.07/5.13  					|
% 20.07/5.13  					| Equations (788) can reduce 52 to:
% 20.07/5.13  					| (790)  ~ (all_0_224_224 = e11)
% 20.07/5.13  					|
% 20.07/5.13  					| Simplifying 790 yields:
% 20.07/5.13  					| (791)  ~ (all_0_224_224 = e11)
% 20.07/5.13  					|
% 20.07/5.13  					| Equations (788) can reduce 783 to:
% 20.07/5.13  					| (792)  ~ (e13 = e11)
% 20.07/5.13  					|
% 20.07/5.13  					| Simplifying 792 yields:
% 20.07/5.13  					| (40)  ~ (e13 = e11)
% 20.07/5.13  					|
% 20.07/5.13  					| From (788) and (128) follows:
% 20.07/5.13  					| (794) op1(e12, e11) = e11
% 20.07/5.13  					|
% 20.07/5.13  					+-Applying beta-rule and splitting (131), into two cases.
% 20.07/5.13  					|-Branch one:
% 20.07/5.13  					| (795) all_0_220_220 = e13
% 20.07/5.13  					|
% 20.07/5.13  						| Equations (795) can reduce 49 to:
% 20.07/5.14  						| (796)  ~ (all_0_221_221 = e13)
% 20.07/5.14  						|
% 20.07/5.14  						| Simplifying 796 yields:
% 20.07/5.14  						| (797)  ~ (all_0_221_221 = e13)
% 20.07/5.14  						|
% 20.07/5.14  						| Equations (795) can reduce 272 to:
% 20.07/5.14  						| (798)  ~ (all_0_229_229 = e13)
% 20.07/5.14  						|
% 20.07/5.14  						| Simplifying 798 yields:
% 20.07/5.14  						| (799)  ~ (all_0_229_229 = e13)
% 20.07/5.14  						|
% 20.07/5.14  						+-Applying beta-rule and splitting (180), into two cases.
% 20.07/5.14  						|-Branch one:
% 20.07/5.14  						| (800) all_0_221_221 = e13
% 20.07/5.14  						|
% 20.07/5.14  							| Equations (800) can reduce 797 to:
% 20.07/5.14  							| (508) $false
% 20.07/5.14  							|
% 20.07/5.14  							|-The branch is then unsatisfiable
% 20.07/5.14  						|-Branch two:
% 20.07/5.14  						| (797)  ~ (all_0_221_221 = e13)
% 20.07/5.14  						| (803) all_0_221_221 = e11
% 20.07/5.14  						|
% 20.07/5.14  							| Equations (803) can reduce 77 to:
% 20.07/5.14  							| (790)  ~ (all_0_224_224 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Simplifying 790 yields:
% 20.07/5.14  							| (791)  ~ (all_0_224_224 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Equations (803) can reduce 214 to:
% 20.07/5.14  							| (806)  ~ (all_0_227_227 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Simplifying 806 yields:
% 20.07/5.14  							| (807)  ~ (all_0_227_227 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Equations (803) can reduce 797 to:
% 20.07/5.14  							| (792)  ~ (e13 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Simplifying 792 yields:
% 20.07/5.14  							| (40)  ~ (e13 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Equations (803) can reduce 372 to:
% 20.07/5.14  							| (810)  ~ (e12 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							| Simplifying 810 yields:
% 20.07/5.14  							| (266)  ~ (e12 = e11)
% 20.07/5.14  							|
% 20.07/5.14  							+-Applying beta-rule and splitting (152), into two cases.
% 20.07/5.14  							|-Branch one:
% 20.07/5.14  							| (812) all_0_226_226 = e12
% 20.07/5.14  							|
% 20.07/5.14  								| Equations (812) can reduce 362 to:
% 20.07/5.14  								| (813)  ~ (all_0_227_227 = e12)
% 20.07/5.14  								|
% 20.07/5.14  								| Simplifying 813 yields:
% 20.07/5.14  								| (814)  ~ (all_0_227_227 = e12)
% 20.07/5.14  								|
% 20.07/5.14  								| Equations (812) can reduce 450 to:
% 20.07/5.14  								| (815)  ~ (all_0_229_229 = e12)
% 20.07/5.14  								|
% 20.07/5.14  								| Simplifying 815 yields:
% 20.07/5.14  								| (816)  ~ (all_0_229_229 = e12)
% 20.07/5.14  								|
% 20.07/5.14  								| From (812) and (335) follows:
% 20.07/5.14  								| (817) op1(e11, e12) = e12
% 20.07/5.14  								|
% 20.07/5.14  								+-Applying beta-rule and splitting (369), into two cases.
% 20.07/5.14  								|-Branch one:
% 20.07/5.14  								| (818) all_0_228_228 = e12
% 20.07/5.14  								|
% 20.07/5.14  									| Equations (818) can reduce 104 to:
% 20.07/5.14  									| (815)  ~ (all_0_229_229 = e12)
% 20.07/5.14  									|
% 20.07/5.14  									| Simplifying 815 yields:
% 20.07/5.14  									| (816)  ~ (all_0_229_229 = e12)
% 20.07/5.14  									|
% 20.07/5.14  									| From (818) and (13) follows:
% 20.07/5.14  									| (821) op1(e10, e13) = e12
% 20.07/5.14  									|
% 20.07/5.14  									+-Applying beta-rule and splitting (89), into two cases.
% 20.07/5.14  									|-Branch one:
% 20.07/5.14  									| (822) all_0_224_224 = e12
% 20.07/5.14  									|
% 20.07/5.14  										| Equations (822) can reduce 482 to:
% 20.07/5.14  										| (823)  ~ (all_0_222_222 = e12)
% 20.07/5.14  										|
% 20.07/5.14  										| Equations (822) can reduce 791 to:
% 20.07/5.14  										| (266)  ~ (e12 = e11)
% 20.18/5.14  										|
% 20.18/5.14  										| From (822) and (322) follows:
% 20.18/5.14  										| (825) op1(e12, e10) = e12
% 20.18/5.14  										|
% 20.18/5.14  										+-Applying beta-rule and splitting (99), into two cases.
% 20.18/5.14  										|-Branch one:
% 20.18/5.14  										| (826) all_0_222_222 = e13
% 20.18/5.14  										|
% 20.18/5.14  											| Equations (826) can reduce 346 to:
% 20.18/5.14  											| (827)  ~ (all_0_225_225 = e13)
% 20.18/5.14  											|
% 20.18/5.14  											| Simplifying 827 yields:
% 20.18/5.14  											| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.14  											|
% 20.18/5.14  											| Equations (826) can reduce 823 to:
% 20.18/5.14  											| (112)  ~ (e13 = e12)
% 20.18/5.14  											|
% 20.18/5.14  											| From (826) and (391) follows:
% 20.18/5.14  											| (830) op1(e12, e13) = e13
% 20.18/5.14  											|
% 20.18/5.14  											+-Applying beta-rule and splitting (390), into two cases.
% 20.18/5.14  											|-Branch one:
% 20.18/5.14  											| (831) all_0_225_225 = e13
% 20.18/5.14  											|
% 20.18/5.14  												| Equations (831) can reduce 828 to:
% 20.18/5.14  												| (508) $false
% 20.18/5.14  												|
% 20.18/5.14  												|-The branch is then unsatisfiable
% 20.18/5.14  											|-Branch two:
% 20.18/5.14  											| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.14  											| (834) all_0_226_226 = e13 | all_0_227_227 = e13
% 20.18/5.14  											|
% 20.18/5.14  												+-Applying beta-rule and splitting (102), into two cases.
% 20.18/5.14  												|-Branch one:
% 20.18/5.14  												| (835) all_0_228_228 = e11
% 20.18/5.14  												|
% 20.18/5.14  													| Combining equations (818,835) yields a new equation:
% 20.18/5.14  													| (836) e12 = e11
% 20.18/5.14  													|
% 20.18/5.14  													| Simplifying 836 yields:
% 20.18/5.14  													| (837) e12 = e11
% 20.18/5.14  													|
% 20.18/5.14  													| Equations (837) can reduce 266 to:
% 20.18/5.14  													| (508) $false
% 20.18/5.14  													|
% 20.18/5.14  													|-The branch is then unsatisfiable
% 20.18/5.14  												|-Branch two:
% 20.18/5.14  												| (839)  ~ (all_0_228_228 = e11)
% 20.18/5.14  												| (840) all_0_229_229 = e11 | all_0_230_230 = e11
% 20.18/5.14  												|
% 20.18/5.14  													| Equations (818) can reduce 839 to:
% 20.18/5.14  													| (266)  ~ (e12 = e11)
% 20.18/5.14  													|
% 20.18/5.14  													+-Applying beta-rule and splitting (834), into two cases.
% 20.18/5.14  													|-Branch one:
% 20.18/5.14  													| (842) all_0_226_226 = e13
% 20.18/5.14  													|
% 20.18/5.14  														| Combining equations (812,842) yields a new equation:
% 20.18/5.14  														| (843) e13 = e12
% 20.18/5.14  														|
% 20.18/5.14  														| Equations (843) can reduce 112 to:
% 20.18/5.14  														| (508) $false
% 20.18/5.14  														|
% 20.18/5.14  														|-The branch is then unsatisfiable
% 20.18/5.14  													|-Branch two:
% 20.18/5.14  													| (845)  ~ (all_0_226_226 = e13)
% 20.18/5.14  													| (846) all_0_227_227 = e13
% 20.18/5.14  													|
% 20.18/5.14  														| Equations (846) can reduce 294 to:
% 20.18/5.14  														| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.14  														|
% 20.18/5.14  														| Equations (846) can reduce 807 to:
% 20.18/5.14  														| (40)  ~ (e13 = e11)
% 20.18/5.14  														|
% 20.18/5.14  														+-Applying beta-rule and splitting (342), into two cases.
% 20.18/5.14  														|-Branch one:
% 20.18/5.14  														| (849) all_0_225_225 = e11
% 20.18/5.14  														|
% 20.18/5.15  															| Equations (849) can reduce 828 to:
% 20.18/5.15  															| (792)  ~ (e13 = e11)
% 20.18/5.15  															|
% 20.18/5.15  															| Simplifying 792 yields:
% 20.18/5.15  															| (40)  ~ (e13 = e11)
% 20.18/5.15  															|
% 20.18/5.15  															+-Applying beta-rule and splitting (366), into two cases.
% 20.18/5.15  															|-Branch one:
% 20.18/5.15  															| (852) all_0_220_220 = e11
% 20.18/5.15  															|
% 20.18/5.15  																| Combining equations (852,795) yields a new equation:
% 20.18/5.15  																| (853) e13 = e11
% 20.18/5.15  																|
% 20.18/5.15  																| Equations (853) can reduce 40 to:
% 20.18/5.15  																| (508) $false
% 20.18/5.15  																|
% 20.18/5.15  																|-The branch is then unsatisfiable
% 20.18/5.15  															|-Branch two:
% 20.18/5.15  															| (855)  ~ (all_0_220_220 = e11)
% 20.18/5.15  															| (856) all_0_226_226 = e11 | all_0_229_229 = e11
% 20.18/5.15  															|
% 20.18/5.15  																| Equations (795) can reduce 855 to:
% 20.18/5.15  																| (40)  ~ (e13 = e11)
% 20.18/5.15  																|
% 20.18/5.15  																+-Applying beta-rule and splitting (840), into two cases.
% 20.18/5.15  																|-Branch one:
% 20.18/5.15  																| (858) all_0_229_229 = e11
% 20.18/5.15  																|
% 20.18/5.15  																	| Equations (858) can reduce 816 to:
% 20.18/5.15  																	| (810)  ~ (e12 = e11)
% 20.18/5.15  																	|
% 20.18/5.15  																	| Simplifying 810 yields:
% 20.18/5.15  																	| (266)  ~ (e12 = e11)
% 20.18/5.15  																	|
% 20.18/5.15  																	| Equations (858) can reduce 278 to:
% 20.18/5.15  																	| (175)  ~ (e11 = e10)
% 20.18/5.15  																	|
% 20.18/5.15  																	+-Applying beta-rule and splitting (375), into two cases.
% 20.18/5.15  																	|-Branch one:
% 20.18/5.15  																	| (862) unit1 = e13
% 20.18/5.15  																	|
% 20.18/5.15  																		| From (862) and (53) follows:
% 20.18/5.15  																		| (863) op1(e13, e11) = e11
% 20.18/5.15  																		|
% 20.18/5.15  																		| From (862) and (32) follows:
% 20.18/5.15  																		| (864) op1(e13, e13) = e13
% 20.18/5.15  																		|
% 20.18/5.15  																		| From (862) and (54) follows:
% 20.18/5.15  																		| (865) op1(e12, e13) = e12
% 20.18/5.15  																		|
% 20.18/5.15  																		| Instantiating formula (487) with e13, e13, e13, e10 and discharging atoms op1(e13, e13) = e13, op1(e13, e13) = e10, yields:
% 20.18/5.15  																		| (866) e13 = e10
% 20.18/5.15  																		|
% 20.18/5.15  																		| Instantiating formula (487) with e13, e11, e11, e12 and discharging atoms op1(e13, e11) = e12, op1(e13, e11) = e11, yields:
% 20.18/5.15  																		| (837) e12 = e11
% 20.18/5.15  																		|
% 20.18/5.15  																		| Instantiating formula (487) with e12, e13, e12, e13 and discharging atoms op1(e12, e13) = e13, op1(e12, e13) = e12, yields:
% 20.18/5.15  																		| (843) e13 = e12
% 20.18/5.15  																		|
% 20.18/5.15  																		| Combining equations (866,843) yields a new equation:
% 20.18/5.15  																		| (869) e12 = e10
% 20.18/5.15  																		|
% 20.18/5.15  																		| Combining equations (837,869) yields a new equation:
% 20.18/5.15  																		| (870) e11 = e10
% 20.18/5.15  																		|
% 20.18/5.15  																		| Simplifying 870 yields:
% 20.18/5.15  																		| (871) e11 = e10
% 20.18/5.15  																		|
% 20.18/5.15  																		| Equations (871) can reduce 175 to:
% 20.18/5.15  																		| (508) $false
% 20.18/5.15  																		|
% 20.18/5.15  																		|-The branch is then unsatisfiable
% 20.18/5.15  																	|-Branch two:
% 20.18/5.15  																	| (873)  ~ (unit1 = e13)
% 20.18/5.15  																	| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.18/5.15  																	|
% 20.18/5.15  																		+-Applying beta-rule and splitting (874), into two cases.
% 20.18/5.15  																		|-Branch one:
% 20.18/5.15  																		| (875) unit1 = e11
% 20.18/5.15  																		|
% 20.18/5.15  																			| From (875) and (32) follows:
% 20.18/5.15  																			| (876) op1(e13, e11) = e13
% 20.18/5.15  																			|
% 20.18/5.15  																			| From (875) and (54) follows:
% 20.18/5.15  																			| (877) op1(e12, e11) = e12
% 20.18/5.15  																			|
% 20.18/5.15  																			| From (875) and (145) follows:
% 20.18/5.15  																			| (878) op1(e10, e11) = e10
% 20.18/5.15  																			|
% 20.18/5.15  																			| Instantiating formula (487) with e13, e11, e13, e12 and discharging atoms op1(e13, e11) = e13, op1(e13, e11) = e12, yields:
% 20.18/5.15  																			| (843) e13 = e12
% 20.18/5.15  																			|
% 20.18/5.15  																			| Instantiating formula (487) with e12, e11, e12, e11 and discharging atoms op1(e12, e11) = e12, op1(e12, e11) = e11, yields:
% 20.18/5.15  																			| (837) e12 = e11
% 20.18/5.15  																			|
% 20.18/5.15  																			| Instantiating formula (487) with e10, e11, e10, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e10, yields:
% 20.18/5.15  																			| (866) e13 = e10
% 20.18/5.15  																			|
% 20.18/5.15  																			| Combining equations (843,866) yields a new equation:
% 20.18/5.15  																			| (882) e12 = e10
% 20.18/5.15  																			|
% 20.18/5.15  																			| Simplifying 882 yields:
% 20.18/5.15  																			| (869) e12 = e10
% 20.18/5.15  																			|
% 20.18/5.15  																			| Combining equations (869,837) yields a new equation:
% 20.18/5.15  																			| (871) e11 = e10
% 20.18/5.15  																			|
% 20.18/5.15  																			| Equations (871) can reduce 175 to:
% 20.18/5.15  																			| (508) $false
% 20.18/5.15  																			|
% 20.18/5.15  																			|-The branch is then unsatisfiable
% 20.18/5.15  																		|-Branch two:
% 20.18/5.15  																		| (886)  ~ (unit1 = e11)
% 20.18/5.15  																		| (887) unit1 = e12 | unit1 = e10
% 20.18/5.15  																		|
% 20.18/5.15  																			+-Applying beta-rule and splitting (887), into two cases.
% 20.18/5.15  																			|-Branch one:
% 20.18/5.15  																			| (888) unit1 = e12
% 20.18/5.15  																			|
% 20.18/5.15  																				| From (888) and (376) follows:
% 20.18/5.15  																				| (889) op1(e12, e10) = e10
% 20.18/5.15  																				|
% 20.18/5.15  																				| From (888) and (2) follows:
% 20.18/5.15  																				| (890) op1(e11, e12) = e11
% 20.18/5.15  																				|
% 20.18/5.15  																				| Instantiating formula (487) with e12, e10, e10, e12 and discharging atoms op1(e12, e10) = e12, op1(e12, e10) = e10, yields:
% 20.18/5.15  																				| (869) e12 = e10
% 20.18/5.15  																				|
% 20.18/5.15  																				| Instantiating formula (487) with e11, e12, e11, e12 and discharging atoms op1(e11, e12) = e12, op1(e11, e12) = e11, yields:
% 20.18/5.15  																				| (837) e12 = e11
% 20.18/5.15  																				|
% 20.18/5.15  																				| Combining equations (869,837) yields a new equation:
% 20.18/5.15  																				| (871) e11 = e10
% 20.18/5.15  																				|
% 20.18/5.15  																				| Equations (871) can reduce 175 to:
% 20.18/5.15  																				| (508) $false
% 20.18/5.15  																				|
% 20.18/5.15  																				|-The branch is then unsatisfiable
% 20.18/5.15  																			|-Branch two:
% 20.18/5.15  																			| (895)  ~ (unit1 = e12)
% 20.18/5.15  																			| (896) unit1 = e10
% 20.18/5.15  																			|
% 20.18/5.15  																				| From (896) and (74) follows:
% 20.18/5.15  																				| (897) op1(e10, e13) = e13
% 20.18/5.15  																				|
% 20.18/5.15  																				| From (896) and (53) follows:
% 20.18/5.16  																				| (898) op1(e10, e11) = e11
% 20.18/5.16  																				|
% 20.18/5.16  																				| Instantiating formula (487) with e10, e13, e13, e12 and discharging atoms op1(e10, e13) = e13, op1(e10, e13) = e12, yields:
% 20.18/5.16  																				| (843) e13 = e12
% 20.18/5.16  																				|
% 20.18/5.16  																				| Instantiating formula (487) with e10, e11, e11, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e11, yields:
% 20.18/5.16  																				| (853) e13 = e11
% 20.18/5.16  																				|
% 20.18/5.16  																				| Combining equations (853,843) yields a new equation:
% 20.18/5.16  																				| (837) e12 = e11
% 20.18/5.16  																				|
% 20.18/5.16  																				| Equations (837) can reduce 266 to:
% 20.18/5.16  																				| (508) $false
% 20.18/5.16  																				|
% 20.18/5.16  																				|-The branch is then unsatisfiable
% 20.18/5.16  																|-Branch two:
% 20.18/5.16  																| (903)  ~ (all_0_229_229 = e11)
% 20.18/5.16  																| (904) all_0_230_230 = e11
% 20.18/5.16  																|
% 20.18/5.16  																	| Combining equations (904,782) yields a new equation:
% 20.18/5.16  																	| (853) e13 = e11
% 20.18/5.16  																	|
% 20.18/5.16  																	| Equations (853) can reduce 40 to:
% 20.18/5.16  																	| (508) $false
% 20.18/5.16  																	|
% 20.18/5.16  																	|-The branch is then unsatisfiable
% 20.18/5.16  														|-Branch two:
% 20.18/5.16  														| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.16  														| (908) all_0_226_226 = e11 | all_0_227_227 = e11
% 20.18/5.16  														|
% 20.18/5.16  															+-Applying beta-rule and splitting (366), into two cases.
% 20.18/5.16  															|-Branch one:
% 20.18/5.16  															| (852) all_0_220_220 = e11
% 20.18/5.16  															|
% 20.18/5.16  																| Combining equations (852,795) yields a new equation:
% 20.18/5.16  																| (853) e13 = e11
% 20.18/5.16  																|
% 20.18/5.16  																| Equations (853) can reduce 40 to:
% 20.18/5.16  																| (508) $false
% 20.18/5.16  																|
% 20.18/5.16  																|-The branch is then unsatisfiable
% 20.18/5.16  															|-Branch two:
% 20.18/5.16  															| (855)  ~ (all_0_220_220 = e11)
% 20.18/5.16  															| (856) all_0_226_226 = e11 | all_0_229_229 = e11
% 20.18/5.16  															|
% 20.18/5.16  																+-Applying beta-rule and splitting (249), into two cases.
% 20.18/5.16  																|-Branch one:
% 20.18/5.16  																| (914) all_0_229_229 = e13
% 20.18/5.16  																|
% 20.18/5.16  																	| Equations (914) can reduce 799 to:
% 20.18/5.16  																	| (508) $false
% 20.18/5.16  																	|
% 20.18/5.16  																	|-The branch is then unsatisfiable
% 20.18/5.16  																|-Branch two:
% 20.18/5.16  																| (799)  ~ (all_0_229_229 = e13)
% 20.18/5.16  																| (917) all_0_229_229 = e12 | all_0_229_229 = e11
% 20.18/5.16  																|
% 20.18/5.16  																	+-Applying beta-rule and splitting (856), into two cases.
% 20.18/5.16  																	|-Branch one:
% 20.18/5.16  																	| (918) all_0_226_226 = e11
% 20.18/5.16  																	|
% 20.18/5.16  																		| Combining equations (812,918) yields a new equation:
% 20.18/5.16  																		| (836) e12 = e11
% 20.18/5.16  																		|
% 20.18/5.16  																		| Simplifying 836 yields:
% 20.18/5.16  																		| (837) e12 = e11
% 20.18/5.16  																		|
% 20.18/5.16  																		| Equations (837) can reduce 266 to:
% 20.18/5.16  																		| (508) $false
% 20.18/5.16  																		|
% 20.18/5.16  																		|-The branch is then unsatisfiable
% 20.18/5.16  																	|-Branch two:
% 20.18/5.16  																	| (922)  ~ (all_0_226_226 = e11)
% 20.18/5.16  																	| (858) all_0_229_229 = e11
% 20.18/5.16  																	|
% 20.18/5.16  																		| Equations (858) can reduce 799 to:
% 20.18/5.16  																		| (792)  ~ (e13 = e11)
% 20.18/5.16  																		|
% 20.18/5.16  																		| Simplifying 792 yields:
% 20.18/5.16  																		| (40)  ~ (e13 = e11)
% 20.18/5.16  																		|
% 20.18/5.16  																		| Equations (858) can reduce 816 to:
% 20.18/5.16  																		| (810)  ~ (e12 = e11)
% 20.18/5.16  																		|
% 20.18/5.16  																		| Simplifying 810 yields:
% 20.18/5.16  																		| (266)  ~ (e12 = e11)
% 20.18/5.16  																		|
% 20.18/5.16  																		+-Applying beta-rule and splitting (908), into two cases.
% 20.18/5.16  																		|-Branch one:
% 20.18/5.16  																		| (918) all_0_226_226 = e11
% 20.18/5.16  																		|
% 20.18/5.16  																			| Combining equations (812,918) yields a new equation:
% 20.18/5.16  																			| (836) e12 = e11
% 20.18/5.16  																			|
% 20.18/5.16  																			| Simplifying 836 yields:
% 20.18/5.16  																			| (837) e12 = e11
% 20.18/5.16  																			|
% 20.18/5.16  																			| Equations (837) can reduce 266 to:
% 20.18/5.16  																			| (508) $false
% 20.18/5.16  																			|
% 20.18/5.16  																			|-The branch is then unsatisfiable
% 20.18/5.16  																		|-Branch two:
% 20.18/5.16  																		| (922)  ~ (all_0_226_226 = e11)
% 20.18/5.16  																		| (933) all_0_227_227 = e11
% 20.18/5.16  																		|
% 20.18/5.16  																			| Combining equations (846,933) yields a new equation:
% 20.18/5.16  																			| (934) e13 = e11
% 20.18/5.16  																			|
% 20.18/5.16  																			| Simplifying 934 yields:
% 20.18/5.16  																			| (853) e13 = e11
% 20.18/5.16  																			|
% 20.18/5.16  																			| Equations (853) can reduce 40 to:
% 20.18/5.16  																			| (508) $false
% 20.18/5.16  																			|
% 20.18/5.16  																			|-The branch is then unsatisfiable
% 20.18/5.16  										|-Branch two:
% 20.18/5.16  										| (937)  ~ (all_0_222_222 = e13)
% 20.18/5.16  										| (938) all_0_223_223 = e13 | all_0_224_224 = e13
% 20.18/5.16  										|
% 20.18/5.16  											+-Applying beta-rule and splitting (92), into two cases.
% 20.18/5.16  											|-Branch one:
% 20.18/5.16  											| (826) all_0_222_222 = e13
% 20.18/5.16  											|
% 20.18/5.16  												| Equations (826) can reduce 937 to:
% 20.18/5.16  												| (508) $false
% 20.18/5.16  												|
% 20.18/5.16  												|-The branch is then unsatisfiable
% 20.18/5.16  											|-Branch two:
% 20.18/5.16  											| (937)  ~ (all_0_222_222 = e13)
% 20.18/5.16  											| (942) all_0_222_222 = e12 | all_0_222_222 = e11
% 20.18/5.16  											|
% 20.18/5.16  												+-Applying beta-rule and splitting (319), into two cases.
% 20.18/5.16  												|-Branch one:
% 20.18/5.16  												| (943) all_0_222_222 = e11
% 20.18/5.16  												|
% 20.18/5.16  													| Equations (943) can reduce 789 to:
% 20.18/5.17  													| (508) $false
% 20.18/5.17  													|
% 20.18/5.17  													|-The branch is then unsatisfiable
% 20.18/5.17  												|-Branch two:
% 20.18/5.17  												| (789)  ~ (all_0_222_222 = e11)
% 20.18/5.17  												| (946) all_0_225_225 = e11 | all_0_228_228 = e11
% 20.18/5.17  												|
% 20.18/5.17  													+-Applying beta-rule and splitting (942), into two cases.
% 20.18/5.17  													|-Branch one:
% 20.18/5.17  													| (943) all_0_222_222 = e11
% 20.18/5.17  													|
% 20.18/5.17  														| Equations (943) can reduce 789 to:
% 20.18/5.17  														| (508) $false
% 20.18/5.17  														|
% 20.18/5.17  														|-The branch is then unsatisfiable
% 20.18/5.17  													|-Branch two:
% 20.18/5.17  													| (789)  ~ (all_0_222_222 = e11)
% 20.18/5.17  													| (950) all_0_222_222 = e12
% 20.18/5.17  													|
% 20.18/5.17  														| Equations (950) can reduce 823 to:
% 20.18/5.17  														| (508) $false
% 20.18/5.17  														|
% 20.18/5.17  														|-The branch is then unsatisfiable
% 20.18/5.17  									|-Branch two:
% 20.18/5.17  									| (952)  ~ (all_0_224_224 = e12)
% 20.18/5.17  									| (953) all_0_227_227 = e12
% 20.18/5.17  									|
% 20.18/5.17  										| Equations (953) can reduce 814 to:
% 20.18/5.17  										| (508) $false
% 20.18/5.17  										|
% 20.18/5.17  										|-The branch is then unsatisfiable
% 20.18/5.17  								|-Branch two:
% 20.18/5.17  								| (955)  ~ (all_0_228_228 = e12)
% 20.18/5.17  								| (956) all_0_229_229 = e12
% 20.18/5.17  								|
% 20.18/5.17  									| Equations (956) can reduce 816 to:
% 20.18/5.17  									| (508) $false
% 20.18/5.17  									|
% 20.18/5.17  									|-The branch is then unsatisfiable
% 20.18/5.17  							|-Branch two:
% 20.18/5.17  							| (958)  ~ (all_0_226_226 = e12)
% 20.18/5.17  							| (956) all_0_229_229 = e12
% 20.18/5.17  							|
% 20.18/5.17  								| From (956) and (290) follows:
% 20.18/5.17  								| (960) op1(e10, e12) = e12
% 20.18/5.17  								|
% 20.18/5.17  								+-Applying beta-rule and splitting (102), into two cases.
% 20.18/5.17  								|-Branch one:
% 20.18/5.17  								| (835) all_0_228_228 = e11
% 20.18/5.17  								|
% 20.18/5.17  									| Equations (835) can reduce 111 to:
% 20.18/5.17  									| (789)  ~ (all_0_222_222 = e11)
% 20.18/5.17  									|
% 20.18/5.17  									| Equations (835) can reduce 490 to:
% 20.18/5.17  									| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.17  									|
% 20.18/5.17  									+-Applying beta-rule and splitting (342), into two cases.
% 20.18/5.17  									|-Branch one:
% 20.18/5.17  									| (849) all_0_225_225 = e11
% 20.18/5.17  									|
% 20.18/5.17  										| Equations (849) can reduce 907 to:
% 20.18/5.17  										| (508) $false
% 20.18/5.17  										|
% 20.18/5.17  										|-The branch is then unsatisfiable
% 20.18/5.17  									|-Branch two:
% 20.18/5.17  									| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.17  									| (908) all_0_226_226 = e11 | all_0_227_227 = e11
% 20.18/5.17  									|
% 20.18/5.17  										+-Applying beta-rule and splitting (908), into two cases.
% 20.18/5.17  										|-Branch one:
% 20.18/5.17  										| (918) all_0_226_226 = e11
% 20.18/5.17  										|
% 20.18/5.17  											| Equations (918) can reduce 69 to:
% 20.18/5.17  											| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.17  											|
% 20.18/5.17  											| Equations (918) can reduce 362 to:
% 20.18/5.17  											| (806)  ~ (all_0_227_227 = e11)
% 20.18/5.17  											|
% 20.18/5.17  											| Simplifying 806 yields:
% 20.18/5.17  											| (807)  ~ (all_0_227_227 = e11)
% 20.18/5.17  											|
% 20.18/5.17  											| Equations (918) can reduce 437 to:
% 20.18/5.17  											| (175)  ~ (e11 = e10)
% 20.18/5.17  											|
% 20.18/5.17  											| From (918) and (335) follows:
% 20.18/5.17  											| (890) op1(e11, e12) = e11
% 20.18/5.17  											|
% 20.18/5.17  											+-Applying beta-rule and splitting (89), into two cases.
% 20.18/5.17  											|-Branch one:
% 20.18/5.17  											| (822) all_0_224_224 = e12
% 20.18/5.17  											|
% 20.18/5.17  												| Equations (822) can reduce 448 to:
% 20.18/5.17  												| (813)  ~ (all_0_227_227 = e12)
% 20.18/5.17  												|
% 20.18/5.17  												| Simplifying 813 yields:
% 20.18/5.17  												| (814)  ~ (all_0_227_227 = e12)
% 20.18/5.17  												|
% 20.18/5.17  												| Equations (822) can reduce 791 to:
% 20.18/5.17  												| (266)  ~ (e12 = e11)
% 20.18/5.17  												|
% 20.18/5.17  												+-Applying beta-rule and splitting (130), into two cases.
% 20.18/5.17  												|-Branch one:
% 20.18/5.17  												| (978) all_0_225_225 = e12
% 20.18/5.17  												|
% 20.18/5.17  													| Equations (978) can reduce 346 to:
% 20.18/5.17  													| (823)  ~ (all_0_222_222 = e12)
% 20.18/5.17  													|
% 20.18/5.17  													| Equations (978) can reduce 78 to:
% 20.18/5.17  													| (203)  ~ (e12 = e10)
% 20.18/5.17  													|
% 20.18/5.17  													| From (978) and (393) follows:
% 20.18/5.17  													| (981) op1(e11, e13) = e12
% 20.18/5.17  													|
% 20.18/5.17  													+-Applying beta-rule and splitting (92), into two cases.
% 20.18/5.17  													|-Branch one:
% 20.18/5.17  													| (826) all_0_222_222 = e13
% 20.18/5.17  													|
% 20.18/5.17  														| Equations (826) can reduce 823 to:
% 20.18/5.17  														| (112)  ~ (e13 = e12)
% 20.18/5.17  														|
% 20.18/5.17  														| Equations (826) can reduce 789 to:
% 20.18/5.17  														| (40)  ~ (e13 = e11)
% 20.18/5.17  														|
% 20.18/5.17  														| From (826) and (391) follows:
% 20.18/5.17  														| (830) op1(e12, e13) = e13
% 20.18/5.17  														|
% 20.18/5.17  														+-Applying beta-rule and splitting (390), into two cases.
% 20.18/5.17  														|-Branch one:
% 20.18/5.17  														| (831) all_0_225_225 = e13
% 20.18/5.17  														|
% 20.18/5.17  															| Combining equations (831,978) yields a new equation:
% 20.18/5.17  															| (987) e13 = e12
% 20.18/5.17  															|
% 20.18/5.17  															| Simplifying 987 yields:
% 20.18/5.17  															| (843) e13 = e12
% 20.18/5.17  															|
% 20.18/5.17  															| Equations (843) can reduce 112 to:
% 20.18/5.17  															| (508) $false
% 20.18/5.17  															|
% 20.18/5.17  															|-The branch is then unsatisfiable
% 20.18/5.17  														|-Branch two:
% 20.18/5.17  														| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.17  														| (834) all_0_226_226 = e13 | all_0_227_227 = e13
% 20.18/5.17  														|
% 20.18/5.17  															+-Applying beta-rule and splitting (834), into two cases.
% 20.18/5.17  															|-Branch one:
% 20.18/5.17  															| (842) all_0_226_226 = e13
% 20.18/5.17  															|
% 20.18/5.17  																| Combining equations (918,842) yields a new equation:
% 20.18/5.17  																| (853) e13 = e11
% 20.18/5.17  																|
% 20.18/5.17  																| Equations (853) can reduce 40 to:
% 20.18/5.18  																| (508) $false
% 20.18/5.18  																|
% 20.18/5.18  																|-The branch is then unsatisfiable
% 20.18/5.18  															|-Branch two:
% 20.18/5.18  															| (845)  ~ (all_0_226_226 = e13)
% 20.18/5.18  															| (846) all_0_227_227 = e13
% 20.18/5.18  															|
% 20.18/5.18  																| Equations (846) can reduce 807 to:
% 20.18/5.18  																| (40)  ~ (e13 = e11)
% 20.18/5.18  																|
% 20.18/5.18  																+-Applying beta-rule and splitting (375), into two cases.
% 20.18/5.18  																|-Branch one:
% 20.18/5.18  																| (862) unit1 = e13
% 20.18/5.18  																|
% 20.18/5.18  																	| From (862) and (32) follows:
% 20.18/5.18  																	| (864) op1(e13, e13) = e13
% 20.18/5.18  																	|
% 20.18/5.18  																	| From (862) and (54) follows:
% 20.18/5.18  																	| (865) op1(e12, e13) = e12
% 20.18/5.18  																	|
% 20.18/5.18  																	| From (862) and (2) follows:
% 20.18/5.18  																	| (1001) op1(e11, e13) = e11
% 20.18/5.18  																	|
% 20.18/5.18  																	| Instantiating formula (487) with e13, e13, e13, e10 and discharging atoms op1(e13, e13) = e13, op1(e13, e13) = e10, yields:
% 20.18/5.18  																	| (866) e13 = e10
% 20.18/5.18  																	|
% 20.18/5.18  																	| Instantiating formula (487) with e12, e13, e12, e13 and discharging atoms op1(e12, e13) = e13, op1(e12, e13) = e12, yields:
% 20.18/5.18  																	| (843) e13 = e12
% 20.18/5.18  																	|
% 20.18/5.18  																	| Instantiating formula (487) with e11, e13, e11, e12 and discharging atoms op1(e11, e13) = e12, op1(e11, e13) = e11, yields:
% 20.18/5.18  																	| (837) e12 = e11
% 20.18/5.18  																	|
% 20.18/5.18  																	| Combining equations (866,843) yields a new equation:
% 20.18/5.18  																	| (869) e12 = e10
% 20.18/5.18  																	|
% 20.18/5.18  																	| Combining equations (869,837) yields a new equation:
% 20.18/5.18  																	| (871) e11 = e10
% 20.18/5.18  																	|
% 20.18/5.18  																	| Equations (871) can reduce 175 to:
% 20.18/5.18  																	| (508) $false
% 20.18/5.18  																	|
% 20.18/5.18  																	|-The branch is then unsatisfiable
% 20.18/5.18  																|-Branch two:
% 20.18/5.18  																| (873)  ~ (unit1 = e13)
% 20.18/5.18  																| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.18/5.18  																|
% 20.18/5.18  																	+-Applying beta-rule and splitting (874), into two cases.
% 20.18/5.18  																	|-Branch one:
% 20.18/5.18  																	| (875) unit1 = e11
% 20.18/5.18  																	|
% 20.18/5.18  																		| From (875) and (74) follows:
% 20.18/5.18  																		| (1011) op1(e11, e13) = e13
% 20.18/5.18  																		|
% 20.18/5.18  																		| From (875) and (331) follows:
% 20.18/5.18  																		| (817) op1(e11, e12) = e12
% 20.18/5.18  																		|
% 20.18/5.18  																		| From (875) and (145) follows:
% 20.18/5.18  																		| (878) op1(e10, e11) = e10
% 20.18/5.18  																		|
% 20.18/5.18  																		| Instantiating formula (487) with e11, e13, e13, e12 and discharging atoms op1(e11, e13) = e13, op1(e11, e13) = e12, yields:
% 20.18/5.18  																		| (843) e13 = e12
% 20.18/5.18  																		|
% 20.18/5.18  																		| Instantiating formula (487) with e11, e12, e12, e11 and discharging atoms op1(e11, e12) = e12, op1(e11, e12) = e11, yields:
% 20.18/5.18  																		| (837) e12 = e11
% 20.18/5.18  																		|
% 20.18/5.18  																		| Instantiating formula (487) with e10, e11, e10, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e10, yields:
% 20.18/5.18  																		| (866) e13 = e10
% 20.18/5.18  																		|
% 20.18/5.18  																		| Combining equations (843,866) yields a new equation:
% 20.18/5.18  																		| (882) e12 = e10
% 20.18/5.18  																		|
% 20.18/5.18  																		| Simplifying 882 yields:
% 20.18/5.18  																		| (869) e12 = e10
% 20.18/5.18  																		|
% 20.18/5.18  																		| Combining equations (869,837) yields a new equation:
% 20.18/5.18  																		| (871) e11 = e10
% 20.18/5.18  																		|
% 20.18/5.18  																		| Equations (871) can reduce 175 to:
% 20.18/5.18  																		| (508) $false
% 20.18/5.18  																		|
% 20.18/5.18  																		|-The branch is then unsatisfiable
% 20.18/5.18  																	|-Branch two:
% 20.18/5.18  																	| (886)  ~ (unit1 = e11)
% 20.18/5.18  																	| (887) unit1 = e12 | unit1 = e10
% 20.18/5.18  																	|
% 20.18/5.18  																		+-Applying beta-rule and splitting (887), into two cases.
% 20.18/5.18  																		|-Branch one:
% 20.18/5.18  																		| (888) unit1 = e12
% 20.18/5.18  																		|
% 20.18/5.18  																			| From (888) and (145) follows:
% 20.18/5.18  																			| (1024) op1(e10, e12) = e10
% 20.18/5.18  																			|
% 20.18/5.18  																			| Instantiating formula (487) with e10, e12, e10, e12 and discharging atoms op1(e10, e12) = e12, op1(e10, e12) = e10, yields:
% 20.18/5.18  																			| (869) e12 = e10
% 20.18/5.18  																			|
% 20.18/5.18  																			| Equations (869) can reduce 203 to:
% 20.18/5.18  																			| (508) $false
% 20.18/5.18  																			|
% 20.18/5.18  																			|-The branch is then unsatisfiable
% 20.18/5.18  																		|-Branch two:
% 20.18/5.18  																		| (895)  ~ (unit1 = e12)
% 20.18/5.18  																		| (896) unit1 = e10
% 20.18/5.18  																		|
% 20.18/5.18  																			| From (896) and (53) follows:
% 20.18/5.18  																			| (898) op1(e10, e11) = e11
% 20.18/5.18  																			|
% 20.18/5.18  																			| Instantiating formula (487) with e10, e11, e11, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e11, yields:
% 20.18/5.18  																			| (853) e13 = e11
% 20.18/5.18  																			|
% 20.18/5.18  																			| Equations (853) can reduce 40 to:
% 20.18/5.18  																			| (508) $false
% 20.18/5.18  																			|
% 20.18/5.18  																			|-The branch is then unsatisfiable
% 20.18/5.18  													|-Branch two:
% 20.18/5.18  													| (937)  ~ (all_0_222_222 = e13)
% 20.18/5.18  													| (942) all_0_222_222 = e12 | all_0_222_222 = e11
% 20.18/5.18  													|
% 20.18/5.18  														+-Applying beta-rule and splitting (942), into two cases.
% 20.18/5.18  														|-Branch one:
% 20.18/5.18  														| (943) all_0_222_222 = e11
% 20.18/5.18  														|
% 20.18/5.18  															| Equations (943) can reduce 789 to:
% 20.18/5.18  															| (508) $false
% 20.18/5.18  															|
% 20.18/5.18  															|-The branch is then unsatisfiable
% 20.18/5.18  														|-Branch two:
% 20.18/5.18  														| (789)  ~ (all_0_222_222 = e11)
% 20.18/5.18  														| (950) all_0_222_222 = e12
% 20.18/5.18  														|
% 20.18/5.18  															| Equations (950) can reduce 823 to:
% 20.18/5.18  															| (508) $false
% 20.18/5.18  															|
% 20.18/5.18  															|-The branch is then unsatisfiable
% 20.18/5.18  												|-Branch two:
% 20.18/5.18  												| (1039)  ~ (all_0_225_225 = e12)
% 20.18/5.18  												| (1040) all_0_226_226 = e12 | all_0_227_227 = e12
% 20.18/5.18  												|
% 20.18/5.18  													+-Applying beta-rule and splitting (1040), into two cases.
% 20.18/5.18  													|-Branch one:
% 20.18/5.18  													| (812) all_0_226_226 = e12
% 20.18/5.18  													|
% 20.18/5.19  														| Combining equations (918,812) yields a new equation:
% 20.18/5.19  														| (837) e12 = e11
% 20.18/5.19  														|
% 20.18/5.19  														| Equations (837) can reduce 266 to:
% 20.18/5.19  														| (508) $false
% 20.18/5.19  														|
% 20.18/5.19  														|-The branch is then unsatisfiable
% 20.18/5.19  													|-Branch two:
% 20.18/5.19  													| (958)  ~ (all_0_226_226 = e12)
% 20.18/5.19  													| (953) all_0_227_227 = e12
% 20.18/5.19  													|
% 20.18/5.19  														| Equations (953) can reduce 814 to:
% 20.18/5.19  														| (508) $false
% 20.18/5.19  														|
% 20.18/5.19  														|-The branch is then unsatisfiable
% 20.18/5.19  											|-Branch two:
% 20.18/5.19  											| (952)  ~ (all_0_224_224 = e12)
% 20.18/5.19  											| (953) all_0_227_227 = e12
% 20.18/5.19  											|
% 20.18/5.19  												| Equations (953) can reduce 448 to:
% 20.18/5.19  												| (952)  ~ (all_0_224_224 = e12)
% 20.18/5.19  												|
% 20.18/5.19  												+-Applying beta-rule and splitting (70), into two cases.
% 20.18/5.19  												|-Branch one:
% 20.18/5.19  												| (950) all_0_222_222 = e12
% 20.18/5.19  												|
% 20.18/5.19  													| Equations (950) can reduce 482 to:
% 20.18/5.19  													| (1051)  ~ (all_0_224_224 = e12)
% 20.18/5.19  													|
% 20.18/5.19  													| Simplifying 1051 yields:
% 20.18/5.19  													| (952)  ~ (all_0_224_224 = e12)
% 20.18/5.19  													|
% 20.18/5.19  													| Equations (950) can reduce 346 to:
% 20.18/5.19  													| (1053)  ~ (all_0_225_225 = e12)
% 20.18/5.19  													|
% 20.18/5.19  													| Simplifying 1053 yields:
% 20.18/5.19  													| (1039)  ~ (all_0_225_225 = e12)
% 20.18/5.19  													|
% 20.18/5.19  													| Equations (950) can reduce 789 to:
% 20.18/5.19  													| (266)  ~ (e12 = e11)
% 20.18/5.19  													|
% 20.18/5.19  													| Equations (950) can reduce 169 to:
% 20.18/5.19  													| (203)  ~ (e12 = e10)
% 20.18/5.19  													|
% 20.18/5.19  													| From (950) and (391) follows:
% 20.18/5.19  													| (865) op1(e12, e13) = e12
% 20.18/5.19  													|
% 20.18/5.19  													+-Applying beta-rule and splitting (457), into two cases.
% 20.18/5.19  													|-Branch one:
% 20.18/5.19  													| (831) all_0_225_225 = e13
% 20.18/5.19  													|
% 20.18/5.19  														| From (831) and (393) follows:
% 20.18/5.19  														| (1011) op1(e11, e13) = e13
% 20.18/5.19  														|
% 20.18/5.19  														+-Applying beta-rule and splitting (383), into two cases.
% 20.18/5.19  														|-Branch one:
% 20.18/5.19  														| (1060) all_0_224_224 = e13
% 20.18/5.19  														|
% 20.18/5.19  															| From (1060) and (322) follows:
% 20.18/5.19  															| (1061) op1(e12, e10) = e13
% 20.18/5.19  															|
% 20.18/5.19  															+-Applying beta-rule and splitting (375), into two cases.
% 20.18/5.19  															|-Branch one:
% 20.18/5.19  															| (862) unit1 = e13
% 20.18/5.19  															|
% 20.18/5.19  																| From (862) and (32) follows:
% 20.18/5.19  																| (864) op1(e13, e13) = e13
% 20.18/5.19  																|
% 20.18/5.19  																| From (862) and (2) follows:
% 20.18/5.19  																| (1001) op1(e11, e13) = e11
% 20.18/5.19  																|
% 20.18/5.19  																| Instantiating formula (487) with e13, e13, e13, e10 and discharging atoms op1(e13, e13) = e13, op1(e13, e13) = e10, yields:
% 20.18/5.19  																| (866) e13 = e10
% 20.18/5.19  																|
% 20.18/5.19  																| Instantiating formula (487) with e11, e13, e11, e13 and discharging atoms op1(e11, e13) = e13, op1(e11, e13) = e11, yields:
% 20.18/5.19  																| (853) e13 = e11
% 20.18/5.19  																|
% 20.18/5.19  																| Combining equations (866,853) yields a new equation:
% 20.18/5.19  																| (871) e11 = e10
% 20.18/5.19  																|
% 20.18/5.19  																| Equations (871) can reduce 175 to:
% 20.18/5.19  																| (508) $false
% 20.18/5.19  																|
% 20.18/5.19  																|-The branch is then unsatisfiable
% 20.18/5.19  															|-Branch two:
% 20.18/5.19  															| (873)  ~ (unit1 = e13)
% 20.18/5.19  															| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.18/5.19  															|
% 20.18/5.19  																+-Applying beta-rule and splitting (874), into two cases.
% 20.18/5.19  																|-Branch one:
% 20.18/5.19  																| (875) unit1 = e11
% 20.18/5.19  																|
% 20.18/5.19  																	| From (875) and (331) follows:
% 20.18/5.19  																	| (817) op1(e11, e12) = e12
% 20.18/5.19  																	|
% 20.18/5.19  																	| From (875) and (32) follows:
% 20.18/5.19  																	| (876) op1(e13, e11) = e13
% 20.18/5.19  																	|
% 20.18/5.19  																	| From (875) and (145) follows:
% 20.18/5.19  																	| (878) op1(e10, e11) = e10
% 20.18/5.19  																	|
% 20.18/5.19  																	| Instantiating formula (487) with e13, e11, e13, e12 and discharging atoms op1(e13, e11) = e13, op1(e13, e11) = e12, yields:
% 20.18/5.19  																	| (843) e13 = e12
% 20.18/5.19  																	|
% 20.18/5.19  																	| Instantiating formula (487) with e11, e12, e12, e11 and discharging atoms op1(e11, e12) = e12, op1(e11, e12) = e11, yields:
% 20.18/5.19  																	| (837) e12 = e11
% 20.18/5.19  																	|
% 20.18/5.19  																	| Instantiating formula (487) with e10, e11, e10, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e10, yields:
% 20.18/5.19  																	| (866) e13 = e10
% 20.18/5.19  																	|
% 20.18/5.19  																	| Combining equations (843,866) yields a new equation:
% 20.18/5.19  																	| (882) e12 = e10
% 20.18/5.19  																	|
% 20.18/5.19  																	| Simplifying 882 yields:
% 20.18/5.19  																	| (869) e12 = e10
% 20.18/5.19  																	|
% 20.18/5.19  																	| Combining equations (869,837) yields a new equation:
% 20.18/5.19  																	| (871) e11 = e10
% 20.18/5.19  																	|
% 20.18/5.19  																	| Equations (871) can reduce 175 to:
% 20.18/5.19  																	| (508) $false
% 20.18/5.19  																	|
% 20.18/5.19  																	|-The branch is then unsatisfiable
% 20.18/5.19  																|-Branch two:
% 20.18/5.19  																| (886)  ~ (unit1 = e11)
% 20.18/5.19  																| (887) unit1 = e12 | unit1 = e10
% 20.18/5.19  																|
% 20.18/5.19  																	+-Applying beta-rule and splitting (887), into two cases.
% 20.18/5.19  																	|-Branch one:
% 20.18/5.19  																	| (888) unit1 = e12
% 20.18/5.19  																	|
% 20.18/5.19  																		| From (888) and (74) follows:
% 20.18/5.19  																		| (830) op1(e12, e13) = e13
% 20.18/5.19  																		|
% 20.18/5.19  																		| From (888) and (376) follows:
% 20.18/5.19  																		| (889) op1(e12, e10) = e10
% 20.18/5.19  																		|
% 20.18/5.19  																		| Instantiating formula (487) with e12, e13, e13, e12 and discharging atoms op1(e12, e13) = e13, op1(e12, e13) = e12, yields:
% 20.18/5.19  																		| (843) e13 = e12
% 20.18/5.19  																		|
% 20.18/5.19  																		| Instantiating formula (487) with e12, e10, e10, e13 and discharging atoms op1(e12, e10) = e13, op1(e12, e10) = e10, yields:
% 20.18/5.20  																		| (866) e13 = e10
% 20.18/5.20  																		|
% 20.18/5.20  																		| Combining equations (843,866) yields a new equation:
% 20.18/5.20  																		| (882) e12 = e10
% 20.18/5.20  																		|
% 20.18/5.20  																		| Simplifying 882 yields:
% 20.18/5.20  																		| (869) e12 = e10
% 20.18/5.20  																		|
% 20.18/5.20  																		| Equations (869) can reduce 203 to:
% 20.18/5.20  																		| (508) $false
% 20.18/5.20  																		|
% 20.18/5.20  																		|-The branch is then unsatisfiable
% 20.18/5.20  																	|-Branch two:
% 20.18/5.20  																	| (895)  ~ (unit1 = e12)
% 20.18/5.20  																	| (896) unit1 = e10
% 20.18/5.20  																	|
% 20.18/5.20  																		| From (896) and (53) follows:
% 20.18/5.20  																		| (898) op1(e10, e11) = e11
% 20.18/5.20  																		|
% 20.18/5.20  																		| From (896) and (54) follows:
% 20.18/5.20  																		| (825) op1(e12, e10) = e12
% 20.18/5.20  																		|
% 20.18/5.20  																		| Instantiating formula (487) with e12, e10, e12, e13 and discharging atoms op1(e12, e10) = e13, op1(e12, e10) = e12, yields:
% 20.18/5.20  																		| (843) e13 = e12
% 20.18/5.20  																		|
% 20.18/5.20  																		| Instantiating formula (487) with e10, e11, e11, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e11, yields:
% 20.18/5.20  																		| (853) e13 = e11
% 20.18/5.20  																		|
% 20.18/5.20  																		| Combining equations (853,843) yields a new equation:
% 20.18/5.20  																		| (837) e12 = e11
% 20.18/5.20  																		|
% 20.18/5.20  																		| Equations (837) can reduce 266 to:
% 20.18/5.20  																		| (508) $false
% 20.18/5.20  																		|
% 20.18/5.20  																		|-The branch is then unsatisfiable
% 20.18/5.20  														|-Branch two:
% 20.18/5.20  														| (1100)  ~ (all_0_224_224 = e13)
% 20.18/5.20  														| (1101) all_0_224_224 = e12 | all_0_224_224 = e11
% 20.18/5.20  														|
% 20.18/5.20  															+-Applying beta-rule and splitting (1101), into two cases.
% 20.18/5.20  															|-Branch one:
% 20.18/5.20  															| (1102) all_0_224_224 = e11
% 20.18/5.20  															|
% 20.18/5.20  																| Equations (1102) can reduce 791 to:
% 20.18/5.20  																| (508) $false
% 20.18/5.20  																|
% 20.18/5.20  																|-The branch is then unsatisfiable
% 20.18/5.20  															|-Branch two:
% 20.18/5.20  															| (791)  ~ (all_0_224_224 = e11)
% 20.18/5.20  															| (822) all_0_224_224 = e12
% 20.18/5.20  															|
% 20.18/5.20  																| Equations (822) can reduce 952 to:
% 20.18/5.20  																| (508) $false
% 20.18/5.20  																|
% 20.18/5.20  																|-The branch is then unsatisfiable
% 20.18/5.20  													|-Branch two:
% 20.18/5.20  													| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.20  													| (1108) all_0_225_225 = e12 | all_0_225_225 = e11
% 20.18/5.20  													|
% 20.18/5.20  														+-Applying beta-rule and splitting (1108), into two cases.
% 20.18/5.20  														|-Branch one:
% 20.18/5.20  														| (849) all_0_225_225 = e11
% 20.18/5.20  														|
% 20.18/5.20  															| Equations (849) can reduce 907 to:
% 20.18/5.20  															| (508) $false
% 20.18/5.20  															|
% 20.18/5.20  															|-The branch is then unsatisfiable
% 20.18/5.20  														|-Branch two:
% 20.18/5.20  														| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.20  														| (978) all_0_225_225 = e12
% 20.18/5.20  														|
% 20.18/5.20  															| Equations (978) can reduce 1039 to:
% 20.18/5.20  															| (508) $false
% 20.18/5.20  															|
% 20.18/5.20  															|-The branch is then unsatisfiable
% 20.18/5.20  												|-Branch two:
% 20.18/5.20  												| (823)  ~ (all_0_222_222 = e12)
% 20.18/5.20  												| (822) all_0_224_224 = e12
% 20.18/5.20  												|
% 20.18/5.20  													| Equations (822) can reduce 952 to:
% 20.18/5.20  													| (508) $false
% 20.18/5.20  													|
% 20.18/5.20  													|-The branch is then unsatisfiable
% 20.18/5.20  										|-Branch two:
% 20.18/5.20  										| (922)  ~ (all_0_226_226 = e11)
% 20.18/5.20  										| (933) all_0_227_227 = e11
% 20.18/5.20  										|
% 20.18/5.20  											| Equations (933) can reduce 807 to:
% 20.18/5.20  											| (508) $false
% 20.18/5.20  											|
% 20.18/5.20  											|-The branch is then unsatisfiable
% 20.18/5.20  								|-Branch two:
% 20.18/5.20  								| (839)  ~ (all_0_228_228 = e11)
% 20.18/5.20  								| (840) all_0_229_229 = e11 | all_0_230_230 = e11
% 20.18/5.20  								|
% 20.18/5.20  									+-Applying beta-rule and splitting (366), into two cases.
% 20.18/5.20  									|-Branch one:
% 20.18/5.20  									| (852) all_0_220_220 = e11
% 20.18/5.20  									|
% 20.18/5.20  										| Combining equations (852,795) yields a new equation:
% 20.18/5.20  										| (853) e13 = e11
% 20.18/5.20  										|
% 20.18/5.20  										| Equations (853) can reduce 40 to:
% 20.18/5.20  										| (508) $false
% 20.18/5.20  										|
% 20.18/5.20  										|-The branch is then unsatisfiable
% 20.18/5.20  									|-Branch two:
% 20.18/5.20  									| (855)  ~ (all_0_220_220 = e11)
% 20.18/5.20  									| (856) all_0_226_226 = e11 | all_0_229_229 = e11
% 20.18/5.20  									|
% 20.18/5.20  										| Equations (795) can reduce 855 to:
% 20.18/5.20  										| (40)  ~ (e13 = e11)
% 20.18/5.20  										|
% 20.18/5.20  										+-Applying beta-rule and splitting (840), into two cases.
% 20.18/5.20  										|-Branch one:
% 20.18/5.20  										| (858) all_0_229_229 = e11
% 20.18/5.20  										|
% 20.18/5.20  											| Combining equations (858,956) yields a new equation:
% 20.18/5.20  											| (837) e12 = e11
% 20.18/5.20  											|
% 20.18/5.20  											| Equations (837) can reduce 266 to:
% 20.18/5.20  											| (508) $false
% 20.18/5.20  											|
% 20.18/5.20  											|-The branch is then unsatisfiable
% 20.18/5.20  										|-Branch two:
% 20.18/5.20  										| (903)  ~ (all_0_229_229 = e11)
% 20.18/5.20  										| (904) all_0_230_230 = e11
% 20.18/5.20  										|
% 20.18/5.21  											| Combining equations (904,782) yields a new equation:
% 20.18/5.21  											| (853) e13 = e11
% 20.18/5.21  											|
% 20.18/5.21  											| Equations (853) can reduce 40 to:
% 20.18/5.21  											| (508) $false
% 20.18/5.21  											|
% 20.18/5.21  											|-The branch is then unsatisfiable
% 20.18/5.21  					|-Branch two:
% 20.18/5.21  					| (1135)  ~ (all_0_220_220 = e13)
% 20.18/5.21  					| (800) all_0_221_221 = e13
% 20.18/5.21  					|
% 20.18/5.21  						| Equations (800) can reduce 77 to:
% 20.18/5.21  						| (1137)  ~ (all_0_224_224 = e13)
% 20.18/5.21  						|
% 20.18/5.21  						| Simplifying 1137 yields:
% 20.18/5.21  						| (1100)  ~ (all_0_224_224 = e13)
% 20.18/5.21  						|
% 20.18/5.21  						| Equations (800) can reduce 214 to:
% 20.18/5.21  						| (1139)  ~ (all_0_227_227 = e13)
% 20.18/5.21  						|
% 20.18/5.21  						| Simplifying 1139 yields:
% 20.18/5.21  						| (1140)  ~ (all_0_227_227 = e13)
% 20.18/5.21  						|
% 20.18/5.21  						| Equations (800) can reduce 372 to:
% 20.18/5.21  						| (112)  ~ (e13 = e12)
% 20.18/5.21  						|
% 20.18/5.21  						| From (800) and (453) follows:
% 20.18/5.21  						| (1142) op1(e13, e10) = e13
% 20.18/5.21  						|
% 20.18/5.21  						+-Applying beta-rule and splitting (445), into two cases.
% 20.18/5.21  						|-Branch one:
% 20.18/5.21  						| (803) all_0_221_221 = e11
% 20.18/5.21  						|
% 20.18/5.21  							| Combining equations (803,800) yields a new equation:
% 20.18/5.21  							| (853) e13 = e11
% 20.18/5.21  							|
% 20.18/5.21  							| Equations (853) can reduce 40 to:
% 20.18/5.21  							| (508) $false
% 20.18/5.21  							|
% 20.18/5.21  							|-The branch is then unsatisfiable
% 20.18/5.21  						|-Branch two:
% 20.18/5.21  						| (1146)  ~ (all_0_221_221 = e11)
% 20.18/5.21  						| (1147) all_0_224_224 = e11 | all_0_227_227 = e11
% 20.18/5.21  						|
% 20.18/5.21  							+-Applying beta-rule and splitting (1147), into two cases.
% 20.18/5.21  							|-Branch one:
% 20.18/5.21  							| (1102) all_0_224_224 = e11
% 20.18/5.21  							|
% 20.18/5.21  								| Equations (1102) can reduce 791 to:
% 20.18/5.21  								| (508) $false
% 20.18/5.21  								|
% 20.18/5.21  								|-The branch is then unsatisfiable
% 20.18/5.21  							|-Branch two:
% 20.18/5.21  							| (791)  ~ (all_0_224_224 = e11)
% 20.18/5.21  							| (933) all_0_227_227 = e11
% 20.18/5.21  							|
% 20.18/5.21  								| Equations (933) can reduce 294 to:
% 20.18/5.21  								| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.21  								|
% 20.18/5.21  								| Equations (933) can reduce 1140 to:
% 20.18/5.21  								| (792)  ~ (e13 = e11)
% 20.18/5.21  								|
% 20.18/5.21  								| Simplifying 792 yields:
% 20.18/5.21  								| (40)  ~ (e13 = e11)
% 20.18/5.21  								|
% 20.18/5.21  								+-Applying beta-rule and splitting (99), into two cases.
% 20.18/5.21  								|-Branch one:
% 20.18/5.21  								| (826) all_0_222_222 = e13
% 20.18/5.21  								|
% 20.18/5.21  									| Equations (826) can reduce 346 to:
% 20.18/5.21  									| (827)  ~ (all_0_225_225 = e13)
% 20.18/5.21  									|
% 20.18/5.21  									| Simplifying 827 yields:
% 20.18/5.21  									| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.21  									|
% 20.18/5.21  									| Equations (826) can reduce 111 to:
% 20.18/5.21  									| (1158)  ~ (all_0_228_228 = e13)
% 20.18/5.21  									|
% 20.18/5.21  									| Simplifying 1158 yields:
% 20.18/5.21  									| (1159)  ~ (all_0_228_228 = e13)
% 20.18/5.21  									|
% 20.18/5.21  									| Equations (826) can reduce 789 to:
% 20.18/5.21  									| (40)  ~ (e13 = e11)
% 20.18/5.21  									|
% 20.18/5.21  									| From (826) and (391) follows:
% 20.18/5.21  									| (830) op1(e12, e13) = e13
% 20.18/5.21  									|
% 20.18/5.21  									+-Applying beta-rule and splitting (390), into two cases.
% 20.18/5.21  									|-Branch one:
% 20.18/5.21  									| (831) all_0_225_225 = e13
% 20.18/5.21  									|
% 20.18/5.21  										| Equations (831) can reduce 828 to:
% 20.18/5.21  										| (508) $false
% 20.18/5.21  										|
% 20.18/5.21  										|-The branch is then unsatisfiable
% 20.18/5.21  									|-Branch two:
% 20.18/5.21  									| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.21  									| (834) all_0_226_226 = e13 | all_0_227_227 = e13
% 20.18/5.21  									|
% 20.18/5.21  										+-Applying beta-rule and splitting (834), into two cases.
% 20.18/5.21  										|-Branch one:
% 20.18/5.21  										| (842) all_0_226_226 = e13
% 20.18/5.21  										|
% 20.18/5.21  											| Equations (842) can reduce 282 to:
% 20.18/5.21  											| (1135)  ~ (all_0_220_220 = e13)
% 20.18/5.21  											|
% 20.18/5.21  											| Equations (842) can reduce 69 to:
% 20.18/5.21  											| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.21  											|
% 20.18/5.21  											| From (842) and (335) follows:
% 20.18/5.21  											| (1169) op1(e11, e12) = e13
% 20.18/5.21  											|
% 20.18/5.21  											+-Applying beta-rule and splitting (212), into two cases.
% 20.18/5.21  											|-Branch one:
% 20.18/5.21  											| (795) all_0_220_220 = e13
% 20.18/5.21  											|
% 20.18/5.21  												| Equations (795) can reduce 1135 to:
% 20.18/5.21  												| (508) $false
% 20.18/5.21  												|
% 20.18/5.21  												|-The branch is then unsatisfiable
% 20.18/5.21  											|-Branch two:
% 20.18/5.21  											| (1135)  ~ (all_0_220_220 = e13)
% 20.18/5.21  											| (852) all_0_220_220 = e11
% 20.18/5.21  											|
% 20.18/5.21  												| Equations (852) can reduce 1135 to:
% 20.18/5.21  												| (792)  ~ (e13 = e11)
% 20.18/5.21  												|
% 20.18/5.21  												| Simplifying 792 yields:
% 20.18/5.21  												| (40)  ~ (e13 = e11)
% 20.18/5.21  												|
% 20.18/5.21  												+-Applying beta-rule and splitting (152), into two cases.
% 20.18/5.21  												|-Branch one:
% 20.18/5.21  												| (812) all_0_226_226 = e12
% 20.18/5.21  												|
% 20.18/5.21  													| Combining equations (812,842) yields a new equation:
% 20.18/5.21  													| (843) e13 = e12
% 20.18/5.21  													|
% 20.18/5.21  													| Equations (843) can reduce 112 to:
% 20.18/5.21  													| (508) $false
% 20.18/5.21  													|
% 20.18/5.21  													|-The branch is then unsatisfiable
% 20.18/5.21  												|-Branch two:
% 20.18/5.21  												| (958)  ~ (all_0_226_226 = e12)
% 20.18/5.21  												| (956) all_0_229_229 = e12
% 20.18/5.21  												|
% 20.18/5.21  													| From (956) and (290) follows:
% 20.18/5.22  													| (960) op1(e10, e12) = e12
% 20.18/5.22  													|
% 20.18/5.22  													+-Applying beta-rule and splitting (457), into two cases.
% 20.18/5.22  													|-Branch one:
% 20.18/5.22  													| (831) all_0_225_225 = e13
% 20.18/5.22  													|
% 20.18/5.22  														| Equations (831) can reduce 828 to:
% 20.18/5.22  														| (508) $false
% 20.18/5.22  														|
% 20.18/5.22  														|-The branch is then unsatisfiable
% 20.18/5.22  													|-Branch two:
% 20.18/5.22  													| (828)  ~ (all_0_225_225 = e13)
% 20.18/5.22  													| (1108) all_0_225_225 = e12 | all_0_225_225 = e11
% 20.18/5.22  													|
% 20.18/5.22  														+-Applying beta-rule and splitting (319), into two cases.
% 20.18/5.22  														|-Branch one:
% 20.18/5.22  														| (943) all_0_222_222 = e11
% 20.18/5.22  														|
% 20.18/5.22  															| Combining equations (826,943) yields a new equation:
% 20.18/5.22  															| (934) e13 = e11
% 20.18/5.22  															|
% 20.18/5.22  															| Simplifying 934 yields:
% 20.18/5.22  															| (853) e13 = e11
% 20.18/5.22  															|
% 20.18/5.22  															| Equations (853) can reduce 40 to:
% 20.18/5.22  															| (508) $false
% 20.18/5.22  															|
% 20.18/5.22  															|-The branch is then unsatisfiable
% 20.18/5.22  														|-Branch two:
% 20.18/5.22  														| (789)  ~ (all_0_222_222 = e11)
% 20.18/5.22  														| (946) all_0_225_225 = e11 | all_0_228_228 = e11
% 20.18/5.22  														|
% 20.18/5.22  															+-Applying beta-rule and splitting (1108), into two cases.
% 20.18/5.22  															|-Branch one:
% 20.18/5.22  															| (849) all_0_225_225 = e11
% 20.18/5.22  															|
% 20.18/5.22  																| Equations (849) can reduce 907 to:
% 20.18/5.22  																| (508) $false
% 20.18/5.22  																|
% 20.18/5.22  																|-The branch is then unsatisfiable
% 20.18/5.22  															|-Branch two:
% 20.18/5.22  															| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.22  															| (978) all_0_225_225 = e12
% 20.18/5.22  															|
% 20.18/5.22  																| Equations (978) can reduce 907 to:
% 20.18/5.22  																| (266)  ~ (e12 = e11)
% 20.18/5.22  																|
% 20.18/5.22  																| Equations (978) can reduce 78 to:
% 20.18/5.22  																| (203)  ~ (e12 = e10)
% 20.18/5.22  																|
% 20.18/5.22  																| From (978) and (393) follows:
% 20.18/5.22  																| (981) op1(e11, e13) = e12
% 20.18/5.22  																|
% 20.18/5.22  																+-Applying beta-rule and splitting (946), into two cases.
% 20.18/5.22  																|-Branch one:
% 20.18/5.22  																| (849) all_0_225_225 = e11
% 20.18/5.22  																|
% 20.18/5.22  																	| Combining equations (978,849) yields a new equation:
% 20.18/5.22  																	| (836) e12 = e11
% 20.18/5.22  																	|
% 20.18/5.22  																	| Simplifying 836 yields:
% 20.18/5.22  																	| (837) e12 = e11
% 20.18/5.22  																	|
% 20.18/5.22  																	| Equations (837) can reduce 266 to:
% 20.18/5.22  																	| (508) $false
% 20.18/5.22  																	|
% 20.18/5.22  																	|-The branch is then unsatisfiable
% 20.18/5.22  																|-Branch two:
% 20.18/5.22  																| (907)  ~ (all_0_225_225 = e11)
% 20.18/5.22  																| (835) all_0_228_228 = e11
% 20.18/5.22  																|
% 20.18/5.22  																	| Equations (835) can reduce 1159 to:
% 20.18/5.22  																	| (792)  ~ (e13 = e11)
% 20.18/5.22  																	|
% 20.18/5.22  																	| Simplifying 792 yields:
% 20.18/5.22  																	| (40)  ~ (e13 = e11)
% 20.18/5.22  																	|
% 20.18/5.22  																	| Equations (835) can reduce 24 to:
% 20.18/5.22  																	| (175)  ~ (e11 = e10)
% 20.18/5.22  																	|
% 20.18/5.22  																	+-Applying beta-rule and splitting (375), into two cases.
% 20.18/5.22  																	|-Branch one:
% 20.18/5.22  																	| (862) unit1 = e13
% 20.18/5.22  																	|
% 20.18/5.22  																		| From (862) and (376) follows:
% 20.18/5.22  																		| (1209) op1(e13, e10) = e10
% 20.18/5.22  																		|
% 20.18/5.22  																		| From (862) and (54) follows:
% 20.18/5.22  																		| (865) op1(e12, e13) = e12
% 20.18/5.22  																		|
% 20.18/5.22  																		| From (862) and (2) follows:
% 20.18/5.22  																		| (1001) op1(e11, e13) = e11
% 20.18/5.22  																		|
% 20.18/5.22  																		| Instantiating formula (487) with e13, e10, e10, e13 and discharging atoms op1(e13, e10) = e13, op1(e13, e10) = e10, yields:
% 20.18/5.22  																		| (866) e13 = e10
% 20.18/5.22  																		|
% 20.18/5.22  																		| Instantiating formula (487) with e12, e13, e12, e13 and discharging atoms op1(e12, e13) = e13, op1(e12, e13) = e12, yields:
% 20.18/5.22  																		| (843) e13 = e12
% 20.18/5.22  																		|
% 20.18/5.22  																		| Instantiating formula (487) with e11, e13, e11, e12 and discharging atoms op1(e11, e13) = e12, op1(e11, e13) = e11, yields:
% 20.18/5.22  																		| (837) e12 = e11
% 20.18/5.22  																		|
% 20.18/5.22  																		| Combining equations (843,866) yields a new equation:
% 20.18/5.22  																		| (882) e12 = e10
% 20.18/5.22  																		|
% 20.18/5.22  																		| Simplifying 882 yields:
% 20.18/5.22  																		| (869) e12 = e10
% 20.18/5.22  																		|
% 20.18/5.22  																		| Combining equations (869,837) yields a new equation:
% 20.18/5.22  																		| (871) e11 = e10
% 20.18/5.22  																		|
% 20.18/5.22  																		| Equations (871) can reduce 175 to:
% 20.18/5.22  																		| (508) $false
% 20.18/5.22  																		|
% 20.18/5.22  																		|-The branch is then unsatisfiable
% 20.18/5.22  																	|-Branch two:
% 20.18/5.22  																	| (873)  ~ (unit1 = e13)
% 20.18/5.22  																	| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.18/5.22  																	|
% 20.18/5.22  																		+-Applying beta-rule and splitting (874), into two cases.
% 20.18/5.22  																		|-Branch one:
% 20.18/5.22  																		| (875) unit1 = e11
% 20.18/5.22  																		|
% 20.18/5.22  																			| From (875) and (331) follows:
% 20.18/5.22  																			| (817) op1(e11, e12) = e12
% 20.18/5.22  																			|
% 20.18/5.22  																			| From (875) and (54) follows:
% 20.18/5.22  																			| (877) op1(e12, e11) = e12
% 20.18/5.22  																			|
% 20.18/5.22  																			| From (875) and (145) follows:
% 20.18/5.22  																			| (878) op1(e10, e11) = e10
% 20.18/5.22  																			|
% 20.18/5.22  																			| Instantiating formula (487) with e12, e11, e12, e11 and discharging atoms op1(e12, e11) = e12, op1(e12, e11) = e11, yields:
% 20.18/5.22  																			| (837) e12 = e11
% 20.18/5.22  																			|
% 20.18/5.22  																			| Instantiating formula (487) with e11, e12, e12, e13 and discharging atoms op1(e11, e12) = e13, op1(e11, e12) = e12, yields:
% 20.18/5.22  																			| (843) e13 = e12
% 20.18/5.22  																			|
% 20.18/5.22  																			| Instantiating formula (487) with e10, e11, e10, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e10, yields:
% 20.18/5.22  																			| (866) e13 = e10
% 20.18/5.22  																			|
% 20.18/5.22  																			| Combining equations (843,866) yields a new equation:
% 20.18/5.22  																			| (882) e12 = e10
% 20.18/5.22  																			|
% 20.18/5.22  																			| Simplifying 882 yields:
% 20.18/5.22  																			| (869) e12 = e10
% 20.18/5.22  																			|
% 20.18/5.22  																			| Combining equations (869,837) yields a new equation:
% 20.55/5.22  																			| (871) e11 = e10
% 20.55/5.22  																			|
% 20.55/5.22  																			| Equations (871) can reduce 175 to:
% 20.55/5.22  																			| (508) $false
% 20.55/5.23  																			|
% 20.55/5.23  																			|-The branch is then unsatisfiable
% 20.55/5.23  																		|-Branch two:
% 20.55/5.23  																		| (886)  ~ (unit1 = e11)
% 20.55/5.23  																		| (887) unit1 = e12 | unit1 = e10
% 20.55/5.23  																		|
% 20.55/5.23  																			+-Applying beta-rule and splitting (887), into two cases.
% 20.55/5.23  																			|-Branch one:
% 20.55/5.23  																			| (888) unit1 = e12
% 20.55/5.23  																			|
% 20.55/5.23  																				| From (888) and (145) follows:
% 20.55/5.23  																				| (1024) op1(e10, e12) = e10
% 20.55/5.23  																				|
% 20.55/5.23  																				| Instantiating formula (487) with e10, e12, e10, e12 and discharging atoms op1(e10, e12) = e12, op1(e10, e12) = e10, yields:
% 20.55/5.23  																				| (869) e12 = e10
% 20.55/5.23  																				|
% 20.55/5.23  																				| Equations (869) can reduce 203 to:
% 20.55/5.23  																				| (508) $false
% 20.55/5.23  																				|
% 20.55/5.23  																				|-The branch is then unsatisfiable
% 20.55/5.23  																			|-Branch two:
% 20.55/5.23  																			| (895)  ~ (unit1 = e12)
% 20.55/5.23  																			| (896) unit1 = e10
% 20.55/5.23  																			|
% 20.55/5.23  																				| From (896) and (53) follows:
% 20.55/5.23  																				| (898) op1(e10, e11) = e11
% 20.55/5.23  																				|
% 20.55/5.23  																				| Instantiating formula (487) with e10, e11, e11, e13 and discharging atoms op1(e10, e11) = e13, op1(e10, e11) = e11, yields:
% 20.55/5.23  																				| (853) e13 = e11
% 20.55/5.23  																				|
% 20.55/5.23  																				| Equations (853) can reduce 40 to:
% 20.55/5.23  																				| (508) $false
% 20.55/5.23  																				|
% 20.55/5.23  																				|-The branch is then unsatisfiable
% 20.55/5.23  										|-Branch two:
% 20.55/5.23  										| (845)  ~ (all_0_226_226 = e13)
% 20.55/5.23  										| (846) all_0_227_227 = e13
% 20.55/5.23  										|
% 20.55/5.23  											| Combining equations (846,933) yields a new equation:
% 20.55/5.23  											| (934) e13 = e11
% 20.55/5.23  											|
% 20.55/5.23  											| Simplifying 934 yields:
% 20.55/5.23  											| (853) e13 = e11
% 20.55/5.23  											|
% 20.55/5.23  											| Equations (853) can reduce 40 to:
% 20.55/5.23  											| (508) $false
% 20.55/5.23  											|
% 20.55/5.23  											|-The branch is then unsatisfiable
% 20.55/5.23  								|-Branch two:
% 20.55/5.23  								| (937)  ~ (all_0_222_222 = e13)
% 20.55/5.23  								| (938) all_0_223_223 = e13 | all_0_224_224 = e13
% 20.55/5.23  								|
% 20.55/5.23  									+-Applying beta-rule and splitting (938), into two cases.
% 20.55/5.23  									|-Branch one:
% 20.55/5.23  									| (785) all_0_223_223 = e13
% 20.55/5.23  									|
% 20.55/5.23  										| Combining equations (788,785) yields a new equation:
% 20.55/5.23  										| (853) e13 = e11
% 20.55/5.23  										|
% 20.55/5.23  										| Equations (853) can reduce 40 to:
% 20.55/5.23  										| (508) $false
% 20.55/5.23  										|
% 20.55/5.23  										|-The branch is then unsatisfiable
% 20.55/5.23  									|-Branch two:
% 20.55/5.23  									| (783)  ~ (all_0_223_223 = e13)
% 20.55/5.23  									| (1060) all_0_224_224 = e13
% 20.55/5.23  									|
% 20.55/5.23  										| Equations (1060) can reduce 1100 to:
% 20.55/5.23  										| (508) $false
% 20.55/5.23  										|
% 20.55/5.23  										|-The branch is then unsatisfiable
% 20.55/5.23  			|-Branch two:
% 20.55/5.23  			| (1256)  ~ (all_0_230_230 = e13)
% 20.55/5.23  			| (904) all_0_230_230 = e11
% 20.55/5.23  			|
% 20.55/5.23  				| Equations (904) can reduce 382 to:
% 20.55/5.23  				| (1258)  ~ (all_0_223_223 = e11)
% 20.55/5.23  				|
% 20.55/5.23  				| Equations (904) can reduce 140 to:
% 20.55/5.23  				| (839)  ~ (all_0_228_228 = e11)
% 20.55/5.23  				|
% 20.55/5.23  				| Equations (904) can reduce 174 to:
% 20.55/5.23  				| (903)  ~ (all_0_229_229 = e11)
% 20.55/5.23  				|
% 20.55/5.23  				| From (904) and (398) follows:
% 20.55/5.23  				| (898) op1(e10, e11) = e11
% 20.55/5.23  				|
% 20.55/5.23  				| From (904) and (280) follows:
% 20.55/5.23  				| (1262) h6(e11) = all_0_118_118
% 20.55/5.23  				|
% 20.55/5.23  				+-Applying beta-rule and splitting (355), into two cases.
% 20.55/5.23  				|-Branch one:
% 20.55/5.23  				| (785) all_0_223_223 = e13
% 20.55/5.23  				|
% 20.55/5.23  					| Equations (785) can reduce 118 to:
% 20.55/5.23  					| (937)  ~ (all_0_222_222 = e13)
% 20.55/5.23  					|
% 20.55/5.23  					| Equations (785) can reduce 52 to:
% 20.55/5.23  					| (1137)  ~ (all_0_224_224 = e13)
% 20.55/5.23  					|
% 20.55/5.23  					| Simplifying 1137 yields:
% 20.55/5.23  					| (1100)  ~ (all_0_224_224 = e13)
% 20.55/5.23  					|
% 20.55/5.23  					| Equations (785) can reduce 1258 to:
% 20.55/5.23  					| (40)  ~ (e13 = e11)
% 20.55/5.23  					|
% 20.55/5.23  					| From (785) and (164) follows:
% 20.55/5.23  					| (1268) h6(e13) = all_0_111_111
% 20.55/5.23  					|
% 20.55/5.23  					| Instantiating formula (268) with e13, all_0_111_111, e23 and discharging atoms h6(e13) = all_0_111_111, h6(e13) = e23, yields:
% 20.55/5.24  					| (1269) all_0_111_111 = e23
% 20.55/5.24  					|
% 20.55/5.24  					| Instantiating formula (268) with e11, all_0_118_118, e21 and discharging atoms h6(e11) = all_0_118_118, h6(e11) = e21, yields:
% 20.55/5.24  					| (1270) all_0_118_118 = e21
% 20.55/5.24  					|
% 20.55/5.24  					| From (1269) and (1268) follows:
% 20.55/5.24  					| (260) h6(e13) = e23
% 20.55/5.24  					|
% 20.55/5.24  					| From (1270) and (1262) follows:
% 20.55/5.24  					| (484) h6(e11) = e21
% 20.55/5.24  					|
% 20.55/5.24  					+-Applying beta-rule and splitting (313), into two cases.
% 20.55/5.24  					|-Branch one:
% 20.55/5.24  					| (543) all_0_212_212 = e23
% 20.55/5.24  					|
% 20.55/5.24  						| Equations (543) can reduce 304 to:
% 20.55/5.24  						| (544)  ~ (all_0_219_219 = e23)
% 20.55/5.24  						|
% 20.55/5.24  						| Simplifying 544 yields:
% 20.55/5.24  						| (545)  ~ (all_0_219_219 = e23)
% 20.55/5.24  						|
% 20.55/5.24  						| Equations (543) can reduce 222 to:
% 20.55/5.24  						| (136)  ~ (e23 = e22)
% 20.55/5.24  						|
% 20.55/5.24  						| From (543) and (404) follows:
% 20.55/5.24  						| (1277) op2(e23, e22) = all_0_122_122
% 20.55/5.24  						|
% 20.55/5.24  						| From (543) and (343) follows:
% 20.55/5.24  						| (1278) op2(e21, e23) = all_0_130_130
% 20.55/5.24  						|
% 20.55/5.24  						| From (543) and (353) follows:
% 20.55/5.24  						| (549) op2(e20, e23) = all_0_134_134
% 20.55/5.24  						|
% 20.55/5.24  						+-Applying beta-rule and splitting (356), into two cases.
% 20.55/5.24  						|-Branch one:
% 20.55/5.24  						| (539) all_0_211_211 = e21
% 20.55/5.24  						|
% 20.55/5.24  							| Equations (539) can reduce 397 to:
% 20.55/5.24  							| (1281)  ~ (all_0_217_217 = e21)
% 20.55/5.24  							|
% 20.55/5.24  							| Simplifying 1281 yields:
% 20.55/5.24  							| (1282)  ~ (all_0_217_217 = e21)
% 20.55/5.24  							|
% 20.55/5.24  							| Equations (539) can reduce 502 to:
% 20.55/5.24  							| (655)  ~ (e22 = e21)
% 20.55/5.24  							|
% 20.55/5.24  							| Simplifying 655 yields:
% 20.55/5.24  							| (37)  ~ (e22 = e21)
% 20.55/5.24  							|
% 20.55/5.24  							| From (539) and (5) follows:
% 20.55/5.24  							| (1285) op2(e21, e23) = all_0_6_6
% 20.55/5.24  							|
% 20.55/5.24  							| From (539) and (284) follows:
% 20.55/5.24  							| (1286) op2(e21, e22) = all_0_3_3
% 20.55/5.24  							|
% 20.55/5.24  							| From (539) and (232) follows:
% 20.55/5.24  							| (1287) op2(e21, e20) = all_0_8_8
% 20.55/5.24  							|
% 20.55/5.24  							+-Applying beta-rule and splitting (352), into two cases.
% 20.55/5.24  							|-Branch one:
% 20.55/5.24  							| (1288) all_0_217_217 = e21
% 20.55/5.24  							|
% 20.55/5.24  								| Equations (1288) can reduce 1282 to:
% 20.55/5.24  								| (508) $false
% 20.55/5.24  								|
% 20.55/5.24  								|-The branch is then unsatisfiable
% 20.55/5.24  							|-Branch two:
% 20.55/5.24  							| (1282)  ~ (all_0_217_217 = e21)
% 20.55/5.24  							| (1291) all_0_218_218 = e21 | all_0_219_219 = e21
% 20.55/5.24  							|
% 20.55/5.24  								+-Applying beta-rule and splitting (1291), into two cases.
% 20.55/5.24  								|-Branch one:
% 20.55/5.24  								| (645) all_0_218_218 = e21
% 20.55/5.24  								|
% 20.55/5.24  									| Combining equations (645,739) yields a new equation:
% 20.55/5.24  									| (584) e22 = e21
% 20.55/5.24  									|
% 20.55/5.24  									| Equations (584) can reduce 37 to:
% 20.55/5.24  									| (508) $false
% 20.55/5.24  									|
% 20.55/5.24  									|-The branch is then unsatisfiable
% 20.55/5.24  								|-Branch two:
% 20.55/5.24  								| (738)  ~ (all_0_218_218 = e21)
% 20.55/5.24  								| (565) all_0_219_219 = e21
% 20.55/5.24  								|
% 20.55/5.24  									| Equations (565) can reduce 368 to:
% 20.55/5.24  									| (1282)  ~ (all_0_217_217 = e21)
% 20.55/5.24  									|
% 20.55/5.24  									| Equations (565) can reduce 545 to:
% 20.55/5.24  									| (566)  ~ (e23 = e21)
% 20.55/5.24  									|
% 20.55/5.24  									| Simplifying 566 yields:
% 20.55/5.24  									| (386)  ~ (e23 = e21)
% 20.55/5.24  									|
% 20.55/5.24  									+-Applying beta-rule and splitting (329), into two cases.
% 20.55/5.24  									|-Branch one:
% 20.55/5.24  									| (550) all_0_217_217 = e23
% 20.55/5.24  									|
% 20.55/5.24  										| Equations (550) can reduce 1282 to:
% 20.55/5.24  										| (386)  ~ (e23 = e21)
% 20.55/5.24  										|
% 20.55/5.24  										| From (550) and (480) follows:
% 20.55/5.24  										| (675) op2(e20, e23) = e23
% 20.55/5.24  										|
% 20.55/5.24  										| Instantiating formula (148) with e23, e22, all_0_122_122, all_0_209_209 and discharging atoms op2(e23, e22) = all_0_122_122, op2(e23, e22) = all_0_209_209, yields:
% 20.55/5.24  										| (1303) all_0_122_122 = all_0_209_209
% 20.55/5.24  										|
% 20.55/5.24  										| Instantiating formula (148) with e21, e23, all_0_6_6, e22 and discharging atoms op2(e21, e23) = all_0_6_6, op2(e21, e23) = e22, yields:
% 20.55/5.24  										| (1304) all_0_6_6 = e22
% 20.55/5.24  										|
% 20.55/5.24  										| Instantiating formula (148) with e21, e23, all_0_130_130, all_0_6_6 and discharging atoms op2(e21, e23) = all_0_6_6, op2(e21, e23) = all_0_130_130, yields:
% 20.55/5.24  										| (1305) all_0_6_6 = all_0_130_130
% 20.55/5.24  										|
% 20.55/5.24  										| Instantiating formula (148) with e21, e22, all_0_3_3, all_0_215_215 and discharging atoms op2(e21, e22) = all_0_3_3, op2(e21, e22) = all_0_215_215, yields:
% 20.55/5.24  										| (1306) all_0_3_3 = all_0_215_215
% 20.55/5.24  										|
% 20.55/5.24  										| Instantiating formula (148) with e21, e20, all_0_8_8, all_0_216_216 and discharging atoms op2(e21, e20) = all_0_8_8, op2(e21, e20) = all_0_216_216, yields:
% 20.55/5.24  										| (1307) all_0_8_8 = all_0_216_216
% 20.55/5.24  										|
% 20.55/5.24  										| Instantiating formula (148) with e20, e23, e23, all_0_134_134 and discharging atoms op2(e20, e23) = all_0_134_134, op2(e20, e23) = e23, yields:
% 20.55/5.24  										| (670) all_0_134_134 = e23
% 20.55/5.24  										|
% 20.55/5.24  										| Combining equations (1305,1304) yields a new equation:
% 20.55/5.24  										| (1309) all_0_130_130 = e22
% 20.55/5.24  										|
% 20.55/5.24  										| Simplifying 1309 yields:
% 20.55/5.24  										| (1310) all_0_130_130 = e22
% 20.55/5.24  										|
% 20.55/5.24  										| From (1303) and (1277) follows:
% 20.55/5.24  										| (114) op2(e23, e22) = all_0_209_209
% 20.55/5.24  										|
% 20.55/5.24  										| From (1310) and (1278) follows:
% 20.55/5.24  										| (770) op2(e21, e23) = e22
% 20.55/5.24  										|
% 20.55/5.24  										| From (1306) and (1286) follows:
% 20.55/5.24  										| (323) op2(e21, e22) = all_0_215_215
% 20.55/5.24  										|
% 20.55/5.24  										| From (1307) and (1287) follows:
% 20.55/5.24  										| (176) op2(e21, e20) = all_0_216_216
% 20.55/5.24  										|
% 20.55/5.24  										| From (670) and (549) follows:
% 20.55/5.24  										| (675) op2(e20, e23) = e23
% 20.55/5.25  										|
% 20.55/5.25  										+-Applying beta-rule and splitting (131), into two cases.
% 20.55/5.25  										|-Branch one:
% 20.55/5.25  										| (795) all_0_220_220 = e13
% 20.55/5.25  										|
% 20.55/5.25  											| Equations (795) can reduce 49 to:
% 20.55/5.25  											| (796)  ~ (all_0_221_221 = e13)
% 20.55/5.25  											|
% 20.55/5.25  											| Simplifying 796 yields:
% 20.55/5.25  											| (797)  ~ (all_0_221_221 = e13)
% 20.55/5.25  											|
% 20.55/5.25  											| Equations (795) can reduce 272 to:
% 20.55/5.25  											| (798)  ~ (all_0_229_229 = e13)
% 20.55/5.25  											|
% 20.55/5.25  											| Simplifying 798 yields:
% 20.55/5.25  											| (799)  ~ (all_0_229_229 = e13)
% 20.55/5.25  											|
% 20.55/5.25  											| From (795) and (289) follows:
% 20.55/5.25  											| (1321) op1(e13, e12) = e13
% 20.55/5.25  											|
% 20.55/5.25  											+-Applying beta-rule and splitting (180), into two cases.
% 20.55/5.25  											|-Branch one:
% 20.55/5.25  											| (800) all_0_221_221 = e13
% 20.55/5.25  											|
% 20.55/5.25  												| Equations (800) can reduce 797 to:
% 20.55/5.25  												| (508) $false
% 20.55/5.25  												|
% 20.55/5.25  												|-The branch is then unsatisfiable
% 20.55/5.25  											|-Branch two:
% 20.55/5.25  											| (797)  ~ (all_0_221_221 = e13)
% 20.55/5.25  											| (803) all_0_221_221 = e11
% 20.55/5.25  											|
% 20.55/5.25  												| Equations (803) can reduce 77 to:
% 20.55/5.25  												| (790)  ~ (all_0_224_224 = e11)
% 20.55/5.25  												|
% 20.55/5.25  												| Simplifying 790 yields:
% 20.55/5.25  												| (791)  ~ (all_0_224_224 = e11)
% 20.55/5.25  												|
% 20.55/5.25  												| Equations (803) can reduce 797 to:
% 20.55/5.25  												| (792)  ~ (e13 = e11)
% 20.55/5.25  												|
% 20.55/5.25  												| Simplifying 792 yields:
% 20.55/5.25  												| (40)  ~ (e13 = e11)
% 20.55/5.25  												|
% 20.55/5.25  												+-Applying beta-rule and splitting (383), into two cases.
% 20.55/5.25  												|-Branch one:
% 20.55/5.25  												| (1060) all_0_224_224 = e13
% 20.55/5.25  												|
% 20.55/5.25  													| Equations (1060) can reduce 1100 to:
% 20.55/5.25  													| (508) $false
% 20.55/5.25  													|
% 20.55/5.25  													|-The branch is then unsatisfiable
% 20.55/5.25  												|-Branch two:
% 20.55/5.25  												| (1100)  ~ (all_0_224_224 = e13)
% 20.55/5.25  												| (1101) all_0_224_224 = e12 | all_0_224_224 = e11
% 20.55/5.25  												|
% 20.55/5.25  													+-Applying beta-rule and splitting (1101), into two cases.
% 20.55/5.25  													|-Branch one:
% 20.55/5.25  													| (1102) all_0_224_224 = e11
% 20.55/5.25  													|
% 20.55/5.25  														| Equations (1102) can reduce 791 to:
% 20.55/5.25  														| (508) $false
% 20.55/5.25  														|
% 20.55/5.25  														|-The branch is then unsatisfiable
% 20.55/5.25  													|-Branch two:
% 20.55/5.25  													| (791)  ~ (all_0_224_224 = e11)
% 20.55/5.25  													| (822) all_0_224_224 = e12
% 20.55/5.25  													|
% 20.55/5.25  														| Equations (822) can reduce 448 to:
% 20.55/5.25  														| (813)  ~ (all_0_227_227 = e12)
% 20.55/5.25  														|
% 20.55/5.25  														| Simplifying 813 yields:
% 20.55/5.25  														| (814)  ~ (all_0_227_227 = e12)
% 20.55/5.25  														|
% 20.55/5.25  														+-Applying beta-rule and splitting (366), into two cases.
% 20.55/5.25  														|-Branch one:
% 20.55/5.25  														| (852) all_0_220_220 = e11
% 20.55/5.25  														|
% 20.55/5.25  															| Combining equations (852,795) yields a new equation:
% 20.55/5.25  															| (853) e13 = e11
% 20.55/5.25  															|
% 20.55/5.25  															| Equations (853) can reduce 40 to:
% 20.55/5.25  															| (508) $false
% 20.55/5.25  															|
% 20.55/5.25  															|-The branch is then unsatisfiable
% 20.55/5.25  														|-Branch two:
% 20.55/5.25  														| (855)  ~ (all_0_220_220 = e11)
% 20.55/5.25  														| (856) all_0_226_226 = e11 | all_0_229_229 = e11
% 20.55/5.25  														|
% 20.55/5.25  															+-Applying beta-rule and splitting (856), into two cases.
% 20.55/5.25  															|-Branch one:
% 20.55/5.25  															| (918) all_0_226_226 = e11
% 20.55/5.25  															|
% 20.55/5.25  																| Equations (918) can reduce 69 to:
% 20.55/5.25  																| (907)  ~ (all_0_225_225 = e11)
% 20.55/5.25  																|
% 20.55/5.25  																| Equations (918) can reduce 362 to:
% 20.55/5.25  																| (806)  ~ (all_0_227_227 = e11)
% 20.55/5.25  																|
% 20.55/5.25  																| Simplifying 806 yields:
% 20.55/5.25  																| (807)  ~ (all_0_227_227 = e11)
% 20.55/5.25  																|
% 20.55/5.25  																| Equations (918) can reduce 450 to:
% 20.55/5.25  																| (1349)  ~ (all_0_229_229 = e11)
% 20.55/5.25  																|
% 20.55/5.25  																| Simplifying 1349 yields:
% 20.55/5.25  																| (903)  ~ (all_0_229_229 = e11)
% 20.55/5.25  																|
% 20.55/5.25  																| From (918) and (335) follows:
% 20.55/5.25  																| (890) op1(e11, e12) = e11
% 20.55/5.25  																|
% 20.55/5.25  																+-Applying beta-rule and splitting (319), into two cases.
% 20.55/5.25  																|-Branch one:
% 20.55/5.25  																| (943) all_0_222_222 = e11
% 20.55/5.25  																|
% 20.55/5.25  																	| Equations (943) can reduce 346 to:
% 20.55/5.25  																	| (1353)  ~ (all_0_225_225 = e11)
% 20.55/5.25  																	|
% 20.55/5.25  																	| Simplifying 1353 yields:
% 20.55/5.25  																	| (907)  ~ (all_0_225_225 = e11)
% 20.55/5.25  																	|
% 20.55/5.25  																	| Equations (943) can reduce 111 to:
% 20.55/5.25  																	| (1355)  ~ (all_0_228_228 = e11)
% 20.55/5.25  																	|
% 20.55/5.25  																	| Simplifying 1355 yields:
% 20.55/5.25  																	| (839)  ~ (all_0_228_228 = e11)
% 20.55/5.25  																	|
% 20.55/5.25  																	| Equations (943) can reduce 169 to:
% 20.55/5.25  																	| (175)  ~ (e11 = e10)
% 20.55/5.25  																	|
% 20.55/5.25  																	+-Applying beta-rule and splitting (249), into two cases.
% 20.55/5.25  																	|-Branch one:
% 20.55/5.25  																	| (914) all_0_229_229 = e13
% 20.55/5.25  																	|
% 20.55/5.25  																		| Equations (914) can reduce 799 to:
% 20.55/5.25  																		| (508) $false
% 20.55/5.25  																		|
% 20.55/5.25  																		|-The branch is then unsatisfiable
% 20.55/5.25  																	|-Branch two:
% 20.55/5.25  																	| (799)  ~ (all_0_229_229 = e13)
% 20.55/5.25  																	| (917) all_0_229_229 = e12 | all_0_229_229 = e11
% 20.55/5.25  																	|
% 20.55/5.25  																		+-Applying beta-rule and splitting (149), into two cases.
% 20.55/5.25  																		|-Branch one:
% 20.55/5.25  																		| (846) all_0_227_227 = e13
% 20.55/5.25  																		|
% 20.55/5.25  																			| Equations (846) can reduce 294 to:
% 20.55/5.25  																			| (828)  ~ (all_0_225_225 = e13)
% 20.55/5.25  																			|
% 20.55/5.25  																			| Equations (846) can reduce 807 to:
% 20.55/5.25  																			| (40)  ~ (e13 = e11)
% 20.55/5.25  																			|
% 20.55/5.25  																			| From (846) and (259) follows:
% 20.55/5.25  																			| (1365) op1(e11, e10) = e13
% 20.55/5.25  																			|
% 20.55/5.25  																			+-Applying beta-rule and splitting (917), into two cases.
% 20.55/5.25  																			|-Branch one:
% 20.55/5.25  																			| (858) all_0_229_229 = e11
% 20.55/5.25  																			|
% 20.55/5.25  																				| Equations (858) can reduce 903 to:
% 20.55/5.25  																				| (508) $false
% 20.55/5.25  																				|
% 20.55/5.25  																				|-The branch is then unsatisfiable
% 20.55/5.25  																			|-Branch two:
% 20.55/5.25  																			| (903)  ~ (all_0_229_229 = e11)
% 20.55/5.25  																			| (956) all_0_229_229 = e12
% 20.55/5.25  																			|
% 20.55/5.25  																				| From (956) and (290) follows:
% 20.55/5.26  																				| (960) op1(e10, e12) = e12
% 20.55/5.26  																				|
% 20.55/5.26  																				+-Applying beta-rule and splitting (130), into two cases.
% 20.55/5.26  																				|-Branch one:
% 20.55/5.26  																				| (978) all_0_225_225 = e12
% 20.55/5.26  																				|
% 20.55/5.26  																					| Equations (978) can reduce 828 to:
% 20.55/5.26  																					| (1372)  ~ (e13 = e12)
% 20.55/5.26  																					|
% 20.55/5.26  																					| Simplifying 1372 yields:
% 20.55/5.26  																					| (112)  ~ (e13 = e12)
% 20.55/5.26  																					|
% 20.55/5.26  																					| Equations (978) can reduce 78 to:
% 20.55/5.26  																					| (203)  ~ (e12 = e10)
% 20.55/5.26  																					|
% 20.55/5.26  																					| From (978) and (393) follows:
% 20.55/5.26  																					| (981) op1(e11, e13) = e12
% 20.55/5.26  																					|
% 20.55/5.26  																					+-Applying beta-rule and splitting (124), into two cases.
% 20.55/5.26  																					|-Branch one:
% 20.55/5.26  																					| (1376) all_0_228_228 = e13
% 20.55/5.26  																					|
% 20.55/5.26  																						| Equations (1376) can reduce 839 to:
% 20.55/5.26  																						| (40)  ~ (e13 = e11)
% 20.55/5.26  																						|
% 20.55/5.26  																						| From (1376) and (13) follows:
% 20.55/5.26  																						| (897) op1(e10, e13) = e13
% 20.55/5.26  																						|
% 20.55/5.26  																						+-Applying beta-rule and splitting (375), into two cases.
% 20.55/5.26  																						|-Branch one:
% 20.55/5.26  																						| (862) unit1 = e13
% 20.55/5.26  																						|
% 20.55/5.26  																							| From (862) and (331) follows:
% 20.55/5.26  																							| (1380) op1(e13, e12) = e12
% 20.55/5.26  																							|
% 20.55/5.26  																							| From (862) and (2) follows:
% 20.55/5.26  																							| (1001) op1(e11, e13) = e11
% 20.55/5.26  																							|
% 20.55/5.26  																							| From (862) and (145) follows:
% 20.55/5.26  																							| (1382) op1(e10, e13) = e10
% 20.55/5.26  																							|
% 20.55/5.26  																							| Instantiating formula (487) with e13, e12, e12, e13 and discharging atoms op1(e13, e12) = e13, op1(e13, e12) = e12, yields:
% 20.55/5.26  																							| (843) e13 = e12
% 20.55/5.26  																							|
% 20.55/5.26  																							| Instantiating formula (487) with e11, e13, e11, e12 and discharging atoms op1(e11, e13) = e12, op1(e11, e13) = e11, yields:
% 20.55/5.26  																							| (837) e12 = e11
% 20.55/5.26  																							|
% 20.55/5.26  																							| Instantiating formula (487) with e10, e13, e10, e13 and discharging atoms op1(e10, e13) = e13, op1(e10, e13) = e10, yields:
% 20.55/5.26  																							| (866) e13 = e10
% 20.55/5.26  																							|
% 20.55/5.26  																							| Combining equations (866,843) yields a new equation:
% 20.55/5.26  																							| (869) e12 = e10
% 20.55/5.26  																							|
% 20.55/5.26  																							| Combining equations (869,837) yields a new equation:
% 20.55/5.26  																							| (871) e11 = e10
% 20.55/5.26  																							|
% 20.55/5.26  																							| Equations (871) can reduce 175 to:
% 20.55/5.26  																							| (508) $false
% 20.55/5.26  																							|
% 20.55/5.26  																							|-The branch is then unsatisfiable
% 20.55/5.26  																						|-Branch two:
% 20.55/5.26  																						| (873)  ~ (unit1 = e13)
% 20.55/5.26  																						| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.55/5.26  																						|
% 20.55/5.26  																							+-Applying beta-rule and splitting (874), into two cases.
% 20.55/5.26  																							|-Branch one:
% 20.55/5.26  																							| (875) unit1 = e11
% 20.55/5.26  																							|
% 20.55/5.26  																								| From (875) and (74) follows:
% 20.55/5.26  																								| (1011) op1(e11, e13) = e13
% 20.55/5.26  																								|
% 20.55/5.26  																								| From (875) and (331) follows:
% 20.55/5.26  																								| (817) op1(e11, e12) = e12
% 20.55/5.26  																								|
% 20.55/5.26  																								| From (875) and (376) follows:
% 20.55/5.26  																								| (1394) op1(e11, e10) = e10
% 20.55/5.26  																								|
% 20.55/5.26  																								| Instantiating formula (487) with e11, e13, e13, e12 and discharging atoms op1(e11, e13) = e13, op1(e11, e13) = e12, yields:
% 20.55/5.26  																								| (843) e13 = e12
% 20.55/5.26  																								|
% 20.55/5.26  																								| Instantiating formula (487) with e11, e12, e12, e11 and discharging atoms op1(e11, e12) = e12, op1(e11, e12) = e11, yields:
% 20.55/5.26  																								| (837) e12 = e11
% 20.55/5.26  																								|
% 20.55/5.26  																								| Instantiating formula (487) with e11, e10, e10, e13 and discharging atoms op1(e11, e10) = e13, op1(e11, e10) = e10, yields:
% 20.55/5.26  																								| (866) e13 = e10
% 20.55/5.26  																								|
% 20.55/5.26  																								| Combining equations (843,866) yields a new equation:
% 20.55/5.26  																								| (882) e12 = e10
% 20.55/5.26  																								|
% 20.55/5.26  																								| Simplifying 882 yields:
% 20.55/5.26  																								| (869) e12 = e10
% 20.55/5.26  																								|
% 20.55/5.26  																								| Combining equations (869,837) yields a new equation:
% 20.55/5.26  																								| (871) e11 = e10
% 20.55/5.26  																								|
% 20.55/5.26  																								| Equations (871) can reduce 175 to:
% 20.55/5.26  																								| (508) $false
% 20.55/5.26  																								|
% 20.55/5.26  																								|-The branch is then unsatisfiable
% 20.55/5.26  																							|-Branch two:
% 20.55/5.26  																							| (886)  ~ (unit1 = e11)
% 20.55/5.26  																							| (887) unit1 = e12 | unit1 = e10
% 20.55/5.26  																							|
% 20.55/5.26  																								+-Applying beta-rule and splitting (887), into two cases.
% 20.55/5.26  																								|-Branch one:
% 20.55/5.26  																								| (888) unit1 = e12
% 20.55/5.26  																								|
% 20.55/5.26  																									| From (888) and (145) follows:
% 20.55/5.26  																									| (1024) op1(e10, e12) = e10
% 20.55/5.26  																									|
% 20.55/5.26  																									| Instantiating formula (487) with e10, e12, e10, e12 and discharging atoms op1(e10, e12) = e12, op1(e10, e12) = e10, yields:
% 20.55/5.26  																									| (869) e12 = e10
% 20.55/5.26  																									|
% 20.55/5.26  																									| Equations (869) can reduce 203 to:
% 20.55/5.26  																									| (508) $false
% 20.55/5.26  																									|
% 20.55/5.26  																									|-The branch is then unsatisfiable
% 20.55/5.26  																								|-Branch two:
% 20.55/5.26  																								| (895)  ~ (unit1 = e12)
% 20.55/5.26  																								| (896) unit1 = e10
% 20.55/5.26  																								|
% 20.55/5.26  																									| From (896) and (2) follows:
% 20.55/5.26  																									| (1410) op1(e11, e10) = e11
% 20.55/5.26  																									|
% 20.55/5.26  																									| Instantiating formula (487) with e11, e10, e11, e13 and discharging atoms op1(e11, e10) = e13, op1(e11, e10) = e11, yields:
% 20.55/5.26  																									| (853) e13 = e11
% 20.55/5.26  																									|
% 20.55/5.26  																									| Equations (853) can reduce 40 to:
% 20.55/5.26  																									| (508) $false
% 20.55/5.26  																									|
% 20.55/5.26  																									|-The branch is then unsatisfiable
% 20.55/5.26  																					|-Branch two:
% 20.55/5.26  																					| (1159)  ~ (all_0_228_228 = e13)
% 20.55/5.26  																					| (1414) all_0_229_229 = e13 | all_0_230_230 = e13
% 20.55/5.26  																					|
% 20.55/5.26  																						+-Applying beta-rule and splitting (1414), into two cases.
% 20.55/5.26  																						|-Branch one:
% 20.55/5.26  																						| (914) all_0_229_229 = e13
% 20.55/5.26  																						|
% 20.55/5.27  																							| Combining equations (914,956) yields a new equation:
% 20.55/5.27  																							| (987) e13 = e12
% 20.55/5.27  																							|
% 20.55/5.27  																							| Simplifying 987 yields:
% 20.55/5.27  																							| (843) e13 = e12
% 20.55/5.27  																							|
% 20.55/5.27  																							| Equations (843) can reduce 112 to:
% 20.55/5.27  																							| (508) $false
% 20.55/5.27  																							|
% 20.55/5.27  																							|-The branch is then unsatisfiable
% 20.55/5.27  																						|-Branch two:
% 20.55/5.27  																						| (799)  ~ (all_0_229_229 = e13)
% 20.55/5.27  																						| (782) all_0_230_230 = e13
% 20.55/5.27  																						|
% 20.55/5.27  																							| Combining equations (904,782) yields a new equation:
% 20.55/5.27  																							| (853) e13 = e11
% 20.55/5.27  																							|
% 20.55/5.27  																							| Equations (853) can reduce 40 to:
% 20.55/5.27  																							| (508) $false
% 20.55/5.27  																							|
% 20.55/5.27  																							|-The branch is then unsatisfiable
% 20.55/5.27  																				|-Branch two:
% 20.55/5.27  																				| (1039)  ~ (all_0_225_225 = e12)
% 20.55/5.27  																				| (1040) all_0_226_226 = e12 | all_0_227_227 = e12
% 20.55/5.27  																				|
% 20.55/5.27  																					+-Applying beta-rule and splitting (457), into two cases.
% 20.55/5.27  																					|-Branch one:
% 20.55/5.27  																					| (831) all_0_225_225 = e13
% 20.55/5.27  																					|
% 20.55/5.27  																						| Equations (831) can reduce 828 to:
% 20.55/5.27  																						| (508) $false
% 20.55/5.27  																						|
% 20.55/5.27  																						|-The branch is then unsatisfiable
% 20.55/5.27  																					|-Branch two:
% 20.55/5.27  																					| (828)  ~ (all_0_225_225 = e13)
% 20.55/5.27  																					| (1108) all_0_225_225 = e12 | all_0_225_225 = e11
% 20.55/5.27  																					|
% 20.55/5.27  																						+-Applying beta-rule and splitting (1108), into two cases.
% 20.55/5.27  																						|-Branch one:
% 20.55/5.27  																						| (849) all_0_225_225 = e11
% 20.55/5.27  																						|
% 20.55/5.27  																							| Equations (849) can reduce 907 to:
% 20.55/5.27  																							| (508) $false
% 20.55/5.27  																							|
% 20.55/5.27  																							|-The branch is then unsatisfiable
% 20.55/5.27  																						|-Branch two:
% 20.55/5.27  																						| (907)  ~ (all_0_225_225 = e11)
% 20.55/5.27  																						| (978) all_0_225_225 = e12
% 20.55/5.27  																						|
% 20.55/5.27  																							| Equations (978) can reduce 1039 to:
% 20.55/5.27  																							| (508) $false
% 20.55/5.27  																							|
% 20.55/5.27  																							|-The branch is then unsatisfiable
% 20.55/5.27  																		|-Branch two:
% 20.55/5.27  																		| (1140)  ~ (all_0_227_227 = e13)
% 20.55/5.27  																		| (1435) all_0_227_227 = e12 | all_0_227_227 = e11
% 20.55/5.27  																		|
% 20.55/5.27  																			+-Applying beta-rule and splitting (1435), into two cases.
% 20.55/5.27  																			|-Branch one:
% 20.55/5.27  																			| (933) all_0_227_227 = e11
% 20.55/5.27  																			|
% 20.55/5.27  																				| Equations (933) can reduce 807 to:
% 20.55/5.27  																				| (508) $false
% 20.55/5.27  																				|
% 20.55/5.27  																				|-The branch is then unsatisfiable
% 20.55/5.27  																			|-Branch two:
% 20.55/5.27  																			| (807)  ~ (all_0_227_227 = e11)
% 20.55/5.27  																			| (953) all_0_227_227 = e12
% 20.55/5.27  																			|
% 20.55/5.27  																				| Equations (953) can reduce 814 to:
% 20.55/5.27  																				| (508) $false
% 20.55/5.27  																				|
% 20.55/5.27  																				|-The branch is then unsatisfiable
% 20.55/5.27  																|-Branch two:
% 20.55/5.27  																| (789)  ~ (all_0_222_222 = e11)
% 20.55/5.27  																| (946) all_0_225_225 = e11 | all_0_228_228 = e11
% 20.55/5.27  																|
% 20.55/5.27  																	+-Applying beta-rule and splitting (946), into two cases.
% 20.55/5.27  																	|-Branch one:
% 20.55/5.27  																	| (849) all_0_225_225 = e11
% 20.55/5.27  																	|
% 20.55/5.27  																		| Equations (849) can reduce 907 to:
% 20.55/5.27  																		| (508) $false
% 20.55/5.27  																		|
% 20.55/5.27  																		|-The branch is then unsatisfiable
% 20.55/5.27  																	|-Branch two:
% 20.55/5.27  																	| (907)  ~ (all_0_225_225 = e11)
% 20.55/5.27  																	| (835) all_0_228_228 = e11
% 20.55/5.27  																	|
% 20.55/5.27  																		| Equations (835) can reduce 839 to:
% 20.55/5.27  																		| (508) $false
% 20.55/5.27  																		|
% 20.55/5.27  																		|-The branch is then unsatisfiable
% 20.55/5.27  															|-Branch two:
% 20.55/5.27  															| (922)  ~ (all_0_226_226 = e11)
% 20.55/5.27  															| (858) all_0_229_229 = e11
% 20.55/5.27  															|
% 20.55/5.27  																| Equations (858) can reduce 903 to:
% 20.55/5.27  																| (508) $false
% 20.55/5.27  																|
% 20.55/5.27  																|-The branch is then unsatisfiable
% 20.55/5.27  										|-Branch two:
% 20.55/5.27  										| (1135)  ~ (all_0_220_220 = e13)
% 20.55/5.27  										| (800) all_0_221_221 = e13
% 20.55/5.27  										|
% 20.55/5.27  											| Equations (800) can reduce 49 to:
% 20.55/5.27  											| (1135)  ~ (all_0_220_220 = e13)
% 20.55/5.27  											|
% 20.55/5.27  											| Equations (800) can reduce 77 to:
% 20.55/5.27  											| (1137)  ~ (all_0_224_224 = e13)
% 20.55/5.27  											|
% 20.55/5.27  											| Simplifying 1137 yields:
% 20.55/5.27  											| (1100)  ~ (all_0_224_224 = e13)
% 20.55/5.27  											|
% 20.55/5.27  											| Equations (800) can reduce 372 to:
% 20.55/5.27  											| (112)  ~ (e13 = e12)
% 20.55/5.27  											|
% 20.55/5.27  											| From (800) and (108) follows:
% 20.55/5.27  											| (1457) h6(e13) = all_0_109_109
% 20.55/5.27  											|
% 20.55/5.27  											+-Applying beta-rule and splitting (224), into two cases.
% 20.55/5.27  											|-Branch one:
% 20.55/5.27  											| (852) all_0_220_220 = e11
% 20.55/5.27  											|
% 20.55/5.27  												| Equations (852) can reduce 272 to:
% 20.55/5.27  												| (1349)  ~ (all_0_229_229 = e11)
% 20.55/5.27  												|
% 20.55/5.27  												| Simplifying 1349 yields:
% 20.55/5.27  												| (903)  ~ (all_0_229_229 = e11)
% 20.55/5.27  												|
% 20.55/5.28  												| Equations (852) can reduce 1135 to:
% 20.55/5.28  												| (792)  ~ (e13 = e11)
% 20.55/5.28  												|
% 20.55/5.28  												| Simplifying 792 yields:
% 20.55/5.28  												| (40)  ~ (e13 = e11)
% 20.55/5.28  												|
% 20.55/5.28  												| From (852) and (207) follows:
% 20.55/5.28  												| (1463) h6(e11) = all_0_108_108
% 20.55/5.28  												|
% 20.55/5.28  												| Instantiating formula (268) with e13, all_0_109_109, e23 and discharging atoms h6(e13) = all_0_109_109, h6(e13) = e23, yields:
% 20.55/5.28  												| (1464) all_0_109_109 = e23
% 20.55/5.28  												|
% 20.55/5.28  												| Instantiating formula (268) with e11, all_0_108_108, e21 and discharging atoms h6(e11) = all_0_108_108, h6(e11) = e21, yields:
% 20.55/5.28  												| (1465) all_0_108_108 = e21
% 20.55/5.28  												|
% 20.55/5.28  												| From (1464) and (1457) follows:
% 20.55/5.28  												| (260) h6(e13) = e23
% 20.55/5.28  												|
% 20.55/5.28  												| From (1465) and (1463) follows:
% 20.55/5.28  												| (484) h6(e11) = e21
% 20.55/5.28  												|
% 20.55/5.28  												+-Applying beta-rule and splitting (235), into two cases.
% 20.55/5.28  												|-Branch one:
% 20.55/5.28  												| (638) all_0_209_209 = e23
% 20.55/5.28  												|
% 20.55/5.28  													| Equations (638) can reduce 491 to:
% 20.55/5.28  													| (1469)  ~ (all_0_210_210 = e23)
% 20.55/5.28  													|
% 20.55/5.28  													| Simplifying 1469 yields:
% 20.55/5.28  													| (632)  ~ (all_0_210_210 = e23)
% 20.55/5.28  													|
% 20.55/5.28  													| Equations (638) can reduce 269 to:
% 20.55/5.28  													| (1471)  ~ (all_0_215_215 = e23)
% 20.55/5.28  													|
% 20.55/5.28  													| Simplifying 1471 yields:
% 20.55/5.28  													| (625)  ~ (all_0_215_215 = e23)
% 20.55/5.28  													|
% 20.55/5.28  													| Equations (638) can reduce 337 to:
% 20.55/5.28  													| (136)  ~ (e23 = e22)
% 20.55/5.28  													|
% 20.55/5.28  													| From (638) and (208) follows:
% 20.55/5.28  													| (1474) op2(e23, e22) = all_0_60_60
% 20.55/5.28  													|
% 20.55/5.28  													| From (638) and (114) follows:
% 20.55/5.28  													| (1475) op2(e23, e22) = e23
% 20.55/5.28  													|
% 20.55/5.28  													| From (638) and (43) follows:
% 20.55/5.28  													| (1476) op2(e20, e23) = all_0_69_69
% 20.55/5.28  													|
% 20.55/5.28  													+-Applying beta-rule and splitting (67), into two cases.
% 20.55/5.28  													|-Branch one:
% 20.55/5.28  													| (525) all_0_210_210 = e23
% 20.55/5.28  													|
% 20.55/5.28  														| Equations (525) can reduce 632 to:
% 20.55/5.28  														| (508) $false
% 20.55/5.28  														|
% 20.55/5.28  														|-The branch is then unsatisfiable
% 20.55/5.28  													|-Branch two:
% 20.55/5.28  													| (632)  ~ (all_0_210_210 = e23)
% 20.55/5.28  													| (605) all_0_210_210 = e21
% 20.55/5.28  													|
% 20.55/5.28  														| Equations (605) can reduce 632 to:
% 20.55/5.28  														| (566)  ~ (e23 = e21)
% 20.55/5.28  														|
% 20.55/5.28  														| Simplifying 566 yields:
% 20.55/5.28  														| (386)  ~ (e23 = e21)
% 20.55/5.28  														|
% 20.55/5.28  														+-Applying beta-rule and splitting (171), into two cases.
% 20.55/5.28  														|-Branch one:
% 20.55/5.28  														| (622) all_0_215_215 = e23
% 20.55/5.28  														|
% 20.55/5.28  															| Equations (622) can reduce 625 to:
% 20.55/5.28  															| (508) $false
% 20.55/5.28  															|
% 20.55/5.28  															|-The branch is then unsatisfiable
% 20.55/5.28  														|-Branch two:
% 20.55/5.28  														| (625)  ~ (all_0_215_215 = e23)
% 20.55/5.28  														| (1486) all_0_215_215 = e22 | all_0_215_215 = e21
% 20.55/5.28  														|
% 20.55/5.28  															+-Applying beta-rule and splitting (452), into two cases.
% 20.55/5.28  															|-Branch one:
% 20.55/5.28  															| (525) all_0_210_210 = e23
% 20.55/5.28  															|
% 20.55/5.28  																| Combining equations (605,525) yields a new equation:
% 20.55/5.28  																| (562) e23 = e21
% 20.55/5.28  																|
% 20.55/5.28  																| Equations (562) can reduce 386 to:
% 20.55/5.28  																| (508) $false
% 20.55/5.28  																|
% 20.55/5.28  																|-The branch is then unsatisfiable
% 20.55/5.28  															|-Branch two:
% 20.55/5.28  															| (632)  ~ (all_0_210_210 = e23)
% 20.55/5.28  															| (1491) all_0_213_213 = e23 | all_0_216_216 = e23
% 20.55/5.28  															|
% 20.55/5.28  																+-Applying beta-rule and splitting (1491), into two cases.
% 20.55/5.28  																|-Branch one:
% 20.55/5.28  																| (1492) all_0_213_213 = e23
% 20.55/5.28  																|
% 20.55/5.28  																	| Combining equations (1492,510) yields a new equation:
% 20.55/5.28  																	| (1493) e23 = e22
% 20.55/5.28  																	|
% 20.78/5.28  																	| Simplifying 1493 yields:
% 20.78/5.28  																	| (551) e23 = e22
% 20.78/5.28  																	|
% 20.78/5.28  																	| Equations (551) can reduce 136 to:
% 20.78/5.28  																	| (508) $false
% 20.78/5.28  																	|
% 20.78/5.28  																	|-The branch is then unsatisfiable
% 20.78/5.28  																|-Branch two:
% 20.78/5.28  																| (1496)  ~ (all_0_213_213 = e23)
% 20.78/5.28  																| (529) all_0_216_216 = e23
% 20.78/5.28  																|
% 20.78/5.28  																	| Equations (529) can reduce 328 to:
% 20.78/5.28  																	| (625)  ~ (all_0_215_215 = e23)
% 20.78/5.28  																	|
% 20.78/5.28  																	| From (529) and (176) follows:
% 20.78/5.28  																	| (1499) op2(e21, e20) = e23
% 20.78/5.28  																	|
% 20.78/5.28  																	+-Applying beta-rule and splitting (1486), into two cases.
% 20.78/5.28  																	|-Branch one:
% 20.78/5.28  																	| (728) all_0_215_215 = e21
% 20.78/5.28  																	|
% 20.78/5.28  																		| Equations (728) can reduce 625 to:
% 20.78/5.28  																		| (566)  ~ (e23 = e21)
% 20.78/5.28  																		|
% 20.78/5.28  																		| Simplifying 566 yields:
% 20.78/5.28  																		| (386)  ~ (e23 = e21)
% 20.78/5.28  																		|
% 20.78/5.28  																		| Equations (728) can reduce 344 to:
% 20.78/5.28  																		| (387)  ~ (e21 = e20)
% 20.78/5.28  																		|
% 20.78/5.28  																		| From (728) and (57) follows:
% 20.78/5.28  																		| (1504) op2(e21, e22) = all_0_78_78
% 20.78/5.28  																		|
% 20.78/5.28  																		| From (728) and (80) follows:
% 20.78/5.28  																		| (1505) op2(e21, e20) = all_0_80_80
% 20.78/5.28  																		|
% 20.78/5.28  																		| From (728) and (323) follows:
% 20.78/5.28  																		| (598) op2(e21, e22) = e21
% 20.78/5.28  																		|
% 20.78/5.28  																		| Instantiating formula (148) with e23, e22, e23, all_0_60_60 and discharging atoms op2(e23, e22) = all_0_60_60, op2(e23, e22) = e23, yields:
% 20.78/5.28  																		| (1507) all_0_60_60 = e23
% 20.78/5.28  																		|
% 20.78/5.28  																		| Instantiating formula (148) with e21, e22, e21, all_0_78_78 and discharging atoms op2(e21, e22) = all_0_78_78, op2(e21, e22) = e21, yields:
% 20.78/5.28  																		| (1508) all_0_78_78 = e21
% 20.78/5.28  																		|
% 20.78/5.28  																		| Instantiating formula (148) with e21, e20, e23, all_0_80_80 and discharging atoms op2(e21, e20) = all_0_80_80, op2(e21, e20) = e23, yields:
% 20.78/5.29  																		| (1509) all_0_80_80 = e23
% 20.78/5.29  																		|
% 20.78/5.29  																		| Instantiating formula (148) with e20, e23, all_0_69_69, e23 and discharging atoms op2(e20, e23) = all_0_69_69, op2(e20, e23) = e23, yields:
% 20.78/5.29  																		| (1510) all_0_69_69 = e23
% 20.78/5.29  																		|
% 20.78/5.29  																		| From (1507) and (1474) follows:
% 20.78/5.29  																		| (1475) op2(e23, e22) = e23
% 20.78/5.29  																		|
% 20.78/5.29  																		| From (1508) and (1504) follows:
% 20.78/5.29  																		| (598) op2(e21, e22) = e21
% 20.78/5.29  																		|
% 20.78/5.29  																		| From (1509) and (1505) follows:
% 20.78/5.29  																		| (1499) op2(e21, e20) = e23
% 20.78/5.29  																		|
% 20.78/5.29  																		| From (1510) and (1476) follows:
% 20.78/5.29  																		| (675) op2(e20, e23) = e23
% 20.78/5.29  																		|
% 20.78/5.29  																		+-Applying beta-rule and splitting (377), into two cases.
% 20.78/5.29  																		|-Branch one:
% 20.78/5.29  																		| (575) unit2 = e20
% 20.78/5.29  																		|
% 20.78/5.29  																			| From (575) and (276) follows:
% 20.78/5.29  																			| (1516) op2(e21, e20) = e21
% 20.78/5.29  																			|
% 20.78/5.29  																			| Instantiating formula (148) with e21, e20, e21, e23 and discharging atoms op2(e21, e20) = e23, op2(e21, e20) = e21, yields:
% 20.78/5.29  																			| (562) e23 = e21
% 20.78/5.29  																			|
% 20.78/5.29  																			| Equations (562) can reduce 386 to:
% 20.78/5.29  																			| (508) $false
% 20.78/5.29  																			|
% 20.78/5.29  																			|-The branch is then unsatisfiable
% 20.78/5.29  																		|-Branch two:
% 20.78/5.29  																		| (579)  ~ (unit2 = e20)
% 20.78/5.29  																		| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 20.78/5.29  																		|
% 20.78/5.29  																			+-Applying beta-rule and splitting (580), into two cases.
% 20.78/5.29  																			|-Branch one:
% 20.78/5.29  																			| (581) unit2 = e23
% 20.78/5.29  																			|
% 20.78/5.29  																				| From (581) and (416) follows:
% 20.78/5.29  																				| (1522) op2(e23, e22) = e22
% 20.78/5.29  																				|
% 20.78/5.29  																				| From (581) and (276) follows:
% 20.78/5.29  																				| (1523) op2(e21, e23) = e21
% 20.78/5.29  																				|
% 20.78/5.29  																				| From (581) and (339) follows:
% 20.78/5.29  																				| (583) op2(e20, e23) = e20
% 20.78/5.29  																				|
% 20.78/5.29  																				| Instantiating formula (148) with e23, e22, e22, e23 and discharging atoms op2(e23, e22) = e23, op2(e23, e22) = e22, yields:
% 20.78/5.29  																				| (551) e23 = e22
% 20.78/5.29  																				|
% 20.78/5.29  																				| Instantiating formula (148) with e21, e23, e21, e22 and discharging atoms op2(e21, e23) = e22, op2(e21, e23) = e21, yields:
% 20.78/5.29  																				| (584) e22 = e21
% 20.78/5.29  																				|
% 20.78/5.29  																				| Instantiating formula (148) with e20, e23, e20, e23 and discharging atoms op2(e20, e23) = e23, op2(e20, e23) = e20, yields:
% 20.78/5.29  																				| (688) e23 = e20
% 20.78/5.29  																				|
% 20.78/5.29  																				| Combining equations (551,688) yields a new equation:
% 20.78/5.29  																				| (691) e22 = e20
% 20.78/5.29  																				|
% 20.78/5.29  																				| Simplifying 691 yields:
% 20.78/5.29  																				| (585) e22 = e20
% 20.78/5.29  																				|
% 20.78/5.29  																				| Combining equations (585,584) yields a new equation:
% 20.78/5.29  																				| (586) e21 = e20
% 20.78/5.29  																				|
% 20.78/5.29  																				| Equations (586) can reduce 387 to:
% 20.78/5.29  																				| (508) $false
% 20.78/5.29  																				|
% 20.78/5.29  																				|-The branch is then unsatisfiable
% 20.78/5.29  																			|-Branch two:
% 20.78/5.29  																			| (588)  ~ (unit2 = e23)
% 20.78/5.29  																			| (589) unit2 = e22 | unit2 = e21
% 20.78/5.29  																			|
% 20.78/5.29  																				+-Applying beta-rule and splitting (589), into two cases.
% 20.78/5.29  																				|-Branch one:
% 20.78/5.29  																				| (590) unit2 = e21
% 20.78/5.29  																				|
% 20.78/5.29  																					| Equations (590) can reduce 579 to:
% 20.78/5.29  																					| (387)  ~ (e21 = e20)
% 20.78/5.29  																					|
% 20.78/5.29  																					| From (590) and (116) follows:
% 20.78/5.29  																					| (1536) op2(e21, e23) = e23
% 20.78/5.29  																					|
% 20.78/5.29  																					| From (590) and (416) follows:
% 20.78/5.29  																					| (499) op2(e21, e22) = e22
% 20.78/5.29  																					|
% 20.78/5.29  																					| From (590) and (146) follows:
% 20.78/5.29  																					| (1538) op2(e21, e20) = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Instantiating formula (148) with e21, e23, e23, e22 and discharging atoms op2(e21, e23) = e23, op2(e21, e23) = e22, yields:
% 20.78/5.29  																					| (551) e23 = e22
% 20.78/5.29  																					|
% 20.78/5.29  																					| Instantiating formula (148) with e21, e22, e22, e21 and discharging atoms op2(e21, e22) = e22, op2(e21, e22) = e21, yields:
% 20.78/5.29  																					| (584) e22 = e21
% 20.78/5.29  																					|
% 20.78/5.29  																					| Instantiating formula (148) with e21, e20, e20, e23 and discharging atoms op2(e21, e20) = e23, op2(e21, e20) = e20, yields:
% 20.78/5.29  																					| (688) e23 = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Combining equations (551,688) yields a new equation:
% 20.78/5.29  																					| (691) e22 = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Simplifying 691 yields:
% 20.78/5.29  																					| (585) e22 = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Combining equations (585,584) yields a new equation:
% 20.78/5.29  																					| (586) e21 = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Equations (586) can reduce 387 to:
% 20.78/5.29  																					| (508) $false
% 20.78/5.29  																					|
% 20.78/5.29  																					|-The branch is then unsatisfiable
% 20.78/5.29  																				|-Branch two:
% 20.78/5.29  																				| (595)  ~ (unit2 = e21)
% 20.78/5.29  																				| (596) unit2 = e22
% 20.78/5.29  																				|
% 20.78/5.29  																					| Equations (596) can reduce 579 to:
% 20.78/5.29  																					| (424)  ~ (e22 = e20)
% 20.78/5.29  																					|
% 20.78/5.29  																					| From (596) and (339) follows:
% 20.78/5.29  																					| (1549) op2(e20, e22) = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Instantiating formula (148) with e20, e22, e20, e22 and discharging atoms op2(e20, e22) = e22, op2(e20, e22) = e20, yields:
% 20.78/5.29  																					| (585) e22 = e20
% 20.78/5.29  																					|
% 20.78/5.29  																					| Equations (585) can reduce 424 to:
% 20.78/5.29  																					| (508) $false
% 20.78/5.29  																					|
% 20.78/5.29  																					|-The branch is then unsatisfiable
% 20.78/5.29  																	|-Branch two:
% 20.78/5.29  																	| (732)  ~ (all_0_215_215 = e21)
% 20.78/5.29  																	| (493) all_0_215_215 = e22
% 20.78/5.29  																	|
% 20.78/5.29  																		| Equations (493) can reduce 748 to:
% 20.78/5.29  																		| (508) $false
% 20.78/5.29  																		|
% 20.78/5.29  																		|-The branch is then unsatisfiable
% 20.78/5.30  												|-Branch two:
% 20.78/5.30  												| (741)  ~ (all_0_209_209 = e23)
% 20.78/5.30  												| (525) all_0_210_210 = e23
% 20.78/5.30  												|
% 20.78/5.30  													+-Applying beta-rule and splitting (201), into two cases.
% 20.78/5.30  													|-Branch one:
% 20.78/5.30  													| (569) all_0_209_209 = e21
% 20.78/5.30  													|
% 20.78/5.30  														| Equations (569) can reduce 269 to:
% 20.78/5.30  														| (1558)  ~ (all_0_215_215 = e21)
% 20.78/5.30  														|
% 20.78/5.30  														| Simplifying 1558 yields:
% 20.78/5.30  														| (732)  ~ (all_0_215_215 = e21)
% 20.78/5.30  														|
% 20.78/5.30  														+-Applying beta-rule and splitting (171), into two cases.
% 20.78/5.30  														|-Branch one:
% 20.78/5.30  														| (622) all_0_215_215 = e23
% 20.78/5.30  														|
% 20.78/5.30  															| Equations (622) can reduce 328 to:
% 20.78/5.30  															| (526)  ~ (all_0_216_216 = e23)
% 20.78/5.30  															|
% 20.78/5.30  															| Simplifying 526 yields:
% 20.78/5.30  															| (527)  ~ (all_0_216_216 = e23)
% 20.78/5.30  															|
% 20.78/5.30  															+-Applying beta-rule and splitting (162), into two cases.
% 20.78/5.30  															|-Branch one:
% 20.78/5.30  															| (529) all_0_216_216 = e23
% 20.78/5.30  															|
% 20.78/5.30  																| Equations (529) can reduce 527 to:
% 20.78/5.30  																| (508) $false
% 20.78/5.30  																|
% 20.78/5.30  																|-The branch is then unsatisfiable
% 20.78/5.30  															|-Branch two:
% 20.78/5.30  															| (527)  ~ (all_0_216_216 = e23)
% 20.78/5.30  															| (532) all_0_216_216 = e22 | all_0_216_216 = e21
% 20.78/5.30  															|
% 20.78/5.30  																+-Applying beta-rule and splitting (532), into two cases.
% 20.78/5.30  																|-Branch one:
% 20.78/5.30  																| (619) all_0_216_216 = e21
% 20.78/5.30  																|
% 20.78/5.30  																	+-Applying beta-rule and splitting (152), into two cases.
% 20.78/5.30  																	|-Branch one:
% 20.78/5.30  																	| (812) all_0_226_226 = e12
% 20.78/5.30  																	|
% 20.78/5.30  																		| Equations (812) can reduce 362 to:
% 20.78/5.30  																		| (813)  ~ (all_0_227_227 = e12)
% 20.78/5.30  																		|
% 20.78/5.30  																		| Simplifying 813 yields:
% 20.78/5.30  																		| (814)  ~ (all_0_227_227 = e12)
% 20.78/5.30  																		|
% 20.78/5.30  																		| Equations (812) can reduce 450 to:
% 20.78/5.30  																		| (815)  ~ (all_0_229_229 = e12)
% 20.78/5.30  																		|
% 20.78/5.30  																		| Simplifying 815 yields:
% 20.78/5.30  																		| (816)  ~ (all_0_229_229 = e12)
% 20.78/5.30  																		|
% 20.78/5.30  																		| From (812) and (335) follows:
% 20.78/5.30  																		| (817) op1(e11, e12) = e12
% 20.78/5.30  																		|
% 20.78/5.30  																		+-Applying beta-rule and splitting (89), into two cases.
% 20.78/5.30  																		|-Branch one:
% 20.78/5.30  																		| (822) all_0_224_224 = e12
% 20.78/5.30  																		|
% 20.78/5.30  																			| Equations (822) can reduce 448 to:
% 20.78/5.30  																			| (813)  ~ (all_0_227_227 = e12)
% 20.78/5.30  																			|
% 20.78/5.30  																			| Simplifying 813 yields:
% 20.78/5.30  																			| (814)  ~ (all_0_227_227 = e12)
% 20.78/5.30  																			|
% 20.78/5.30  																			| From (822) and (322) follows:
% 20.78/5.30  																			| (825) op1(e12, e10) = e12
% 20.78/5.30  																			|
% 20.78/5.30  																			+-Applying beta-rule and splitting (390), into two cases.
% 20.78/5.30  																			|-Branch one:
% 20.78/5.30  																			| (831) all_0_225_225 = e13
% 20.78/5.30  																			|
% 20.78/5.30  																				| Equations (831) can reduce 294 to:
% 20.78/5.30  																				| (1139)  ~ (all_0_227_227 = e13)
% 20.78/5.30  																				|
% 20.78/5.30  																				| Simplifying 1139 yields:
% 20.78/5.30  																				| (1140)  ~ (all_0_227_227 = e13)
% 20.78/5.30  																				|
% 20.78/5.30  																				| Equations (831) can reduce 490 to:
% 20.78/5.30  																				| (1158)  ~ (all_0_228_228 = e13)
% 20.78/5.30  																				|
% 20.78/5.30  																				| Simplifying 1158 yields:
% 20.78/5.30  																				| (1159)  ~ (all_0_228_228 = e13)
% 20.78/5.30  																				|
% 20.78/5.30  																				+-Applying beta-rule and splitting (369), into two cases.
% 20.78/5.30  																				|-Branch one:
% 20.78/5.30  																				| (818) all_0_228_228 = e12
% 20.78/5.30  																				|
% 20.78/5.30  																					| Equations (818) can reduce 111 to:
% 20.78/5.30  																					| (823)  ~ (all_0_222_222 = e12)
% 20.78/5.30  																					|
% 20.78/5.30  																					| Equations (818) can reduce 104 to:
% 20.78/5.30  																					| (815)  ~ (all_0_229_229 = e12)
% 20.78/5.30  																					|
% 20.78/5.30  																					| Simplifying 815 yields:
% 20.78/5.30  																					| (816)  ~ (all_0_229_229 = e12)
% 20.78/5.30  																					|
% 20.78/5.30  																					| Equations (818) can reduce 1159 to:
% 20.78/5.30  																					| (1372)  ~ (e13 = e12)
% 20.78/5.30  																					|
% 20.78/5.30  																					| Simplifying 1372 yields:
% 20.78/5.30  																					| (112)  ~ (e13 = e12)
% 20.78/5.30  																					|
% 20.78/5.30  																					| From (818) and (13) follows:
% 20.78/5.30  																					| (821) op1(e10, e13) = e12
% 20.78/5.30  																					|
% 20.78/5.30  																					+-Applying beta-rule and splitting (163), into two cases.
% 20.78/5.30  																					|-Branch one:
% 20.78/5.30  																					| (795) all_0_220_220 = e13
% 20.78/5.30  																					|
% 20.78/5.30  																						| Combining equations (852,795) yields a new equation:
% 20.78/5.30  																						| (853) e13 = e11
% 20.78/5.30  																						|
% 20.78/5.30  																						| Equations (853) can reduce 40 to:
% 20.78/5.30  																						| (508) $false
% 20.78/5.30  																						|
% 20.78/5.30  																						|-The branch is then unsatisfiable
% 20.78/5.30  																					|-Branch two:
% 20.78/5.30  																					| (1135)  ~ (all_0_220_220 = e13)
% 20.78/5.30  																					| (1594) all_0_226_226 = e13 | all_0_229_229 = e13
% 20.78/5.30  																					|
% 20.78/5.30  																						| Equations (852) can reduce 1135 to:
% 20.78/5.30  																						| (792)  ~ (e13 = e11)
% 20.78/5.30  																						|
% 20.78/5.30  																						| Simplifying 792 yields:
% 20.78/5.30  																						| (40)  ~ (e13 = e11)
% 20.78/5.30  																						|
% 20.78/5.30  																						+-Applying beta-rule and splitting (342), into two cases.
% 20.78/5.30  																						|-Branch one:
% 20.78/5.30  																						| (849) all_0_225_225 = e11
% 20.78/5.30  																						|
% 20.78/5.30  																							| Combining equations (831,849) yields a new equation:
% 20.78/5.30  																							| (934) e13 = e11
% 20.78/5.30  																							|
% 20.78/5.30  																							| Simplifying 934 yields:
% 20.78/5.30  																							| (853) e13 = e11
% 20.78/5.30  																							|
% 20.78/5.30  																							| Equations (853) can reduce 40 to:
% 20.78/5.30  																							| (508) $false
% 20.78/5.30  																							|
% 20.78/5.30  																							|-The branch is then unsatisfiable
% 20.78/5.30  																						|-Branch two:
% 20.78/5.30  																						| (907)  ~ (all_0_225_225 = e11)
% 20.78/5.30  																						| (908) all_0_226_226 = e11 | all_0_227_227 = e11
% 20.78/5.30  																						|
% 20.78/5.30  																							+-Applying beta-rule and splitting (124), into two cases.
% 20.78/5.30  																							|-Branch one:
% 20.78/5.30  																							| (1376) all_0_228_228 = e13
% 20.78/5.30  																							|
% 20.78/5.31  																								| Combining equations (1376,818) yields a new equation:
% 20.78/5.31  																								| (987) e13 = e12
% 20.78/5.31  																								|
% 20.78/5.31  																								| Simplifying 987 yields:
% 20.78/5.31  																								| (843) e13 = e12
% 20.78/5.31  																								|
% 20.78/5.31  																								| Equations (843) can reduce 112 to:
% 20.78/5.31  																								| (508) $false
% 20.78/5.31  																								|
% 20.78/5.31  																								|-The branch is then unsatisfiable
% 20.78/5.31  																							|-Branch two:
% 20.78/5.31  																							| (1159)  ~ (all_0_228_228 = e13)
% 20.78/5.31  																							| (1414) all_0_229_229 = e13 | all_0_230_230 = e13
% 20.78/5.31  																							|
% 20.78/5.31  																								+-Applying beta-rule and splitting (319), into two cases.
% 20.78/5.31  																								|-Branch one:
% 20.78/5.31  																								| (943) all_0_222_222 = e11
% 20.78/5.31  																								|
% 20.78/5.31  																									| Equations (943) can reduce 823 to:
% 20.78/5.31  																									| (810)  ~ (e12 = e11)
% 20.78/5.31  																									|
% 20.78/5.31  																									| Simplifying 810 yields:
% 20.78/5.31  																									| (266)  ~ (e12 = e11)
% 20.78/5.31  																									|
% 20.78/5.31  																									| From (943) and (391) follows:
% 20.78/5.31  																									| (1612) op1(e12, e13) = e11
% 20.78/5.31  																									|
% 20.78/5.31  																									+-Applying beta-rule and splitting (149), into two cases.
% 20.78/5.31  																									|-Branch one:
% 20.78/5.31  																									| (846) all_0_227_227 = e13
% 20.78/5.31  																									|
% 20.78/5.31  																										| Equations (846) can reduce 1140 to:
% 20.78/5.31  																										| (508) $false
% 20.78/5.31  																										|
% 20.78/5.31  																										|-The branch is then unsatisfiable
% 20.78/5.31  																									|-Branch two:
% 20.78/5.31  																									| (1140)  ~ (all_0_227_227 = e13)
% 20.78/5.31  																									| (1435) all_0_227_227 = e12 | all_0_227_227 = e11
% 20.78/5.31  																									|
% 20.78/5.31  																										+-Applying beta-rule and splitting (249), into two cases.
% 20.78/5.31  																										|-Branch one:
% 20.78/5.31  																										| (914) all_0_229_229 = e13
% 20.78/5.31  																										|
% 20.78/5.31  																											| Equations (914) can reduce 816 to:
% 20.78/5.31  																											| (112)  ~ (e13 = e12)
% 20.78/5.31  																											|
% 20.78/5.31  																											| Equations (914) can reduce 903 to:
% 20.78/5.31  																											| (40)  ~ (e13 = e11)
% 20.78/5.31  																											|
% 20.78/5.31  																											| From (914) and (290) follows:
% 20.78/5.31  																											| (1620) op1(e10, e12) = e13
% 20.78/5.31  																											|
% 20.78/5.31  																											+-Applying beta-rule and splitting (445), into two cases.
% 20.78/5.31  																											|-Branch one:
% 20.78/5.31  																											| (803) all_0_221_221 = e11
% 20.78/5.31  																											|
% 20.78/5.31  																												| Combining equations (803,800) yields a new equation:
% 20.78/5.31  																												| (853) e13 = e11
% 20.78/5.31  																												|
% 20.78/5.31  																												| Equations (853) can reduce 40 to:
% 20.78/5.31  																												| (508) $false
% 20.78/5.31  																												|
% 20.78/5.31  																												|-The branch is then unsatisfiable
% 20.78/5.31  																											|-Branch two:
% 20.78/5.31  																											| (1146)  ~ (all_0_221_221 = e11)
% 20.78/5.31  																											| (1147) all_0_224_224 = e11 | all_0_227_227 = e11
% 20.78/5.31  																											|
% 20.78/5.31  																												+-Applying beta-rule and splitting (1147), into two cases.
% 20.78/5.31  																												|-Branch one:
% 20.78/5.31  																												| (1102) all_0_224_224 = e11
% 20.78/5.31  																												|
% 20.78/5.31  																													| Combining equations (1102,822) yields a new equation:
% 20.78/5.31  																													| (837) e12 = e11
% 20.78/5.31  																													|
% 20.78/5.31  																													| Equations (837) can reduce 266 to:
% 20.78/5.31  																													| (508) $false
% 20.78/5.31  																													|
% 20.78/5.31  																													|-The branch is then unsatisfiable
% 20.78/5.31  																												|-Branch two:
% 20.78/5.31  																												| (791)  ~ (all_0_224_224 = e11)
% 20.78/5.31  																												| (933) all_0_227_227 = e11
% 20.78/5.31  																												|
% 20.78/5.31  																													| Equations (933) can reduce 423 to:
% 20.78/5.31  																													| (175)  ~ (e11 = e10)
% 20.78/5.31  																													|
% 20.78/5.31  																													+-Applying beta-rule and splitting (375), into two cases.
% 20.78/5.31  																													|-Branch one:
% 20.78/5.31  																													| (862) unit1 = e13
% 20.78/5.31  																													|
% 20.78/5.31  																														| From (862) and (54) follows:
% 20.78/5.31  																														| (865) op1(e12, e13) = e12
% 20.78/5.31  																														|
% 20.78/5.31  																														| From (862) and (145) follows:
% 20.78/5.31  																														| (1382) op1(e10, e13) = e10
% 20.78/5.31  																														|
% 20.78/5.31  																														| Instantiating formula (487) with e12, e13, e12, e11 and discharging atoms op1(e12, e13) = e12, op1(e12, e13) = e11, yields:
% 20.78/5.31  																														| (837) e12 = e11
% 20.78/5.31  																														|
% 20.78/5.31  																														| Instantiating formula (487) with e10, e13, e10, e12 and discharging atoms op1(e10, e13) = e12, op1(e10, e13) = e10, yields:
% 20.78/5.31  																														| (869) e12 = e10
% 20.78/5.31  																														|
% 20.78/5.31  																														| Combining equations (837,869) yields a new equation:
% 20.78/5.31  																														| (870) e11 = e10
% 20.78/5.31  																														|
% 20.78/5.31  																														| Simplifying 870 yields:
% 20.78/5.31  																														| (871) e11 = e10
% 20.78/5.31  																														|
% 20.78/5.31  																														| Equations (871) can reduce 175 to:
% 20.78/5.31  																														| (508) $false
% 20.78/5.31  																														|
% 20.78/5.31  																														|-The branch is then unsatisfiable
% 20.78/5.31  																													|-Branch two:
% 20.78/5.31  																													| (873)  ~ (unit1 = e13)
% 20.78/5.31  																													| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.78/5.31  																													|
% 20.78/5.31  																														+-Applying beta-rule and splitting (874), into two cases.
% 20.78/5.31  																														|-Branch one:
% 20.78/5.31  																														| (875) unit1 = e11
% 20.78/5.31  																														|
% 20.78/5.31  																															| From (875) and (145) follows:
% 20.78/5.31  																															| (878) op1(e10, e11) = e10
% 20.78/5.31  																															|
% 20.78/5.31  																															| Instantiating formula (487) with e10, e11, e10, e11 and discharging atoms op1(e10, e11) = e11, op1(e10, e11) = e10, yields:
% 20.78/5.31  																															| (871) e11 = e10
% 20.78/5.31  																															|
% 20.78/5.31  																															| Equations (871) can reduce 175 to:
% 20.78/5.31  																															| (508) $false
% 20.78/5.31  																															|
% 20.78/5.31  																															|-The branch is then unsatisfiable
% 20.78/5.31  																														|-Branch two:
% 20.78/5.31  																														| (886)  ~ (unit1 = e11)
% 20.78/5.31  																														| (887) unit1 = e12 | unit1 = e10
% 20.78/5.31  																														|
% 20.78/5.31  																															+-Applying beta-rule and splitting (887), into two cases.
% 20.78/5.31  																															|-Branch one:
% 20.78/5.31  																															| (888) unit1 = e12
% 20.78/5.31  																															|
% 20.78/5.31  																																| From (888) and (376) follows:
% 20.78/5.31  																																| (889) op1(e12, e10) = e10
% 20.78/5.31  																																|
% 20.78/5.31  																																| From (888) and (2) follows:
% 20.78/5.31  																																| (890) op1(e11, e12) = e11
% 20.78/5.31  																																|
% 20.78/5.31  																																| Instantiating formula (487) with e12, e10, e10, e12 and discharging atoms op1(e12, e10) = e12, op1(e12, e10) = e10, yields:
% 20.78/5.31  																																| (869) e12 = e10
% 20.78/5.31  																																|
% 20.78/5.31  																																| Instantiating formula (487) with e11, e12, e11, e12 and discharging atoms op1(e11, e12) = e12, op1(e11, e12) = e11, yields:
% 20.78/5.31  																																| (837) e12 = e11
% 20.78/5.31  																																|
% 20.78/5.31  																																| Combining equations (869,837) yields a new equation:
% 20.78/5.31  																																| (871) e11 = e10
% 20.78/5.32  																																|
% 20.78/5.32  																																| Equations (871) can reduce 175 to:
% 20.78/5.32  																																| (508) $false
% 20.78/5.32  																																|
% 20.78/5.32  																																|-The branch is then unsatisfiable
% 20.78/5.32  																															|-Branch two:
% 20.78/5.32  																															| (895)  ~ (unit1 = e12)
% 20.78/5.32  																															| (896) unit1 = e10
% 20.78/5.32  																															|
% 20.78/5.32  																																| From (896) and (331) follows:
% 20.78/5.32  																																| (960) op1(e10, e12) = e12
% 20.78/5.32  																																|
% 20.78/5.32  																																| Instantiating formula (487) with e10, e12, e12, e13 and discharging atoms op1(e10, e12) = e13, op1(e10, e12) = e12, yields:
% 20.78/5.32  																																| (843) e13 = e12
% 20.78/5.32  																																|
% 20.78/5.32  																																| Equations (843) can reduce 112 to:
% 20.78/5.32  																																| (508) $false
% 20.78/5.32  																																|
% 20.78/5.32  																																|-The branch is then unsatisfiable
% 20.78/5.32  																										|-Branch two:
% 20.78/5.32  																										| (799)  ~ (all_0_229_229 = e13)
% 20.78/5.32  																										| (917) all_0_229_229 = e12 | all_0_229_229 = e11
% 20.78/5.32  																										|
% 20.78/5.32  																											+-Applying beta-rule and splitting (908), into two cases.
% 20.78/5.32  																											|-Branch one:
% 20.78/5.32  																											| (918) all_0_226_226 = e11
% 20.78/5.32  																											|
% 20.78/5.32  																												| Combining equations (918,812) yields a new equation:
% 20.78/5.32  																												| (837) e12 = e11
% 20.78/5.32  																												|
% 20.78/5.32  																												| Equations (837) can reduce 266 to:
% 20.78/5.32  																												| (508) $false
% 20.78/5.32  																												|
% 20.78/5.32  																												|-The branch is then unsatisfiable
% 20.78/5.32  																											|-Branch two:
% 20.78/5.32  																											| (922)  ~ (all_0_226_226 = e11)
% 20.78/5.32  																											| (933) all_0_227_227 = e11
% 20.78/5.32  																											|
% 20.78/5.32  																												| Equations (933) can reduce 1140 to:
% 20.78/5.32  																												| (792)  ~ (e13 = e11)
% 20.78/5.32  																												|
% 20.78/5.32  																												| Simplifying 792 yields:
% 20.78/5.32  																												| (40)  ~ (e13 = e11)
% 20.78/5.32  																												|
% 20.78/5.32  																												+-Applying beta-rule and splitting (1414), into two cases.
% 20.78/5.32  																												|-Branch one:
% 20.78/5.32  																												| (914) all_0_229_229 = e13
% 20.78/5.32  																												|
% 20.78/5.32  																													| Equations (914) can reduce 799 to:
% 20.78/5.32  																													| (508) $false
% 20.78/5.32  																													|
% 20.78/5.32  																													|-The branch is then unsatisfiable
% 20.78/5.32  																												|-Branch two:
% 20.78/5.32  																												| (799)  ~ (all_0_229_229 = e13)
% 20.78/5.32  																												| (782) all_0_230_230 = e13
% 20.78/5.32  																												|
% 20.78/5.32  																													| Combining equations (782,904) yields a new equation:
% 20.78/5.32  																													| (934) e13 = e11
% 20.78/5.32  																													|
% 20.78/5.32  																													| Simplifying 934 yields:
% 20.78/5.32  																													| (853) e13 = e11
% 20.78/5.32  																													|
% 20.78/5.32  																													| Equations (853) can reduce 40 to:
% 20.78/5.32  																													| (508) $false
% 20.78/5.32  																													|
% 20.78/5.32  																													|-The branch is then unsatisfiable
% 20.78/5.32  																								|-Branch two:
% 20.78/5.32  																								| (789)  ~ (all_0_222_222 = e11)
% 20.78/5.32  																								| (946) all_0_225_225 = e11 | all_0_228_228 = e11
% 20.78/5.32  																								|
% 20.78/5.32  																									+-Applying beta-rule and splitting (149), into two cases.
% 20.78/5.32  																									|-Branch one:
% 20.78/5.32  																									| (846) all_0_227_227 = e13
% 20.78/5.32  																									|
% 20.78/5.32  																										| Equations (846) can reduce 1140 to:
% 20.78/5.32  																										| (508) $false
% 20.78/5.32  																										|
% 20.78/5.32  																										|-The branch is then unsatisfiable
% 20.78/5.32  																									|-Branch two:
% 20.78/5.32  																									| (1140)  ~ (all_0_227_227 = e13)
% 20.78/5.32  																									| (1435) all_0_227_227 = e12 | all_0_227_227 = e11
% 20.78/5.32  																									|
% 20.78/5.32  																										+-Applying beta-rule and splitting (1435), into two cases.
% 20.78/5.32  																										|-Branch one:
% 20.78/5.32  																										| (933) all_0_227_227 = e11
% 20.78/5.32  																										|
% 20.78/5.32  																											| Equations (933) can reduce 1140 to:
% 20.78/5.32  																											| (792)  ~ (e13 = e11)
% 20.78/5.32  																											|
% 20.78/5.32  																											| Simplifying 792 yields:
% 20.78/5.32  																											| (40)  ~ (e13 = e11)
% 20.78/5.32  																											|
% 20.78/5.32  																											| Equations (933) can reduce 814 to:
% 20.78/5.32  																											| (810)  ~ (e12 = e11)
% 20.78/5.32  																											|
% 20.78/5.32  																											| Simplifying 810 yields:
% 20.78/5.32  																											| (266)  ~ (e12 = e11)
% 20.78/5.32  																											|
% 20.78/5.32  																											+-Applying beta-rule and splitting (946), into two cases.
% 20.78/5.32  																											|-Branch one:
% 20.78/5.32  																											| (849) all_0_225_225 = e11
% 20.78/5.32  																											|
% 20.78/5.32  																												| Combining equations (849,831) yields a new equation:
% 20.78/5.32  																												| (853) e13 = e11
% 20.78/5.32  																												|
% 20.78/5.32  																												| Equations (853) can reduce 40 to:
% 20.78/5.32  																												| (508) $false
% 20.78/5.32  																												|
% 20.78/5.32  																												|-The branch is then unsatisfiable
% 20.78/5.32  																											|-Branch two:
% 20.78/5.32  																											| (907)  ~ (all_0_225_225 = e11)
% 20.78/5.32  																											| (835) all_0_228_228 = e11
% 20.78/5.32  																											|
% 20.78/5.32  																												| Combining equations (835,818) yields a new equation:
% 20.78/5.32  																												| (837) e12 = e11
% 20.78/5.32  																												|
% 20.78/5.32  																												| Equations (837) can reduce 266 to:
% 20.78/5.32  																												| (508) $false
% 20.78/5.32  																												|
% 20.78/5.32  																												|-The branch is then unsatisfiable
% 20.78/5.32  																										|-Branch two:
% 20.78/5.32  																										| (807)  ~ (all_0_227_227 = e11)
% 20.78/5.32  																										| (953) all_0_227_227 = e12
% 20.78/5.32  																										|
% 20.78/5.32  																											| Equations (953) can reduce 814 to:
% 20.78/5.32  																											| (508) $false
% 20.78/5.32  																											|
% 20.78/5.32  																											|-The branch is then unsatisfiable
% 20.78/5.32  																				|-Branch two:
% 20.78/5.32  																				| (955)  ~ (all_0_228_228 = e12)
% 20.78/5.32  																				| (956) all_0_229_229 = e12
% 20.78/5.32  																				|
% 20.78/5.33  																					| Equations (956) can reduce 816 to:
% 20.78/5.33  																					| (508) $false
% 20.78/5.33  																					|
% 20.78/5.33  																					|-The branch is then unsatisfiable
% 20.78/5.33  																			|-Branch two:
% 20.78/5.33  																			| (828)  ~ (all_0_225_225 = e13)
% 20.78/5.33  																			| (834) all_0_226_226 = e13 | all_0_227_227 = e13
% 20.78/5.33  																			|
% 20.78/5.33  																				+-Applying beta-rule and splitting (369), into two cases.
% 20.78/5.33  																				|-Branch one:
% 20.78/5.33  																				| (818) all_0_228_228 = e12
% 20.78/5.33  																				|
% 20.78/5.33  																					| Equations (818) can reduce 104 to:
% 20.78/5.33  																					| (815)  ~ (all_0_229_229 = e12)
% 20.78/5.33  																					|
% 20.78/5.33  																					| Simplifying 815 yields:
% 20.78/5.33  																					| (816)  ~ (all_0_229_229 = e12)
% 20.78/5.33  																					|
% 20.78/5.33  																					+-Applying beta-rule and splitting (177), into two cases.
% 20.78/5.33  																					|-Branch one:
% 20.78/5.33  																					| (826) all_0_222_222 = e13
% 20.78/5.33  																					|
% 20.78/5.33  																						| Equations (826) can reduce 937 to:
% 20.78/5.33  																						| (508) $false
% 20.78/5.33  																						|
% 20.78/5.33  																						|-The branch is then unsatisfiable
% 20.78/5.33  																					|-Branch two:
% 20.78/5.33  																					| (937)  ~ (all_0_222_222 = e13)
% 20.78/5.33  																					| (1708) all_0_225_225 = e13 | all_0_228_228 = e13
% 20.78/5.33  																					|
% 20.78/5.33  																						+-Applying beta-rule and splitting (249), into two cases.
% 20.78/5.33  																						|-Branch one:
% 20.78/5.33  																						| (914) all_0_229_229 = e13
% 20.78/5.33  																						|
% 20.78/5.33  																							| Equations (914) can reduce 816 to:
% 20.78/5.33  																							| (112)  ~ (e13 = e12)
% 20.78/5.33  																							|
% 20.78/5.33  																							+-Applying beta-rule and splitting (1708), into two cases.
% 20.78/5.33  																							|-Branch one:
% 20.78/5.33  																							| (831) all_0_225_225 = e13
% 20.78/5.33  																							|
% 20.78/5.33  																								| Equations (831) can reduce 828 to:
% 20.78/5.33  																								| (508) $false
% 20.78/5.33  																								|
% 20.78/5.33  																								|-The branch is then unsatisfiable
% 20.78/5.33  																							|-Branch two:
% 20.78/5.33  																							| (828)  ~ (all_0_225_225 = e13)
% 20.78/5.33  																							| (1376) all_0_228_228 = e13
% 20.78/5.33  																							|
% 20.78/5.33  																								| Combining equations (818,1376) yields a new equation:
% 20.78/5.33  																								| (843) e13 = e12
% 20.78/5.33  																								|
% 20.78/5.33  																								| Equations (843) can reduce 112 to:
% 20.78/5.33  																								| (508) $false
% 20.78/5.33  																								|
% 20.78/5.33  																								|-The branch is then unsatisfiable
% 20.78/5.33  																						|-Branch two:
% 20.78/5.33  																						| (799)  ~ (all_0_229_229 = e13)
% 20.78/5.33  																						| (917) all_0_229_229 = e12 | all_0_229_229 = e11
% 20.78/5.33  																						|
% 20.78/5.33  																							+-Applying beta-rule and splitting (917), into two cases.
% 20.78/5.33  																							|-Branch one:
% 20.78/5.33  																							| (858) all_0_229_229 = e11
% 20.78/5.33  																							|
% 20.78/5.33  																								| Equations (858) can reduce 903 to:
% 20.78/5.33  																								| (508) $false
% 20.78/5.33  																								|
% 20.78/5.33  																								|-The branch is then unsatisfiable
% 20.78/5.33  																							|-Branch two:
% 20.78/5.33  																							| (903)  ~ (all_0_229_229 = e11)
% 20.78/5.33  																							| (956) all_0_229_229 = e12
% 20.78/5.33  																							|
% 20.78/5.33  																								| Equations (956) can reduce 816 to:
% 20.78/5.33  																								| (508) $false
% 20.78/5.33  																								|
% 20.78/5.33  																								|-The branch is then unsatisfiable
% 20.78/5.33  																				|-Branch two:
% 20.78/5.33  																				| (955)  ~ (all_0_228_228 = e12)
% 20.78/5.33  																				| (956) all_0_229_229 = e12
% 20.78/5.33  																				|
% 20.78/5.33  																					| Equations (956) can reduce 816 to:
% 20.78/5.33  																					| (508) $false
% 20.78/5.33  																					|
% 20.78/5.33  																					|-The branch is then unsatisfiable
% 20.78/5.33  																		|-Branch two:
% 20.78/5.33  																		| (952)  ~ (all_0_224_224 = e12)
% 20.78/5.33  																		| (953) all_0_227_227 = e12
% 20.78/5.33  																		|
% 20.78/5.33  																			| Equations (953) can reduce 814 to:
% 20.78/5.33  																			| (508) $false
% 20.78/5.33  																			|
% 20.78/5.33  																			|-The branch is then unsatisfiable
% 20.78/5.33  																	|-Branch two:
% 20.78/5.33  																	| (958)  ~ (all_0_226_226 = e12)
% 20.78/5.33  																	| (956) all_0_229_229 = e12
% 20.78/5.33  																	|
% 20.78/5.33  																		| Equations (956) can reduce 903 to:
% 20.78/5.33  																		| (266)  ~ (e12 = e11)
% 20.78/5.33  																		|
% 20.78/5.33  																		| From (956) and (290) follows:
% 20.78/5.33  																		| (960) op1(e10, e12) = e12
% 20.78/5.33  																		|
% 20.78/5.33  																		| From (956) and (55) follows:
% 20.78/5.33  																		| (1734) h6(e12) = all_0_117_117
% 20.78/5.33  																		|
% 20.78/5.33  																		+-Applying beta-rule and splitting (163), into two cases.
% 20.78/5.33  																		|-Branch one:
% 20.78/5.33  																		| (795) all_0_220_220 = e13
% 20.78/5.33  																		|
% 20.78/5.33  																			| Combining equations (795,852) yields a new equation:
% 20.78/5.33  																			| (934) e13 = e11
% 20.78/5.33  																			|
% 20.78/5.33  																			| Simplifying 934 yields:
% 20.78/5.33  																			| (853) e13 = e11
% 20.78/5.33  																			|
% 20.78/5.33  																			| Equations (853) can reduce 40 to:
% 20.78/5.33  																			| (508) $false
% 20.78/5.33  																			|
% 20.78/5.33  																			|-The branch is then unsatisfiable
% 20.78/5.33  																		|-Branch two:
% 20.78/5.33  																		| (1135)  ~ (all_0_220_220 = e13)
% 20.78/5.33  																		| (1594) all_0_226_226 = e13 | all_0_229_229 = e13
% 20.78/5.33  																		|
% 20.78/5.33  																			+-Applying beta-rule and splitting (1594), into two cases.
% 20.78/5.33  																			|-Branch one:
% 20.78/5.33  																			| (842) all_0_226_226 = e13
% 20.78/5.33  																			|
% 20.78/5.33  																				| Equations (842) can reduce 69 to:
% 20.78/5.33  																				| (828)  ~ (all_0_225_225 = e13)
% 20.78/5.33  																				|
% 20.78/5.33  																				| Equations (842) can reduce 362 to:
% 20.78/5.33  																				| (1139)  ~ (all_0_227_227 = e13)
% 20.78/5.33  																				|
% 20.78/5.34  																				| Simplifying 1139 yields:
% 20.78/5.34  																				| (1140)  ~ (all_0_227_227 = e13)
% 20.78/5.34  																				|
% 20.78/5.34  																				| From (842) and (335) follows:
% 20.78/5.34  																				| (1169) op1(e11, e12) = e13
% 20.78/5.34  																				|
% 20.78/5.34  																				| From (842) and (399) follows:
% 20.78/5.34  																				| (1746) h6(e13) = all_0_114_114
% 20.78/5.34  																				|
% 20.78/5.34  																				+-Applying beta-rule and splitting (177), into two cases.
% 20.78/5.34  																				|-Branch one:
% 20.78/5.34  																				| (826) all_0_222_222 = e13
% 20.78/5.34  																				|
% 20.78/5.34  																					| Equations (826) can reduce 937 to:
% 20.78/5.34  																					| (508) $false
% 20.78/5.34  																					|
% 20.78/5.34  																					|-The branch is then unsatisfiable
% 20.78/5.34  																				|-Branch two:
% 20.78/5.34  																				| (937)  ~ (all_0_222_222 = e13)
% 20.78/5.34  																				| (1708) all_0_225_225 = e13 | all_0_228_228 = e13
% 20.78/5.34  																				|
% 20.78/5.34  																					+-Applying beta-rule and splitting (1708), into two cases.
% 20.78/5.34  																					|-Branch one:
% 20.78/5.34  																					| (831) all_0_225_225 = e13
% 20.78/5.34  																					|
% 20.78/5.34  																						| Equations (831) can reduce 828 to:
% 20.78/5.34  																						| (508) $false
% 20.78/5.34  																						|
% 20.78/5.34  																						|-The branch is then unsatisfiable
% 20.78/5.34  																					|-Branch two:
% 20.78/5.34  																					| (828)  ~ (all_0_225_225 = e13)
% 20.78/5.34  																					| (1376) all_0_228_228 = e13
% 20.78/5.34  																					|
% 20.78/5.34  																						| Equations (1376) can reduce 111 to:
% 20.78/5.34  																						| (937)  ~ (all_0_222_222 = e13)
% 20.78/5.34  																						|
% 20.78/5.34  																						| Equations (1376) can reduce 839 to:
% 20.78/5.34  																						| (40)  ~ (e13 = e11)
% 20.78/5.34  																						|
% 20.78/5.34  																						| From (1376) and (293) follows:
% 20.78/5.34  																						| (1757) h6(e13) = all_0_116_116
% 20.78/5.34  																						|
% 20.78/5.34  																						| Instantiating formula (268) with e13, all_0_114_114, e23 and discharging atoms h6(e13) = all_0_114_114, h6(e13) = e23, yields:
% 20.78/5.34  																						| (1758) all_0_114_114 = e23
% 20.78/5.34  																						|
% 20.78/5.34  																						| Instantiating formula (268) with e13, all_0_116_116, all_0_114_114 and discharging atoms h6(e13) = all_0_114_114, h6(e13) = all_0_116_116, yields:
% 20.78/5.34  																						| (1759) all_0_114_114 = all_0_116_116
% 20.78/5.34  																						|
% 20.78/5.34  																						| Instantiating formula (268) with e12, all_0_117_117, e22 and discharging atoms h6(e12) = all_0_117_117, h6(e12) = e22, yields:
% 20.78/5.34  																						| (1760) all_0_117_117 = e22
% 20.78/5.34  																						|
% 20.78/5.34  																						| Combining equations (1759,1758) yields a new equation:
% 20.78/5.34  																						| (1761) all_0_116_116 = e23
% 20.78/5.34  																						|
% 20.78/5.34  																						| Simplifying 1761 yields:
% 20.78/5.34  																						| (1762) all_0_116_116 = e23
% 20.78/5.34  																						|
% 20.78/5.34  																						| From (1760) and (1734) follows:
% 20.78/5.34  																						| (71) h6(e12) = e22
% 20.78/5.34  																						|
% 20.78/5.34  																						+-Applying beta-rule and splitting (70), into two cases.
% 20.78/5.34  																						|-Branch one:
% 20.78/5.34  																						| (950) all_0_222_222 = e12
% 20.78/5.34  																						|
% 20.78/5.34  																							| Equations (950) can reduce 482 to:
% 20.78/5.34  																							| (1051)  ~ (all_0_224_224 = e12)
% 20.78/5.34  																							|
% 20.78/5.34  																							| Simplifying 1051 yields:
% 20.78/5.34  																							| (952)  ~ (all_0_224_224 = e12)
% 20.78/5.34  																							|
% 20.78/5.34  																							| From (950) and (391) follows:
% 20.78/5.34  																							| (865) op1(e12, e13) = e12
% 20.78/5.34  																							|
% 20.78/5.34  																							+-Applying beta-rule and splitting (89), into two cases.
% 20.78/5.34  																							|-Branch one:
% 20.78/5.34  																							| (822) all_0_224_224 = e12
% 20.78/5.34  																							|
% 20.78/5.34  																								| Equations (822) can reduce 952 to:
% 20.78/5.34  																								| (508) $false
% 20.78/5.34  																								|
% 20.78/5.34  																								|-The branch is then unsatisfiable
% 20.78/5.34  																							|-Branch two:
% 20.78/5.34  																							| (952)  ~ (all_0_224_224 = e12)
% 20.78/5.34  																							| (953) all_0_227_227 = e12
% 20.78/5.34  																							|
% 20.78/5.34  																								| Equations (953) can reduce 448 to:
% 20.78/5.34  																								| (952)  ~ (all_0_224_224 = e12)
% 20.78/5.34  																								|
% 20.78/5.34  																								| From (953) and (259) follows:
% 20.78/5.34  																								| (1773) op1(e11, e10) = e12
% 20.78/5.34  																								|
% 20.78/5.34  																								+-Applying beta-rule and splitting (342), into two cases.
% 20.78/5.34  																								|-Branch one:
% 20.78/5.34  																								| (849) all_0_225_225 = e11
% 20.78/5.34  																								|
% 20.78/5.34  																									| From (849) and (393) follows:
% 20.78/5.34  																									| (1001) op1(e11, e13) = e11
% 20.78/5.34  																									|
% 20.78/5.34  																									+-Applying beta-rule and splitting (383), into two cases.
% 20.78/5.34  																									|-Branch one:
% 20.78/5.34  																									| (1060) all_0_224_224 = e13
% 20.78/5.34  																									|
% 20.78/5.34  																										| Equations (1060) can reduce 1100 to:
% 20.78/5.34  																										| (508) $false
% 20.78/5.34  																										|
% 20.78/5.34  																										|-The branch is then unsatisfiable
% 20.78/5.34  																									|-Branch two:
% 20.78/5.34  																									| (1100)  ~ (all_0_224_224 = e13)
% 20.78/5.34  																									| (1101) all_0_224_224 = e12 | all_0_224_224 = e11
% 20.78/5.34  																									|
% 20.78/5.34  																										+-Applying beta-rule and splitting (1101), into two cases.
% 20.78/5.34  																										|-Branch one:
% 20.78/5.34  																										| (1102) all_0_224_224 = e11
% 20.78/5.34  																										|
% 20.78/5.34  																											| Equations (1102) can reduce 952 to:
% 20.78/5.34  																											| (810)  ~ (e12 = e11)
% 20.78/5.34  																											|
% 20.78/5.34  																											| Simplifying 810 yields:
% 20.78/5.34  																											| (266)  ~ (e12 = e11)
% 20.78/5.34  																											|
% 20.78/5.34  																											| Equations (1102) can reduce 325 to:
% 20.78/5.34  																											| (175)  ~ (e11 = e10)
% 20.78/5.34  																											|
% 20.78/5.34  																											+-Applying beta-rule and splitting (375), into two cases.
% 20.78/5.34  																											|-Branch one:
% 20.78/5.34  																											| (862) unit1 = e13
% 20.78/5.34  																											|
% 20.78/5.34  																												| From (862) and (53) follows:
% 20.78/5.34  																												| (863) op1(e13, e11) = e11
% 20.78/5.34  																												|
% 20.78/5.34  																												| Instantiating formula (487) with e13, e11, e11, e12 and discharging atoms op1(e13, e11) = e12, op1(e13, e11) = e11, yields:
% 20.78/5.34  																												| (837) e12 = e11
% 20.78/5.34  																												|
% 20.78/5.34  																												| Equations (837) can reduce 266 to:
% 20.78/5.34  																												| (508) $false
% 20.78/5.34  																												|
% 20.78/5.34  																												|-The branch is then unsatisfiable
% 20.78/5.34  																											|-Branch two:
% 20.78/5.34  																											| (873)  ~ (unit1 = e13)
% 20.78/5.34  																											| (874) unit1 = e12 | unit1 = e11 | unit1 = e10
% 20.78/5.34  																											|
% 20.78/5.34  																												+-Applying beta-rule and splitting (874), into two cases.
% 20.78/5.34  																												|-Branch one:
% 20.78/5.34  																												| (875) unit1 = e11
% 20.78/5.34  																												|
% 20.78/5.34  																													| From (875) and (74) follows:
% 20.78/5.34  																													| (1011) op1(e11, e13) = e13
% 20.78/5.34  																													|
% 20.78/5.34  																													| From (875) and (331) follows:
% 20.78/5.34  																													| (817) op1(e11, e12) = e12
% 20.78/5.34  																													|
% 20.78/5.34  																													| From (875) and (376) follows:
% 20.78/5.34  																													| (1394) op1(e11, e10) = e10
% 20.78/5.34  																													|
% 20.78/5.34  																													| Instantiating formula (487) with e11, e13, e13, e11 and discharging atoms op1(e11, e13) = e13, op1(e11, e13) = e11, yields:
% 20.78/5.34  																													| (853) e13 = e11
% 20.78/5.34  																													|
% 20.78/5.34  																													| Instantiating formula (487) with e11, e12, e12, e13 and discharging atoms op1(e11, e12) = e13, op1(e11, e12) = e12, yields:
% 20.78/5.34  																													| (843) e13 = e12
% 20.78/5.34  																													|
% 20.78/5.34  																													| Instantiating formula (487) with e11, e10, e10, e12 and discharging atoms op1(e11, e10) = e12, op1(e11, e10) = e10, yields:
% 20.78/5.34  																													| (869) e12 = e10
% 20.78/5.34  																													|
% 20.78/5.34  																													| Combining equations (843,853) yields a new equation:
% 20.78/5.34  																													| (836) e12 = e11
% 20.78/5.34  																													|
% 20.78/5.34  																													| Simplifying 836 yields:
% 20.78/5.34  																													| (837) e12 = e11
% 20.78/5.34  																													|
% 20.78/5.34  																													| Combining equations (837,869) yields a new equation:
% 20.78/5.34  																													| (870) e11 = e10
% 20.78/5.34  																													|
% 20.78/5.34  																													| Simplifying 870 yields:
% 20.78/5.34  																													| (871) e11 = e10
% 20.78/5.34  																													|
% 20.78/5.34  																													| Equations (871) can reduce 175 to:
% 20.78/5.34  																													| (508) $false
% 20.78/5.34  																													|
% 20.78/5.34  																													|-The branch is then unsatisfiable
% 20.78/5.34  																												|-Branch two:
% 20.78/5.34  																												| (886)  ~ (unit1 = e11)
% 20.78/5.34  																												| (887) unit1 = e12 | unit1 = e10
% 20.78/5.34  																												|
% 20.78/5.34  																													+-Applying beta-rule and splitting (887), into two cases.
% 20.78/5.34  																													|-Branch one:
% 20.78/5.34  																													| (888) unit1 = e12
% 20.78/5.34  																													|
% 20.78/5.34  																														| From (888) and (74) follows:
% 20.78/5.34  																														| (830) op1(e12, e13) = e13
% 20.78/5.34  																														|
% 20.78/5.34  																														| From (888) and (2) follows:
% 20.78/5.34  																														| (890) op1(e11, e12) = e11
% 20.78/5.34  																														|
% 20.78/5.34  																														| From (888) and (145) follows:
% 20.78/5.34  																														| (1024) op1(e10, e12) = e10
% 20.78/5.35  																														|
% 20.78/5.35  																														| Instantiating formula (487) with e12, e13, e13, e12 and discharging atoms op1(e12, e13) = e13, op1(e12, e13) = e12, yields:
% 20.78/5.35  																														| (843) e13 = e12
% 20.78/5.35  																														|
% 20.78/5.35  																														| Instantiating formula (487) with e11, e12, e11, e13 and discharging atoms op1(e11, e12) = e13, op1(e11, e12) = e11, yields:
% 20.78/5.35  																														| (853) e13 = e11
% 20.78/5.35  																														|
% 20.78/5.35  																														| Instantiating formula (487) with e10, e12, e10, e12 and discharging atoms op1(e10, e12) = e12, op1(e10, e12) = e10, yields:
% 20.78/5.35  																														| (869) e12 = e10
% 20.78/5.35  																														|
% 20.78/5.35  																														| Combining equations (853,843) yields a new equation:
% 20.78/5.35  																														| (837) e12 = e11
% 20.78/5.35  																														|
% 20.78/5.35  																														| Combining equations (837,869) yields a new equation:
% 20.78/5.35  																														| (870) e11 = e10
% 20.78/5.35  																														|
% 20.78/5.35  																														| Simplifying 870 yields:
% 20.78/5.35  																														| (871) e11 = e10
% 20.78/5.35  																														|
% 20.78/5.35  																														| Equations (871) can reduce 175 to:
% 20.78/5.35  																														| (508) $false
% 20.78/5.35  																														|
% 20.78/5.35  																														|-The branch is then unsatisfiable
% 20.78/5.35  																													|-Branch two:
% 20.78/5.35  																													| (895)  ~ (unit1 = e12)
% 20.78/5.35  																													| (896) unit1 = e10
% 20.78/5.35  																													|
% 20.78/5.35  																														| From (896) and (2) follows:
% 20.78/5.35  																														| (1410) op1(e11, e10) = e11
% 20.78/5.35  																														|
% 20.78/5.35  																														| Instantiating formula (487) with e11, e10, e11, e12 and discharging atoms op1(e11, e10) = e12, op1(e11, e10) = e11, yields:
% 20.78/5.35  																														| (837) e12 = e11
% 20.78/5.35  																														|
% 20.78/5.35  																														| Equations (837) can reduce 266 to:
% 20.78/5.35  																														| (508) $false
% 20.78/5.35  																														|
% 20.78/5.35  																														|-The branch is then unsatisfiable
% 20.78/5.35  																										|-Branch two:
% 20.78/5.35  																										| (791)  ~ (all_0_224_224 = e11)
% 20.78/5.35  																										| (822) all_0_224_224 = e12
% 20.78/5.35  																										|
% 20.78/5.35  																											| Equations (822) can reduce 952 to:
% 20.78/5.35  																											| (508) $false
% 20.78/5.35  																											|
% 20.78/5.35  																											|-The branch is then unsatisfiable
% 20.78/5.35  																								|-Branch two:
% 20.78/5.35  																								| (907)  ~ (all_0_225_225 = e11)
% 20.78/5.35  																								| (908) all_0_226_226 = e11 | all_0_227_227 = e11
% 20.78/5.35  																								|
% 20.78/5.35  																									+-Applying beta-rule and splitting (908), into two cases.
% 20.78/5.35  																									|-Branch one:
% 20.78/5.35  																									| (918) all_0_226_226 = e11
% 20.78/5.35  																									|
% 20.78/5.35  																										| Combining equations (842,918) yields a new equation:
% 20.78/5.35  																										| (934) e13 = e11
% 20.78/5.35  																										|
% 20.78/5.35  																										| Simplifying 934 yields:
% 20.78/5.35  																										| (853) e13 = e11
% 20.78/5.35  																										|
% 20.78/5.35  																										| Equations (853) can reduce 40 to:
% 20.78/5.35  																										| (508) $false
% 20.78/5.35  																										|
% 20.78/5.35  																										|-The branch is then unsatisfiable
% 20.78/5.35  																									|-Branch two:
% 20.78/5.35  																									| (922)  ~ (all_0_226_226 = e11)
% 20.78/5.35  																									| (933) all_0_227_227 = e11
% 20.78/5.35  																									|
% 20.78/5.35  																										| Combining equations (953,933) yields a new equation:
% 20.78/5.35  																										| (836) e12 = e11
% 20.78/5.35  																										|
% 20.78/5.35  																										| Simplifying 836 yields:
% 20.78/5.35  																										| (837) e12 = e11
% 20.78/5.35  																										|
% 20.78/5.35  																										| Equations (837) can reduce 266 to:
% 20.78/5.35  																										| (508) $false
% 20.78/5.35  																										|
% 20.78/5.35  																										|-The branch is then unsatisfiable
% 20.78/5.35  																						|-Branch two:
% 20.78/5.35  																						| (823)  ~ (all_0_222_222 = e12)
% 20.78/5.35  																						| (822) all_0_224_224 = e12
% 20.78/5.35  																						|
% 20.78/5.35  																							| Equations (822) can reduce 482 to:
% 20.78/5.35  																							| (823)  ~ (all_0_222_222 = e12)
% 20.78/5.35  																							|
% 20.78/5.35  																							| Equations (822) can reduce 448 to:
% 20.78/5.35  																							| (813)  ~ (all_0_227_227 = e12)
% 20.78/5.35  																							|
% 20.78/5.35  																							| Simplifying 813 yields:
% 20.78/5.35  																							| (814)  ~ (all_0_227_227 = e12)
% 20.78/5.35  																							|
% 20.78/5.35  																							| Equations (822) can reduce 1100 to:
% 20.78/5.35  																							| (1372)  ~ (e13 = e12)
% 20.78/5.35  																							|
% 20.78/5.35  																							| Simplifying 1372 yields:
% 20.78/5.35  																							| (112)  ~ (e13 = e12)
% 20.78/5.35  																							|
% 20.78/5.35  																							| From (822) and (196) follows:
% 20.78/5.35  																							| (1841) h6(e12) = all_0_112_112
% 20.78/5.35  																							|
% 20.78/5.35  																							+-Applying beta-rule and splitting (92), into two cases.
% 20.78/5.35  																							|-Branch one:
% 20.78/5.35  																							| (826) all_0_222_222 = e13
% 20.78/5.35  																							|
% 20.78/5.35  																								| Equations (826) can reduce 937 to:
% 20.78/5.35  																								| (508) $false
% 20.78/5.35  																								|
% 20.78/5.35  																								|-The branch is then unsatisfiable
% 20.78/5.35  																							|-Branch two:
% 20.78/5.35  																							| (937)  ~ (all_0_222_222 = e13)
% 20.78/5.35  																							| (942) all_0_222_222 = e12 | all_0_222_222 = e11
% 20.78/5.35  																							|
% 20.78/5.35  																								+-Applying beta-rule and splitting (942), into two cases.
% 20.78/5.35  																								|-Branch one:
% 20.78/5.35  																								| (943) all_0_222_222 = e11
% 20.78/5.35  																								|
% 20.78/5.35  																									| From (943) and (357) follows:
% 20.78/5.35  																									| (1847) h6(e11) = all_0_110_110
% 20.78/5.35  																									|
% 20.78/5.35  																									+-Applying beta-rule and splitting (130), into two cases.
% 20.78/5.35  																									|-Branch one:
% 20.78/5.35  																									| (978) all_0_225_225 = e12
% 20.78/5.35  																									|
% 20.78/5.35  																										| Equations (978) can reduce 294 to:
% 20.78/5.35  																										| (813)  ~ (all_0_227_227 = e12)
% 20.78/5.35  																										|
% 20.78/5.35  																										| Simplifying 813 yields:
% 20.78/5.35  																										| (814)  ~ (all_0_227_227 = e12)
% 20.78/5.35  																										|
% 20.78/5.35  																										| From (978) and (109) follows:
% 20.78/5.35  																										| (1851) h6(e12) = all_0_113_113
% 20.78/5.35  																										|
% 20.78/5.35  																										+-Applying beta-rule and splitting (149), into two cases.
% 20.78/5.35  																										|-Branch one:
% 20.78/5.35  																										| (846) all_0_227_227 = e13
% 20.78/5.35  																										|
% 20.78/5.35  																											| Equations (846) can reduce 1140 to:
% 20.78/5.35  																											| (508) $false
% 20.78/5.35  																											|
% 20.78/5.35  																											|-The branch is then unsatisfiable
% 20.78/5.35  																										|-Branch two:
% 20.78/5.35  																										| (1140)  ~ (all_0_227_227 = e13)
% 20.78/5.35  																										| (1435) all_0_227_227 = e12 | all_0_227_227 = e11
% 20.78/5.35  																										|
% 20.78/5.35  																											+-Applying beta-rule and splitting (1435), into two cases.
% 20.78/5.35  																											|-Branch one:
% 20.78/5.35  																											| (933) all_0_227_227 = e11
% 20.78/5.35  																											|
% 20.78/5.35  																												| From (933) and (414) follows:
% 20.78/5.35  																												| (1857) h6(e11) = all_0_115_115
% 20.78/5.35  																												|
% 20.78/5.35  																												| Instantiating formula (268) with e12, all_0_112_112, e22 and discharging atoms h6(e12) = all_0_112_112, h6(e12) = e22, yields:
% 20.78/5.35  																												| (1858) all_0_112_112 = e22
% 20.78/5.35  																												|
% 20.78/5.35  																												| Instantiating formula (268) with e12, all_0_113_113, all_0_112_112 and discharging atoms h6(e12) = all_0_112_112, h6(e12) = all_0_113_113, yields:
% 20.78/5.35  																												| (1859) all_0_112_112 = all_0_113_113
% 20.78/5.35  																												|
% 20.78/5.35  																												| Instantiating formula (268) with e11, all_0_110_110, e21 and discharging atoms h6(e11) = all_0_110_110, h6(e11) = e21, yields:
% 20.78/5.35  																												| (1860) all_0_110_110 = e21
% 20.78/5.35  																												|
% 20.78/5.35  																												| Instantiating formula (268) with e11, all_0_115_115, all_0_110_110 and discharging atoms h6(e11) = all_0_110_110, h6(e11) = all_0_115_115, yields:
% 20.78/5.35  																												| (1861) all_0_110_110 = all_0_115_115
% 20.78/5.35  																												|
% 20.78/5.35  																												| Combining equations (1860,1861) yields a new equation:
% 20.78/5.35  																												| (1862) all_0_115_115 = e21
% 20.78/5.35  																												|
% 20.78/5.35  																												| Combining equations (1859,1858) yields a new equation:
% 20.78/5.35  																												| (1863) all_0_113_113 = e22
% 20.78/5.35  																												|
% 20.78/5.35  																												| Simplifying 1863 yields:
% 20.78/5.35  																												| (1864) all_0_113_113 = e22
% 20.78/5.35  																												|
% 20.78/5.35  																												| Combining equations (1862,1861) yields a new equation:
% 20.78/5.35  																												| (1860) all_0_110_110 = e21
% 20.78/5.35  																												|
% 20.78/5.35  																												+-Applying beta-rule and splitting (237), into two cases.
% 20.78/5.35  																												|-Branch one:
% 20.78/5.35  																												| (1866)  ~ (all_0_108_108 = all_0_209_209)
% 20.78/5.35  																												|
% 20.78/5.35  																													| Equations (1465,569) can reduce 1866 to:
% 20.78/5.35  																													| (508) $false
% 20.78/5.35  																													|
% 20.78/5.35  																													|-The branch is then unsatisfiable
% 20.78/5.35  																												|-Branch two:
% 20.78/5.35  																												| (1868) all_0_108_108 = all_0_209_209
% 20.78/5.35  																												| (1869)  ~ (all_0_109_109 = all_0_210_210) |  ~ (all_0_110_110 = all_0_211_211) |  ~ (all_0_111_111 = all_0_212_212) |  ~ (all_0_112_112 = all_0_213_213) |  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 20.78/5.35  																												|
% 20.78/5.35  																													+-Applying beta-rule and splitting (1869), into two cases.
% 20.78/5.35  																													|-Branch one:
% 20.78/5.35  																													| (1870)  ~ (all_0_109_109 = all_0_210_210)
% 20.78/5.35  																													|
% 20.78/5.35  																														| Equations (1464,525) can reduce 1870 to:
% 20.78/5.35  																														| (508) $false
% 20.78/5.35  																														|
% 20.78/5.35  																														|-The branch is then unsatisfiable
% 20.78/5.35  																													|-Branch two:
% 20.78/5.35  																													| (1872) all_0_109_109 = all_0_210_210
% 20.78/5.35  																													| (1873)  ~ (all_0_110_110 = all_0_211_211) |  ~ (all_0_111_111 = all_0_212_212) |  ~ (all_0_112_112 = all_0_213_213) |  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 20.78/5.35  																													|
% 20.78/5.35  																														+-Applying beta-rule and splitting (1873), into two cases.
% 20.78/5.35  																														|-Branch one:
% 20.78/5.35  																														| (1874)  ~ (all_0_110_110 = all_0_211_211)
% 20.78/5.35  																														|
% 20.78/5.35  																															| Equations (1860,539) can reduce 1874 to:
% 20.78/5.35  																															| (508) $false
% 20.78/5.35  																															|
% 20.78/5.35  																															|-The branch is then unsatisfiable
% 20.78/5.35  																														|-Branch two:
% 20.78/5.35  																														| (1876) all_0_110_110 = all_0_211_211
% 20.78/5.35  																														| (1877)  ~ (all_0_111_111 = all_0_212_212) |  ~ (all_0_112_112 = all_0_213_213) |  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 20.78/5.35  																														|
% 20.78/5.35  																															+-Applying beta-rule and splitting (1877), into two cases.
% 20.78/5.35  																															|-Branch one:
% 20.78/5.35  																															| (1878)  ~ (all_0_111_111 = all_0_212_212)
% 20.78/5.35  																															|
% 20.78/5.35  																																| Equations (1269,543) can reduce 1878 to:
% 20.78/5.35  																																| (508) $false
% 20.78/5.35  																																|
% 20.78/5.35  																																|-The branch is then unsatisfiable
% 20.78/5.35  																															|-Branch two:
% 21.07/5.35  																															| (1880) all_0_111_111 = all_0_212_212
% 21.07/5.35  																															| (1881)  ~ (all_0_112_112 = all_0_213_213) |  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.35  																															|
% 21.07/5.35  																																+-Applying beta-rule and splitting (1881), into two cases.
% 21.07/5.35  																																|-Branch one:
% 21.07/5.35  																																| (1882)  ~ (all_0_112_112 = all_0_213_213)
% 21.07/5.35  																																|
% 21.07/5.35  																																	| Equations (1858,510) can reduce 1882 to:
% 21.07/5.35  																																	| (508) $false
% 21.07/5.35  																																	|
% 21.07/5.35  																																	|-The branch is then unsatisfiable
% 21.07/5.35  																																|-Branch two:
% 21.07/5.35  																																| (1884) all_0_112_112 = all_0_213_213
% 21.07/5.35  																																| (1885)  ~ (all_0_113_113 = all_0_214_214) |  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.35  																																|
% 21.07/5.35  																																	+-Applying beta-rule and splitting (1885), into two cases.
% 21.07/5.35  																																	|-Branch one:
% 21.07/5.35  																																	| (1886)  ~ (all_0_113_113 = all_0_214_214)
% 21.07/5.35  																																	|
% 21.07/5.35  																																		| Equations (1864,760) can reduce 1886 to:
% 21.07/5.35  																																		| (508) $false
% 21.07/5.35  																																		|
% 21.07/5.35  																																		|-The branch is then unsatisfiable
% 21.07/5.35  																																	|-Branch two:
% 21.07/5.35  																																	| (1888) all_0_113_113 = all_0_214_214
% 21.07/5.35  																																	| (1889)  ~ (all_0_114_114 = all_0_215_215) |  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.35  																																	|
% 21.07/5.36  																																		+-Applying beta-rule and splitting (1889), into two cases.
% 21.07/5.36  																																		|-Branch one:
% 21.07/5.36  																																		| (1890)  ~ (all_0_114_114 = all_0_215_215)
% 21.07/5.36  																																		|
% 21.07/5.36  																																			| Equations (1758,622) can reduce 1890 to:
% 21.07/5.36  																																			| (508) $false
% 21.07/5.36  																																			|
% 21.07/5.36  																																			|-The branch is then unsatisfiable
% 21.07/5.36  																																		|-Branch two:
% 21.07/5.36  																																		| (1892) all_0_114_114 = all_0_215_215
% 21.07/5.36  																																		| (1893)  ~ (all_0_115_115 = all_0_216_216) |  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.36  																																		|
% 21.07/5.36  																																			+-Applying beta-rule and splitting (1893), into two cases.
% 21.07/5.36  																																			|-Branch one:
% 21.07/5.36  																																			| (1894)  ~ (all_0_115_115 = all_0_216_216)
% 21.07/5.36  																																			|
% 21.07/5.36  																																				| Equations (1862,619) can reduce 1894 to:
% 21.07/5.36  																																				| (508) $false
% 21.07/5.36  																																				|
% 21.07/5.36  																																				|-The branch is then unsatisfiable
% 21.07/5.36  																																			|-Branch two:
% 21.07/5.36  																																			| (1896) all_0_115_115 = all_0_216_216
% 21.07/5.36  																																			| (1897)  ~ (all_0_116_116 = all_0_217_217) |  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.36  																																			|
% 21.07/5.36  																																				+-Applying beta-rule and splitting (1897), into two cases.
% 21.07/5.36  																																				|-Branch one:
% 21.07/5.36  																																				| (1898)  ~ (all_0_116_116 = all_0_217_217)
% 21.07/5.36  																																				|
% 21.07/5.36  																																					| Equations (1762,550) can reduce 1898 to:
% 21.07/5.36  																																					| (508) $false
% 21.07/5.36  																																					|
% 21.07/5.36  																																					|-The branch is then unsatisfiable
% 21.07/5.36  																																				|-Branch two:
% 21.07/5.36  																																				| (1900) all_0_116_116 = all_0_217_217
% 21.07/5.36  																																				| (1901)  ~ (all_0_117_117 = all_0_218_218) |  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.36  																																				|
% 21.07/5.36  																																					+-Applying beta-rule and splitting (1901), into two cases.
% 21.07/5.36  																																					|-Branch one:
% 21.07/5.36  																																					| (1902)  ~ (all_0_117_117 = all_0_218_218)
% 21.07/5.36  																																					|
% 21.07/5.36  																																						| Equations (1760,739) can reduce 1902 to:
% 21.07/5.36  																																						| (508) $false
% 21.07/5.36  																																						|
% 21.07/5.36  																																						|-The branch is then unsatisfiable
% 21.07/5.36  																																					|-Branch two:
% 21.07/5.36  																																					| (1904) all_0_117_117 = all_0_218_218
% 21.07/5.36  																																					| (1905)  ~ (all_0_118_118 = all_0_219_219)
% 21.07/5.36  																																					|
% 21.07/5.36  																																						| Equations (1270,565) can reduce 1905 to:
% 21.07/5.36  																																						| (508) $false
% 21.07/5.36  																																						|
% 21.07/5.36  																																						|-The branch is then unsatisfiable
% 21.07/5.36  																											|-Branch two:
% 21.07/5.36  																											| (807)  ~ (all_0_227_227 = e11)
% 21.07/5.36  																											| (953) all_0_227_227 = e12
% 21.07/5.36  																											|
% 21.07/5.36  																												| Equations (953) can reduce 814 to:
% 21.07/5.36  																												| (508) $false
% 21.07/5.36  																												|
% 21.07/5.36  																												|-The branch is then unsatisfiable
% 21.07/5.36  																									|-Branch two:
% 21.07/5.36  																									| (1039)  ~ (all_0_225_225 = e12)
% 21.07/5.36  																									| (1040) all_0_226_226 = e12 | all_0_227_227 = e12
% 21.07/5.36  																									|
% 21.07/5.36  																										+-Applying beta-rule and splitting (149), into two cases.
% 21.07/5.36  																										|-Branch one:
% 21.07/5.36  																										| (846) all_0_227_227 = e13
% 21.07/5.36  																										|
% 21.07/5.36  																											| Equations (846) can reduce 1140 to:
% 21.07/5.36  																											| (508) $false
% 21.07/5.36  																											|
% 21.07/5.36  																											|-The branch is then unsatisfiable
% 21.07/5.36  																										|-Branch two:
% 21.07/5.36  																										| (1140)  ~ (all_0_227_227 = e13)
% 21.07/5.36  																										| (1435) all_0_227_227 = e12 | all_0_227_227 = e11
% 21.07/5.36  																										|
% 21.07/5.36  																											+-Applying beta-rule and splitting (1435), into two cases.
% 21.07/5.36  																											|-Branch one:
% 21.07/5.36  																											| (933) all_0_227_227 = e11
% 21.07/5.36  																											|
% 21.07/5.36  																												| Equations (933) can reduce 814 to:
% 21.07/5.36  																												| (810)  ~ (e12 = e11)
% 21.07/5.36  																												|
% 21.07/5.36  																												| Simplifying 810 yields:
% 21.07/5.36  																												| (266)  ~ (e12 = e11)
% 21.07/5.36  																												|
% 21.07/5.36  																												+-Applying beta-rule and splitting (199), into two cases.
% 21.07/5.36  																												|-Branch one:
% 21.07/5.36  																												| (950) all_0_222_222 = e12
% 21.07/5.36  																												|
% 21.07/5.36  																													| Combining equations (950,943) yields a new equation:
% 21.07/5.36  																													| (836) e12 = e11
% 21.07/5.36  																													|
% 21.07/5.36  																													| Simplifying 836 yields:
% 21.07/5.36  																													| (837) e12 = e11
% 21.07/5.36  																													|
% 21.07/5.36  																													| Equations (837) can reduce 266 to:
% 21.07/5.36  																													| (508) $false
% 21.07/5.36  																													|
% 21.07/5.36  																													|-The branch is then unsatisfiable
% 21.07/5.36  																												|-Branch two:
% 21.07/5.36  																												| (823)  ~ (all_0_222_222 = e12)
% 21.07/5.36  																												| (1924) all_0_225_225 = e12 | all_0_228_228 = e12
% 21.07/5.36  																												|
% 21.07/5.36  																													+-Applying beta-rule and splitting (1924), into two cases.
% 21.07/5.36  																													|-Branch one:
% 21.07/5.36  																													| (978) all_0_225_225 = e12
% 21.07/5.36  																													|
% 21.07/5.36  																														| Equations (978) can reduce 1039 to:
% 21.07/5.36  																														| (508) $false
% 21.07/5.36  																														|
% 21.07/5.36  																														|-The branch is then unsatisfiable
% 21.07/5.36  																													|-Branch two:
% 21.07/5.36  																													| (1039)  ~ (all_0_225_225 = e12)
% 21.07/5.36  																													| (818) all_0_228_228 = e12
% 21.07/5.36  																													|
% 21.07/5.36  																														| Combining equations (1376,818) yields a new equation:
% 21.07/5.36  																														| (987) e13 = e12
% 21.07/5.36  																														|
% 21.07/5.36  																														| Simplifying 987 yields:
% 21.07/5.36  																														| (843) e13 = e12
% 21.07/5.36  																														|
% 21.07/5.36  																														| Equations (843) can reduce 112 to:
% 21.07/5.36  																														| (508) $false
% 21.07/5.36  																														|
% 21.07/5.36  																														|-The branch is then unsatisfiable
% 21.07/5.36  																											|-Branch two:
% 21.07/5.36  																											| (807)  ~ (all_0_227_227 = e11)
% 21.07/5.36  																											| (953) all_0_227_227 = e12
% 21.07/5.36  																											|
% 21.07/5.36  																												| Equations (953) can reduce 814 to:
% 21.07/5.36  																												| (508) $false
% 21.07/5.36  																												|
% 21.07/5.36  																												|-The branch is then unsatisfiable
% 21.07/5.36  																								|-Branch two:
% 21.07/5.36  																								| (789)  ~ (all_0_222_222 = e11)
% 21.07/5.36  																								| (950) all_0_222_222 = e12
% 21.07/5.36  																								|
% 21.07/5.36  																									| Equations (950) can reduce 823 to:
% 21.07/5.36  																									| (508) $false
% 21.07/5.36  																									|
% 21.07/5.36  																									|-The branch is then unsatisfiable
% 21.07/5.36  																			|-Branch two:
% 21.07/5.36  																			| (845)  ~ (all_0_226_226 = e13)
% 21.07/5.36  																			| (914) all_0_229_229 = e13
% 21.07/5.36  																			|
% 21.07/5.36  																				| Combining equations (956,914) yields a new equation:
% 21.07/5.36  																				| (843) e13 = e12
% 21.07/5.36  																				|
% 21.07/5.36  																				| Equations (843) can reduce 112 to:
% 21.07/5.36  																				| (508) $false
% 21.07/5.36  																				|
% 21.07/5.36  																				|-The branch is then unsatisfiable
% 21.07/5.36  																|-Branch two:
% 21.07/5.36  																| (629)  ~ (all_0_216_216 = e21)
% 21.07/5.36  																| (630) all_0_216_216 = e22
% 21.07/5.36  																|
% 21.07/5.36  																	| Equations (630) can reduce 515 to:
% 21.07/5.36  																	| (508) $false
% 21.07/5.36  																	|
% 21.07/5.36  																	|-The branch is then unsatisfiable
% 21.07/5.36  														|-Branch two:
% 21.07/5.36  														| (625)  ~ (all_0_215_215 = e23)
% 21.07/5.36  														| (1486) all_0_215_215 = e22 | all_0_215_215 = e21
% 21.07/5.36  														|
% 21.07/5.36  															+-Applying beta-rule and splitting (1486), into two cases.
% 21.07/5.36  															|-Branch one:
% 21.07/5.36  															| (728) all_0_215_215 = e21
% 21.07/5.36  															|
% 21.07/5.36  																| Equations (728) can reduce 732 to:
% 21.07/5.36  																| (508) $false
% 21.07/5.36  																|
% 21.07/5.36  																|-The branch is then unsatisfiable
% 21.07/5.36  															|-Branch two:
% 21.07/5.36  															| (732)  ~ (all_0_215_215 = e21)
% 21.07/5.36  															| (493) all_0_215_215 = e22
% 21.07/5.36  															|
% 21.07/5.36  																| Equations (493) can reduce 748 to:
% 21.07/5.36  																| (508) $false
% 21.07/5.36  																|
% 21.07/5.36  																|-The branch is then unsatisfiable
% 21.07/5.36  													|-Branch two:
% 21.07/5.36  													| (604)  ~ (all_0_209_209 = e21)
% 21.07/5.36  													| (605) all_0_210_210 = e21
% 21.07/5.36  													|
% 21.07/5.36  														| Combining equations (525,605) yields a new equation:
% 21.07/5.36  														| (561) e23 = e21
% 21.07/5.36  														|
% 21.07/5.36  														| Simplifying 561 yields:
% 21.07/5.36  														| (562) e23 = e21
% 21.07/5.36  														|
% 21.07/5.36  														| Equations (562) can reduce 386 to:
% 21.07/5.36  														| (508) $false
% 21.07/5.36  														|
% 21.07/5.36  														|-The branch is then unsatisfiable
% 21.07/5.36  											|-Branch two:
% 21.07/5.36  											| (855)  ~ (all_0_220_220 = e11)
% 21.07/5.36  											| (803) all_0_221_221 = e11
% 21.07/5.36  											|
% 21.07/5.36  												| Combining equations (803,800) yields a new equation:
% 21.07/5.36  												| (853) e13 = e11
% 21.07/5.36  												|
% 21.07/5.36  												| Equations (853) can reduce 40 to:
% 21.07/5.36  												| (508) $false
% 21.07/5.36  												|
% 21.07/5.36  												|-The branch is then unsatisfiable
% 21.07/5.36  									|-Branch two:
% 21.07/5.36  									| (553)  ~ (all_0_217_217 = e23)
% 21.07/5.36  									| (554) all_0_218_218 = e23 | all_0_219_219 = e23
% 21.07/5.36  									|
% 21.07/5.36  										+-Applying beta-rule and splitting (311), into two cases.
% 21.07/5.36  										|-Branch one:
% 21.07/5.36  										| (535) all_0_211_211 = e23
% 21.07/5.36  										|
% 21.07/5.36  											| Combining equations (535,539) yields a new equation:
% 21.07/5.36  											| (561) e23 = e21
% 21.07/5.36  											|
% 21.07/5.36  											| Simplifying 561 yields:
% 21.07/5.36  											| (562) e23 = e21
% 21.07/5.36  											|
% 21.07/5.36  											| Equations (562) can reduce 386 to:
% 21.07/5.36  											| (508) $false
% 21.07/5.36  											|
% 21.07/5.36  											|-The branch is then unsatisfiable
% 21.07/5.36  										|-Branch two:
% 21.07/5.36  										| (534)  ~ (all_0_211_211 = e23)
% 21.07/5.36  										| (1968) all_0_214_214 = e23 | all_0_217_217 = e23
% 21.07/5.36  										|
% 21.07/5.36  											+-Applying beta-rule and splitting (1968), into two cases.
% 21.07/5.36  											|-Branch one:
% 21.07/5.36  											| (533) all_0_214_214 = e23
% 21.07/5.36  											|
% 21.07/5.36  												| Combining equations (760,533) yields a new equation:
% 21.07/5.36  												| (551) e23 = e22
% 21.07/5.36  												|
% 21.07/5.36  												| Equations (551) can reduce 136 to:
% 21.07/5.36  												| (508) $false
% 21.07/5.36  												|
% 21.07/5.36  												|-The branch is then unsatisfiable
% 21.07/5.36  											|-Branch two:
% 21.07/5.36  											| (617)  ~ (all_0_214_214 = e23)
% 21.07/5.36  											| (550) all_0_217_217 = e23
% 21.07/5.36  											|
% 21.07/5.36  												| Equations (550) can reduce 553 to:
% 21.07/5.36  												| (508) $false
% 21.07/5.36  												|
% 21.07/5.36  												|-The branch is then unsatisfiable
% 21.07/5.36  						|-Branch two:
% 21.07/5.36  						| (614)  ~ (all_0_211_211 = e21)
% 21.07/5.36  						| (1976) all_0_212_212 = e21 | all_0_213_213 = e21
% 21.07/5.36  						|
% 21.07/5.36  							+-Applying beta-rule and splitting (1976), into two cases.
% 21.07/5.36  							|-Branch one:
% 21.07/5.36  							| (560) all_0_212_212 = e21
% 21.07/5.36  							|
% 21.07/5.36  								| Combining equations (543,560) yields a new equation:
% 21.07/5.36  								| (561) e23 = e21
% 21.07/5.36  								|
% 21.07/5.36  								| Simplifying 561 yields:
% 21.07/5.36  								| (562) e23 = e21
% 21.07/5.36  								|
% 21.07/5.36  								| Equations (562) can reduce 386 to:
% 21.07/5.36  								| (508) $false
% 21.07/5.36  								|
% 21.07/5.36  								|-The branch is then unsatisfiable
% 21.07/5.36  							|-Branch two:
% 21.07/5.36  							| (541)  ~ (all_0_212_212 = e21)
% 21.07/5.37  							| (1982) all_0_213_213 = e21
% 21.07/5.37  							|
% 21.07/5.37  								| Combining equations (510,1982) yields a new equation:
% 21.07/5.37  								| (679) e22 = e21
% 21.07/5.37  								|
% 21.07/5.37  								| Simplifying 679 yields:
% 21.07/5.37  								| (584) e22 = e21
% 21.07/5.37  								|
% 21.07/5.37  								| Equations (584) can reduce 37 to:
% 21.07/5.37  								| (508) $false
% 21.07/5.37  								|
% 21.07/5.37  								|-The branch is then unsatisfiable
% 21.07/5.37  					|-Branch two:
% 21.07/5.37  					| (611)  ~ (all_0_212_212 = e23)
% 21.07/5.37  					| (609) all_0_219_219 = e23
% 21.07/5.37  					|
% 21.07/5.37  						| Equations (609) can reduce 304 to:
% 21.07/5.37  						| (611)  ~ (all_0_212_212 = e23)
% 21.07/5.37  						|
% 21.07/5.37  						| From (609) and (62) follows:
% 21.07/5.37  						| (650) op2(e20, e21) = e23
% 21.07/5.37  						|
% 21.07/5.37  						+-Applying beta-rule and splitting (239), into two cases.
% 21.07/5.37  						|-Branch one:
% 21.07/5.37  						| (543) all_0_212_212 = e23
% 21.07/5.37  						|
% 21.07/5.37  							| Equations (543) can reduce 611 to:
% 21.07/5.37  							| (508) $false
% 21.07/5.37  							|
% 21.07/5.37  							|-The branch is then unsatisfiable
% 21.07/5.37  						|-Branch two:
% 21.07/5.37  						| (611)  ~ (all_0_212_212 = e23)
% 21.07/5.37  						| (560) all_0_212_212 = e21
% 21.07/5.37  						|
% 21.07/5.37  							| Equations (560) can reduce 611 to:
% 21.07/5.37  							| (566)  ~ (e23 = e21)
% 21.07/5.37  							|
% 21.07/5.37  							| Simplifying 566 yields:
% 21.07/5.37  							| (386)  ~ (e23 = e21)
% 21.07/5.37  							|
% 21.07/5.37  							| Equations (560) can reduce 222 to:
% 21.07/5.37  							| (655)  ~ (e22 = e21)
% 21.07/5.37  							|
% 21.07/5.37  							| Simplifying 655 yields:
% 21.07/5.37  							| (37)  ~ (e22 = e21)
% 21.07/5.37  							|
% 21.07/5.37  							| From (560) and (404) follows:
% 21.07/5.37  							| (657) op2(e21, e22) = all_0_122_122
% 21.07/5.37  							|
% 21.07/5.37  							| From (560) and (56) follows:
% 21.07/5.37  							| (658) op2(e22, e21) = all_0_119_119
% 21.07/5.37  							|
% 21.07/5.37  							| From (560) and (93) follows:
% 21.07/5.37  							| (659) op2(e22, e21) = e21
% 21.07/5.37  							|
% 21.07/5.37  							| From (560) and (353) follows:
% 21.07/5.37  							| (660) op2(e20, e21) = all_0_134_134
% 21.07/5.37  							|
% 21.07/5.37  							+-Applying beta-rule and splitting (252), into two cases.
% 21.07/5.37  							|-Branch one:
% 21.07/5.37  							| (535) all_0_211_211 = e23
% 21.07/5.37  							|
% 21.07/5.37  								| From (535)(535) and (14) follows:
% 21.07/5.37  								| (2003) op2(e23, e23) = all_0_5_5
% 21.07/5.37  								|
% 21.07/5.37  								| From (535) and (5) follows:
% 21.07/5.37  								| (2004) op2(e23, e23) = all_0_6_6
% 21.07/5.37  								|
% 21.07/5.37  								| From (535) and (232) follows:
% 21.07/5.37  								| (2005) op2(e23, e20) = all_0_8_8
% 21.07/5.37  								|
% 21.07/5.37  								| From (535) and (17) follows:
% 21.07/5.37  								| (2006) op2(e23, e23) = all_0_11_11
% 21.07/5.37  								|
% 21.07/5.37  								| From (535) and (87) follows:
% 21.07/5.37  								| (2007) op2(e22, e23) = all_0_0_0
% 21.07/5.37  								|
% 21.07/5.37  								| From (535) and (234) follows:
% 21.07/5.37  								| (667) op2(e22, e23) = e23
% 21.07/5.37  								|
% 21.07/5.37  								| Instantiating formula (148) with e23, e23, all_0_6_6, e20 and discharging atoms op2(e23, e23) = all_0_6_6, op2(e23, e23) = e20, yields:
% 21.07/5.37  								| (2009) all_0_6_6 = e20
% 21.07/5.37  								|
% 21.07/5.37  								| Instantiating formula (148) with e23, e23, all_0_6_6, all_0_5_5 and discharging atoms op2(e23, e23) = all_0_5_5, op2(e23, e23) = all_0_6_6, yields:
% 21.07/5.37  								| (2010) all_0_5_5 = all_0_6_6
% 21.07/5.37  								|
% 21.07/5.37  								| Instantiating formula (148) with e23, e23, all_0_11_11, all_0_5_5 and discharging atoms op2(e23, e23) = all_0_5_5, op2(e23, e23) = all_0_11_11, yields:
% 21.07/5.37  								| (2011) all_0_5_5 = all_0_11_11
% 21.07/5.37  								|
% 21.07/5.37  								| Instantiating formula (148) with e23, e20, all_0_8_8, all_0_210_210 and discharging atoms op2(e23, e20) = all_0_8_8, op2(e23, e20) = all_0_210_210, yields:
% 21.07/5.37  								| (2012) all_0_8_8 = all_0_210_210
% 21.07/5.37  								|
% 21.07/5.37  								| Instantiating formula (148) with e22, e23, e23, all_0_0_0 and discharging atoms op2(e22, e23) = all_0_0_0, op2(e22, e23) = e23, yields:
% 21.07/5.37  								| (2013) all_0_0_0 = e23
% 21.07/5.37  								|
% 21.07/5.37  								| Instantiating formula (148) with e22, e21, e21, all_0_119_119 and discharging atoms op2(e22, e21) = all_0_119_119, op2(e22, e21) = e21, yields:
% 21.13/5.37  								| (571) all_0_119_119 = e21
% 21.13/5.37  								|
% 21.13/5.37  								| Instantiating formula (148) with e21, e22, all_0_122_122, all_0_215_215 and discharging atoms op2(e21, e22) = all_0_122_122, op2(e21, e22) = all_0_215_215, yields:
% 21.13/5.37  								| (2015) all_0_122_122 = all_0_215_215
% 21.13/5.37  								|
% 21.13/5.37  								| Instantiating formula (148) with e20, e21, e23, all_0_134_134 and discharging atoms op2(e20, e21) = all_0_134_134, op2(e20, e21) = e23, yields:
% 21.13/5.37  								| (670) all_0_134_134 = e23
% 21.13/5.37  								|
% 21.13/5.37  								| Combining equations (2010,2011) yields a new equation:
% 21.13/5.37  								| (2017) all_0_6_6 = all_0_11_11
% 21.13/5.37  								|
% 21.13/5.37  								| Simplifying 2017 yields:
% 21.13/5.37  								| (2018) all_0_6_6 = all_0_11_11
% 21.13/5.37  								|
% 21.13/5.37  								| Combining equations (2009,2018) yields a new equation:
% 21.13/5.37  								| (2019) all_0_11_11 = e20
% 21.13/5.37  								|
% 21.13/5.37  								| From (2019) and (2006) follows:
% 21.13/5.37  								| (106) op2(e23, e23) = e20
% 21.13/5.37  								|
% 21.13/5.37  								| From (2012) and (2005) follows:
% 21.13/5.37  								| (10) op2(e23, e20) = all_0_210_210
% 21.13/5.37  								|
% 21.13/5.37  								| From (2013) and (2007) follows:
% 21.13/5.37  								| (667) op2(e22, e23) = e23
% 21.13/5.37  								|
% 21.13/5.37  								| From (571) and (658) follows:
% 21.13/5.37  								| (659) op2(e22, e21) = e21
% 21.13/5.37  								|
% 21.13/5.37  								| From (2015) and (657) follows:
% 21.13/5.37  								| (323) op2(e21, e22) = all_0_215_215
% 21.13/5.37  								|
% 21.13/5.37  								| From (670) and (660) follows:
% 21.13/5.37  								| (650) op2(e20, e21) = e23
% 21.13/5.37  								|
% 21.13/5.37  								+-Applying beta-rule and splitting (11), into two cases.
% 21.13/5.37  								|-Branch one:
% 21.13/5.37  								| (638) all_0_209_209 = e23
% 21.13/5.37  								|
% 21.13/5.37  									| Equations (638) can reduce 491 to:
% 21.13/5.37  									| (1469)  ~ (all_0_210_210 = e23)
% 21.13/5.37  									|
% 21.13/5.37  									| Simplifying 1469 yields:
% 21.13/5.37  									| (632)  ~ (all_0_210_210 = e23)
% 21.13/5.37  									|
% 21.13/5.37  									| Equations (638) can reduce 337 to:
% 21.13/5.37  									| (136)  ~ (e23 = e22)
% 21.13/5.37  									|
% 21.13/5.37  									| From (638)(638) and (270) follows:
% 21.13/5.37  									| (2030) op2(e23, e23) = all_0_59_59
% 21.13/5.37  									|
% 21.13/5.37  									| From (638) and (181) follows:
% 21.13/5.37  									| (2031) op2(e23, e23) = all_0_57_57
% 21.13/5.37  									|
% 21.13/5.37  									| From (638) and (469) follows:
% 21.13/5.37  									| (2032) op2(e23, e23) = all_0_54_54
% 21.13/5.37  									|
% 21.13/5.37  									| From (638) and (154) follows:
% 21.13/5.37  									| (2033) op2(e22, e23) = all_0_65_65
% 21.13/5.37  									|
% 21.13/5.37  									+-Applying beta-rule and splitting (452), into two cases.
% 21.13/5.37  									|-Branch one:
% 21.13/5.37  									| (525) all_0_210_210 = e23
% 21.13/5.37  									|
% 21.13/5.37  										| Equations (525) can reduce 632 to:
% 21.13/5.37  										| (508) $false
% 21.13/5.37  										|
% 21.13/5.37  										|-The branch is then unsatisfiable
% 21.13/5.37  									|-Branch two:
% 21.13/5.37  									| (632)  ~ (all_0_210_210 = e23)
% 21.13/5.37  									| (1491) all_0_213_213 = e23 | all_0_216_216 = e23
% 21.13/5.37  									|
% 21.13/5.37  										+-Applying beta-rule and splitting (1491), into two cases.
% 21.13/5.37  										|-Branch one:
% 21.13/5.37  										| (1492) all_0_213_213 = e23
% 21.13/5.37  										|
% 21.13/5.37  											| Combining equations (510,1492) yields a new equation:
% 21.13/5.37  											| (551) e23 = e22
% 21.13/5.37  											|
% 21.13/5.37  											| Equations (551) can reduce 136 to:
% 21.13/5.37  											| (508) $false
% 21.13/5.37  											|
% 21.13/5.37  											|-The branch is then unsatisfiable
% 21.13/5.37  										|-Branch two:
% 21.13/5.37  										| (1496)  ~ (all_0_213_213 = e23)
% 21.13/5.37  										| (529) all_0_216_216 = e23
% 21.13/5.37  										|
% 21.13/5.37  											| Equations (529) can reduce 119 to:
% 21.13/5.37  											| (632)  ~ (all_0_210_210 = e23)
% 21.13/5.37  											|
% 21.13/5.37  											| Equations (529) can reduce 328 to:
% 21.13/5.37  											| (625)  ~ (all_0_215_215 = e23)
% 21.13/5.37  											|
% 21.13/5.37  											+-Applying beta-rule and splitting (171), into two cases.
% 21.13/5.37  											|-Branch one:
% 21.13/5.37  											| (622) all_0_215_215 = e23
% 21.13/5.37  											|
% 21.13/5.37  												| Equations (622) can reduce 625 to:
% 21.13/5.37  												| (508) $false
% 21.13/5.37  												|
% 21.13/5.37  												|-The branch is then unsatisfiable
% 21.13/5.37  											|-Branch two:
% 21.13/5.37  											| (625)  ~ (all_0_215_215 = e23)
% 21.13/5.37  											| (1486) all_0_215_215 = e22 | all_0_215_215 = e21
% 21.13/5.37  											|
% 21.13/5.37  												+-Applying beta-rule and splitting (1486), into two cases.
% 21.13/5.37  												|-Branch one:
% 21.13/5.37  												| (728) all_0_215_215 = e21
% 21.13/5.37  												|
% 21.13/5.37  													| From (728) and (57) follows:
% 21.13/5.37  													| (1504) op2(e21, e22) = all_0_78_78
% 21.13/5.37  													|
% 21.13/5.37  													| From (728) and (323) follows:
% 21.13/5.37  													| (598) op2(e21, e22) = e21
% 21.13/5.37  													|
% 21.13/5.37  													| From (728) and (351) follows:
% 21.13/5.37  													| (2052) op2(e20, e21) = all_0_87_87
% 21.13/5.37  													|
% 21.13/5.37  													+-Applying beta-rule and splitting (67), into two cases.
% 21.13/5.37  													|-Branch one:
% 21.13/5.37  													| (525) all_0_210_210 = e23
% 21.13/5.37  													|
% 21.13/5.37  														| Equations (525) can reduce 632 to:
% 21.13/5.37  														| (508) $false
% 21.13/5.37  														|
% 21.13/5.37  														|-The branch is then unsatisfiable
% 21.13/5.37  													|-Branch two:
% 21.13/5.37  													| (632)  ~ (all_0_210_210 = e23)
% 21.13/5.37  													| (605) all_0_210_210 = e21
% 21.13/5.37  													|
% 21.13/5.37  														| Equations (605) can reduce 632 to:
% 21.13/5.37  														| (566)  ~ (e23 = e21)
% 21.13/5.37  														|
% 21.13/5.37  														| Simplifying 566 yields:
% 21.13/5.37  														| (386)  ~ (e23 = e21)
% 21.13/5.37  														|
% 21.13/5.37  														| Equations (605) can reduce 439 to:
% 21.13/5.37  														| (387)  ~ (e21 = e20)
% 21.13/5.37  														|
% 21.13/5.37  														| Instantiating formula (148) with e23, e23, all_0_57_57, e20 and discharging atoms op2(e23, e23) = all_0_57_57, op2(e23, e23) = e20, yields:
% 21.13/5.37  														| (2060) all_0_57_57 = e20
% 21.13/5.37  														|
% 21.13/5.37  														| Instantiating formula (148) with e23, e23, all_0_57_57, all_0_54_54 and discharging atoms op2(e23, e23) = all_0_54_54, op2(e23, e23) = all_0_57_57, yields:
% 21.13/5.37  														| (2061) all_0_54_54 = all_0_57_57
% 21.13/5.37  														|
% 21.13/5.37  														| Instantiating formula (148) with e23, e23, all_0_59_59, all_0_54_54 and discharging atoms op2(e23, e23) = all_0_54_54, op2(e23, e23) = all_0_59_59, yields:
% 21.13/5.37  														| (2062) all_0_54_54 = all_0_59_59
% 21.13/5.37  														|
% 21.13/5.37  														| Instantiating formula (148) with e22, e23, all_0_65_65, e23 and discharging atoms op2(e22, e23) = all_0_65_65, op2(e22, e23) = e23, yields:
% 21.13/5.38  														| (2063) all_0_65_65 = e23
% 21.13/5.38  														|
% 21.13/5.38  														| Instantiating formula (148) with e21, e22, e21, all_0_78_78 and discharging atoms op2(e21, e22) = all_0_78_78, op2(e21, e22) = e21, yields:
% 21.13/5.38  														| (1508) all_0_78_78 = e21
% 21.13/5.38  														|
% 21.13/5.38  														| Instantiating formula (148) with e20, e21, all_0_87_87, e23 and discharging atoms op2(e20, e21) = all_0_87_87, op2(e20, e21) = e23, yields:
% 21.13/5.38  														| (2065) all_0_87_87 = e23
% 21.13/5.38  														|
% 21.13/5.38  														| Combining equations (2061,2062) yields a new equation:
% 21.13/5.38  														| (2066) all_0_57_57 = all_0_59_59
% 21.13/5.38  														|
% 21.13/5.38  														| Simplifying 2066 yields:
% 21.13/5.38  														| (2067) all_0_57_57 = all_0_59_59
% 21.13/5.38  														|
% 21.13/5.38  														| Combining equations (2067,2060) yields a new equation:
% 21.13/5.38  														| (2068) all_0_59_59 = e20
% 21.13/5.38  														|
% 21.13/5.38  														| Simplifying 2068 yields:
% 21.13/5.38  														| (2069) all_0_59_59 = e20
% 21.13/5.38  														|
% 21.13/5.38  														| From (2069) and (2030) follows:
% 21.13/5.38  														| (106) op2(e23, e23) = e20
% 21.13/5.38  														|
% 21.13/5.38  														| From (2063) and (2033) follows:
% 21.13/5.38  														| (667) op2(e22, e23) = e23
% 21.13/5.38  														|
% 21.13/5.38  														| From (1508) and (1504) follows:
% 21.13/5.38  														| (598) op2(e21, e22) = e21
% 21.13/5.38  														|
% 21.13/5.38  														| From (2065) and (2052) follows:
% 21.13/5.38  														| (650) op2(e20, e21) = e23
% 21.13/5.38  														|
% 21.13/5.38  														+-Applying beta-rule and splitting (377), into two cases.
% 21.13/5.38  														|-Branch one:
% 21.13/5.38  														| (575) unit2 = e20
% 21.13/5.38  														|
% 21.13/5.38  															| From (575) and (29) follows:
% 21.13/5.38  															| (568) op2(e20, e21) = e21
% 21.13/5.38  															|
% 21.13/5.38  															| Instantiating formula (148) with e20, e21, e21, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e21, yields:
% 21.13/5.38  															| (562) e23 = e21
% 21.13/5.38  															|
% 21.13/5.38  															| Equations (562) can reduce 386 to:
% 21.13/5.38  															| (508) $false
% 21.13/5.38  															|
% 21.13/5.38  															|-The branch is then unsatisfiable
% 21.13/5.38  														|-Branch two:
% 21.13/5.38  														| (579)  ~ (unit2 = e20)
% 21.13/5.38  														| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 21.13/5.38  														|
% 21.13/5.38  															+-Applying beta-rule and splitting (580), into two cases.
% 21.13/5.38  															|-Branch one:
% 21.13/5.38  															| (581) unit2 = e23
% 21.13/5.38  															|
% 21.13/5.38  																| From (581) and (412) follows:
% 21.13/5.38  																| (686) op2(e23, e23) = e23
% 21.13/5.38  																|
% 21.13/5.38  																| From (581) and (338) follows:
% 21.13/5.38  																| (582) op2(e22, e23) = e22
% 21.13/5.38  																|
% 21.13/5.38  																| From (581) and (276) follows:
% 21.13/5.38  																| (1523) op2(e21, e23) = e21
% 21.13/5.38  																|
% 21.13/5.38  																| Instantiating formula (148) with e23, e23, e23, e20 and discharging atoms op2(e23, e23) = e23, op2(e23, e23) = e20, yields:
% 21.13/5.38  																| (688) e23 = e20
% 21.13/5.38  																|
% 21.13/5.38  																| Instantiating formula (148) with e22, e23, e22, e23 and discharging atoms op2(e22, e23) = e23, op2(e22, e23) = e22, yields:
% 21.13/5.38  																| (551) e23 = e22
% 21.13/5.38  																|
% 21.13/5.38  																| Instantiating formula (148) with e21, e23, e21, e22 and discharging atoms op2(e21, e23) = e22, op2(e21, e23) = e21, yields:
% 21.13/5.38  																| (584) e22 = e21
% 21.13/5.38  																|
% 21.13/5.38  																| Combining equations (551,688) yields a new equation:
% 21.13/5.38  																| (691) e22 = e20
% 21.13/5.38  																|
% 21.13/5.38  																| Simplifying 691 yields:
% 21.13/5.38  																| (585) e22 = e20
% 21.13/5.38  																|
% 21.13/5.38  																| Combining equations (585,584) yields a new equation:
% 21.13/5.38  																| (586) e21 = e20
% 21.13/5.38  																|
% 21.13/5.38  																| Equations (586) can reduce 387 to:
% 21.13/5.38  																| (508) $false
% 21.13/5.38  																|
% 21.13/5.38  																|-The branch is then unsatisfiable
% 21.13/5.38  															|-Branch two:
% 21.13/5.38  															| (588)  ~ (unit2 = e23)
% 21.13/5.38  															| (589) unit2 = e22 | unit2 = e21
% 21.13/5.38  															|
% 21.13/5.38  																+-Applying beta-rule and splitting (589), into two cases.
% 21.13/5.38  																|-Branch one:
% 21.13/5.38  																| (590) unit2 = e21
% 21.13/5.38  																|
% 21.13/5.38  																	| Equations (590) can reduce 579 to:
% 21.13/5.38  																	| (387)  ~ (e21 = e20)
% 21.13/5.38  																	|
% 21.13/5.38  																	| From (590) and (116) follows:
% 21.13/5.38  																	| (1536) op2(e21, e23) = e23
% 21.13/5.38  																	|
% 21.13/5.38  																	| From (590) and (416) follows:
% 21.13/5.38  																	| (499) op2(e21, e22) = e22
% 21.13/5.38  																	|
% 21.13/5.38  																	| From (590) and (339) follows:
% 21.13/5.38  																	| (592) op2(e20, e21) = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Instantiating formula (148) with e21, e23, e23, e22 and discharging atoms op2(e21, e23) = e23, op2(e21, e23) = e22, yields:
% 21.13/5.38  																	| (551) e23 = e22
% 21.13/5.38  																	|
% 21.13/5.38  																	| Instantiating formula (148) with e21, e22, e22, e21 and discharging atoms op2(e21, e22) = e22, op2(e21, e22) = e21, yields:
% 21.13/5.38  																	| (584) e22 = e21
% 21.13/5.38  																	|
% 21.13/5.38  																	| Instantiating formula (148) with e20, e21, e20, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e20, yields:
% 21.13/5.38  																	| (688) e23 = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Combining equations (551,688) yields a new equation:
% 21.13/5.38  																	| (691) e22 = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Simplifying 691 yields:
% 21.13/5.38  																	| (585) e22 = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Combining equations (585,584) yields a new equation:
% 21.13/5.38  																	| (586) e21 = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Equations (586) can reduce 387 to:
% 21.13/5.38  																	| (508) $false
% 21.13/5.38  																	|
% 21.13/5.38  																	|-The branch is then unsatisfiable
% 21.13/5.38  																|-Branch two:
% 21.13/5.38  																| (595)  ~ (unit2 = e21)
% 21.13/5.38  																| (596) unit2 = e22
% 21.13/5.38  																|
% 21.13/5.38  																	| Equations (596) can reduce 579 to:
% 21.13/5.38  																	| (424)  ~ (e22 = e20)
% 21.13/5.38  																	|
% 21.13/5.38  																	| From (596) and (339) follows:
% 21.13/5.38  																	| (1549) op2(e20, e22) = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Instantiating formula (148) with e20, e22, e20, e22 and discharging atoms op2(e20, e22) = e22, op2(e20, e22) = e20, yields:
% 21.13/5.38  																	| (585) e22 = e20
% 21.13/5.38  																	|
% 21.13/5.38  																	| Equations (585) can reduce 424 to:
% 21.13/5.38  																	| (508) $false
% 21.13/5.38  																	|
% 21.13/5.38  																	|-The branch is then unsatisfiable
% 21.13/5.38  												|-Branch two:
% 21.13/5.38  												| (732)  ~ (all_0_215_215 = e21)
% 21.13/5.38  												| (493) all_0_215_215 = e22
% 21.13/5.38  												|
% 21.13/5.38  													| Equations (493) can reduce 748 to:
% 21.13/5.38  													| (508) $false
% 21.13/5.38  													|
% 21.13/5.38  													|-The branch is then unsatisfiable
% 21.13/5.38  								|-Branch two:
% 21.13/5.38  								| (741)  ~ (all_0_209_209 = e23)
% 21.13/5.38  								| (569) all_0_209_209 = e21
% 21.13/5.38  								|
% 21.13/5.38  									| Equations (569) can reduce 491 to:
% 21.13/5.38  									| (2116)  ~ (all_0_210_210 = e21)
% 21.13/5.38  									|
% 21.13/5.38  									| Simplifying 2116 yields:
% 21.13/5.38  									| (2117)  ~ (all_0_210_210 = e21)
% 21.13/5.38  									|
% 21.13/5.38  									| Equations (569) can reduce 741 to:
% 21.13/5.38  									| (566)  ~ (e23 = e21)
% 21.13/5.38  									|
% 21.13/5.38  									| Simplifying 566 yields:
% 21.13/5.38  									| (386)  ~ (e23 = e21)
% 21.13/5.38  									|
% 21.13/5.38  									| Equations (569) can reduce 337 to:
% 21.13/5.38  									| (655)  ~ (e22 = e21)
% 21.13/5.38  									|
% 21.13/5.38  									| Simplifying 655 yields:
% 21.13/5.38  									| (37)  ~ (e22 = e21)
% 21.13/5.38  									|
% 21.13/5.38  									| From (569) and (181) follows:
% 21.13/5.38  									| (2122) op2(e21, e23) = all_0_57_57
% 21.13/5.38  									|
% 21.13/5.38  									| From (569) and (208) follows:
% 21.13/5.38  									| (2123) op2(e21, e22) = all_0_60_60
% 21.13/5.38  									|
% 21.13/5.38  									| From (569) and (154) follows:
% 21.13/5.38  									| (2124) op2(e22, e21) = all_0_65_65
% 21.13/5.38  									|
% 21.13/5.38  									| From (569) and (43) follows:
% 21.13/5.38  									| (2125) op2(e20, e21) = all_0_69_69
% 21.13/5.38  									|
% 21.13/5.38  									+-Applying beta-rule and splitting (221), into two cases.
% 21.13/5.38  									|-Branch one:
% 21.13/5.38  									| (605) all_0_210_210 = e21
% 21.13/5.38  									|
% 21.13/5.38  										| Equations (605) can reduce 2117 to:
% 21.13/5.38  										| (508) $false
% 21.13/5.38  										|
% 21.13/5.38  										|-The branch is then unsatisfiable
% 21.13/5.38  									|-Branch two:
% 21.13/5.38  									| (2117)  ~ (all_0_210_210 = e21)
% 21.13/5.38  									| (2129) all_0_213_213 = e21 | all_0_216_216 = e21
% 21.13/5.38  									|
% 21.13/5.38  										+-Applying beta-rule and splitting (2129), into two cases.
% 21.13/5.38  										|-Branch one:
% 21.13/5.38  										| (1982) all_0_213_213 = e21
% 21.13/5.38  										|
% 21.13/5.38  											| Combining equations (510,1982) yields a new equation:
% 21.13/5.38  											| (679) e22 = e21
% 21.13/5.38  											|
% 21.13/5.38  											| Simplifying 679 yields:
% 21.13/5.38  											| (584) e22 = e21
% 21.13/5.38  											|
% 21.13/5.38  											| Equations (584) can reduce 37 to:
% 21.13/5.38  											| (508) $false
% 21.13/5.38  											|
% 21.13/5.38  											|-The branch is then unsatisfiable
% 21.13/5.38  										|-Branch two:
% 21.13/5.38  										| (2134)  ~ (all_0_213_213 = e21)
% 21.13/5.38  										| (619) all_0_216_216 = e21
% 21.13/5.38  										|
% 21.13/5.38  											| Equations (619) can reduce 119 to:
% 21.13/5.38  											| (2117)  ~ (all_0_210_210 = e21)
% 21.13/5.38  											|
% 21.13/5.38  											| Equations (619) can reduce 328 to:
% 21.13/5.38  											| (732)  ~ (all_0_215_215 = e21)
% 21.13/5.38  											|
% 21.13/5.38  											| Equations (619) can reduce 137 to:
% 21.13/5.38  											| (387)  ~ (e21 = e20)
% 21.13/5.38  											|
% 21.13/5.38  											+-Applying beta-rule and splitting (235), into two cases.
% 21.13/5.38  											|-Branch one:
% 21.13/5.38  											| (638) all_0_209_209 = e23
% 21.13/5.38  											|
% 21.13/5.38  												| Combining equations (569,638) yields a new equation:
% 21.13/5.38  												| (562) e23 = e21
% 21.13/5.38  												|
% 21.13/5.38  												| Equations (562) can reduce 386 to:
% 21.13/5.38  												| (508) $false
% 21.13/5.38  												|
% 21.13/5.38  												|-The branch is then unsatisfiable
% 21.13/5.38  											|-Branch two:
% 21.13/5.38  											| (741)  ~ (all_0_209_209 = e23)
% 21.13/5.38  											| (525) all_0_210_210 = e23
% 21.13/5.38  											|
% 21.13/5.38  												| Equations (525) can reduce 141 to:
% 21.13/5.38  												| (136)  ~ (e23 = e22)
% 21.13/5.38  												|
% 21.13/5.38  												| Equations (525) can reduce 2117 to:
% 21.13/5.38  												| (386)  ~ (e23 = e21)
% 21.13/5.38  												|
% 21.13/5.38  												| From (525) and (10) follows:
% 21.13/5.38  												| (2146) op2(e23, e20) = e23
% 21.13/5.38  												|
% 21.13/5.38  												+-Applying beta-rule and splitting (418), into two cases.
% 21.13/5.38  												|-Branch one:
% 21.13/5.38  												| (533) all_0_214_214 = e23
% 21.13/5.38  												|
% 21.13/5.38  													| Combining equations (760,533) yields a new equation:
% 21.13/5.38  													| (551) e23 = e22
% 21.13/5.38  													|
% 21.13/5.38  													| Equations (551) can reduce 136 to:
% 21.13/5.38  													| (508) $false
% 21.13/5.38  													|
% 21.13/5.38  													|-The branch is then unsatisfiable
% 21.13/5.38  												|-Branch two:
% 21.13/5.38  												| (617)  ~ (all_0_214_214 = e23)
% 21.13/5.39  												| (618) all_0_215_215 = e23 | all_0_216_216 = e23
% 21.13/5.39  												|
% 21.13/5.39  													| Equations (760) can reduce 617 to:
% 21.13/5.39  													| (2152)  ~ (e23 = e22)
% 21.13/5.39  													|
% 21.13/5.39  													| Simplifying 2152 yields:
% 21.13/5.39  													| (136)  ~ (e23 = e22)
% 21.13/5.39  													|
% 21.13/5.39  													+-Applying beta-rule and splitting (380), into two cases.
% 21.13/5.39  													|-Branch one:
% 21.13/5.39  													| (638) all_0_209_209 = e23
% 21.13/5.39  													|
% 21.13/5.39  														| Combining equations (569,638) yields a new equation:
% 21.13/5.39  														| (562) e23 = e21
% 21.13/5.39  														|
% 21.13/5.39  														| Equations (562) can reduce 386 to:
% 21.13/5.39  														| (508) $false
% 21.13/5.39  														|
% 21.13/5.39  														|-The branch is then unsatisfiable
% 21.13/5.39  													|-Branch two:
% 21.13/5.39  													| (741)  ~ (all_0_209_209 = e23)
% 21.13/5.39  													| (2158) all_0_215_215 = e23 | all_0_218_218 = e23
% 21.13/5.39  													|
% 21.13/5.39  														+-Applying beta-rule and splitting (2158), into two cases.
% 21.13/5.39  														|-Branch one:
% 21.13/5.39  														| (622) all_0_215_215 = e23
% 21.13/5.39  														|
% 21.13/5.39  															| Equations (622) can reduce 732 to:
% 21.13/5.39  															| (386)  ~ (e23 = e21)
% 21.13/5.39  															|
% 21.13/5.39  															| From (622) and (80) follows:
% 21.13/5.39  															| (2161) op2(e23, e20) = all_0_80_80
% 21.13/5.39  															|
% 21.13/5.39  															| From (622) and (156) follows:
% 21.13/5.39  															| (2162) op2(e22, e23) = all_0_83_83
% 21.13/5.39  															|
% 21.13/5.39  															| From (622) and (228) follows:
% 21.13/5.39  															| (2163) op2(e21, e23) = all_0_72_72
% 21.13/5.39  															|
% 21.13/5.39  															| From (622) and (323) follows:
% 21.13/5.39  															| (2164) op2(e21, e22) = e23
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e23, e20, e23, all_0_80_80 and discharging atoms op2(e23, e20) = all_0_80_80, op2(e23, e20) = e23, yields:
% 21.13/5.39  															| (1509) all_0_80_80 = e23
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e22, e23, all_0_83_83, e23 and discharging atoms op2(e22, e23) = all_0_83_83, op2(e22, e23) = e23, yields:
% 21.13/5.39  															| (2166) all_0_83_83 = e23
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e22, e21, all_0_65_65, e21 and discharging atoms op2(e22, e21) = all_0_65_65, op2(e22, e21) = e21, yields:
% 21.13/5.39  															| (2167) all_0_65_65 = e21
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e21, e23, all_0_57_57, e22 and discharging atoms op2(e21, e23) = all_0_57_57, op2(e21, e23) = e22, yields:
% 21.13/5.39  															| (2168) all_0_57_57 = e22
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e21, e23, all_0_72_72, all_0_57_57 and discharging atoms op2(e21, e23) = all_0_57_57, op2(e21, e23) = all_0_72_72, yields:
% 21.13/5.39  															| (2169) all_0_57_57 = all_0_72_72
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e21, e22, e23, all_0_60_60 and discharging atoms op2(e21, e22) = all_0_60_60, op2(e21, e22) = e23, yields:
% 21.13/5.39  															| (1507) all_0_60_60 = e23
% 21.13/5.39  															|
% 21.13/5.39  															| Instantiating formula (148) with e20, e21, all_0_69_69, e23 and discharging atoms op2(e20, e21) = all_0_69_69, op2(e20, e21) = e23, yields:
% 21.13/5.39  															| (1510) all_0_69_69 = e23
% 21.13/5.39  															|
% 21.13/5.39  															| Combining equations (2168,2169) yields a new equation:
% 21.13/5.39  															| (519) all_0_72_72 = e22
% 21.13/5.39  															|
% 21.13/5.39  															| From (1509) and (2161) follows:
% 21.13/5.39  															| (2146) op2(e23, e20) = e23
% 21.13/5.39  															|
% 21.13/5.39  															| From (2166) and (2162) follows:
% 21.13/5.39  															| (667) op2(e22, e23) = e23
% 21.13/5.39  															|
% 21.13/5.39  															| From (2167) and (2124) follows:
% 21.13/5.39  															| (659) op2(e22, e21) = e21
% 21.13/5.39  															|
% 21.13/5.39  															| From (519) and (2163) follows:
% 21.13/5.39  															| (770) op2(e21, e23) = e22
% 21.13/5.39  															|
% 21.13/5.39  															| From (1507) and (2123) follows:
% 21.13/5.39  															| (2164) op2(e21, e22) = e23
% 21.13/5.39  															|
% 21.13/5.39  															| From (1510) and (2125) follows:
% 21.13/5.39  															| (650) op2(e20, e21) = e23
% 21.13/5.39  															|
% 21.13/5.39  															+-Applying beta-rule and splitting (377), into two cases.
% 21.13/5.39  															|-Branch one:
% 21.13/5.39  															| (575) unit2 = e20
% 21.13/5.39  															|
% 21.13/5.39  																| From (575) and (29) follows:
% 21.13/5.39  																| (568) op2(e20, e21) = e21
% 21.13/5.39  																|
% 21.13/5.39  																| Instantiating formula (148) with e20, e21, e21, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e21, yields:
% 21.13/5.39  																| (562) e23 = e21
% 21.13/5.39  																|
% 21.13/5.39  																| Equations (562) can reduce 386 to:
% 21.13/5.39  																| (508) $false
% 21.13/5.39  																|
% 21.13/5.39  																|-The branch is then unsatisfiable
% 21.13/5.39  															|-Branch two:
% 21.13/5.39  															| (579)  ~ (unit2 = e20)
% 21.13/5.39  															| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 21.13/5.39  															|
% 21.13/5.39  																+-Applying beta-rule and splitting (580), into two cases.
% 21.13/5.39  																|-Branch one:
% 21.13/5.39  																| (581) unit2 = e23
% 21.13/5.39  																|
% 21.13/5.39  																	| From (581) and (146) follows:
% 21.13/5.39  																	| (2186) op2(e23, e20) = e20
% 21.13/5.39  																	|
% 21.13/5.39  																	| From (581) and (338) follows:
% 21.13/5.39  																	| (582) op2(e22, e23) = e22
% 21.13/5.39  																	|
% 21.13/5.39  																	| From (581) and (276) follows:
% 21.13/5.39  																	| (1523) op2(e21, e23) = e21
% 21.13/5.39  																	|
% 21.13/5.39  																	| Instantiating formula (148) with e23, e20, e20, e23 and discharging atoms op2(e23, e20) = e23, op2(e23, e20) = e20, yields:
% 21.13/5.39  																	| (688) e23 = e20
% 21.13/5.39  																	|
% 21.13/5.39  																	| Instantiating formula (148) with e22, e23, e22, e23 and discharging atoms op2(e22, e23) = e23, op2(e22, e23) = e22, yields:
% 21.13/5.39  																	| (551) e23 = e22
% 21.13/5.39  																	|
% 21.13/5.39  																	| Instantiating formula (148) with e21, e23, e21, e22 and discharging atoms op2(e21, e23) = e22, op2(e21, e23) = e21, yields:
% 21.13/5.39  																	| (584) e22 = e21
% 21.13/5.39  																	|
% 21.13/5.39  																	| Combining equations (688,551) yields a new equation:
% 21.13/5.39  																	| (585) e22 = e20
% 21.13/5.39  																	|
% 21.13/5.39  																	| Combining equations (585,584) yields a new equation:
% 21.13/5.39  																	| (586) e21 = e20
% 21.13/5.39  																	|
% 21.13/5.39  																	| Equations (586) can reduce 387 to:
% 21.13/5.39  																	| (508) $false
% 21.13/5.39  																	|
% 21.13/5.39  																	|-The branch is then unsatisfiable
% 21.13/5.39  																|-Branch two:
% 21.13/5.39  																| (588)  ~ (unit2 = e23)
% 21.13/5.39  																| (589) unit2 = e22 | unit2 = e21
% 21.13/5.39  																|
% 21.13/5.39  																	+-Applying beta-rule and splitting (589), into two cases.
% 21.13/5.39  																	|-Branch one:
% 21.13/5.39  																	| (590) unit2 = e21
% 21.13/5.39  																	|
% 21.13/5.39  																		| Equations (590) can reduce 579 to:
% 21.13/5.39  																		| (387)  ~ (e21 = e20)
% 21.13/5.39  																		|
% 21.13/5.39  																		| From (590) and (416) follows:
% 21.13/5.39  																		| (499) op2(e21, e22) = e22
% 21.13/5.39  																		|
% 21.13/5.39  																		| From (590) and (338) follows:
% 21.13/5.39  																		| (701) op2(e22, e21) = e22
% 21.13/5.39  																		|
% 21.13/5.39  																		| From (590) and (339) follows:
% 21.13/5.39  																		| (592) op2(e20, e21) = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Instantiating formula (148) with e22, e21, e22, e21 and discharging atoms op2(e22, e21) = e22, op2(e22, e21) = e21, yields:
% 21.13/5.39  																		| (584) e22 = e21
% 21.13/5.39  																		|
% 21.13/5.39  																		| Instantiating formula (148) with e21, e22, e22, e23 and discharging atoms op2(e21, e22) = e23, op2(e21, e22) = e22, yields:
% 21.13/5.39  																		| (551) e23 = e22
% 21.13/5.39  																		|
% 21.13/5.39  																		| Instantiating formula (148) with e20, e21, e20, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e20, yields:
% 21.13/5.39  																		| (688) e23 = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Combining equations (551,688) yields a new equation:
% 21.13/5.39  																		| (691) e22 = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Simplifying 691 yields:
% 21.13/5.39  																		| (585) e22 = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Combining equations (585,584) yields a new equation:
% 21.13/5.39  																		| (586) e21 = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Equations (586) can reduce 387 to:
% 21.13/5.39  																		| (508) $false
% 21.13/5.39  																		|
% 21.13/5.39  																		|-The branch is then unsatisfiable
% 21.13/5.39  																	|-Branch two:
% 21.13/5.39  																	| (595)  ~ (unit2 = e21)
% 21.13/5.39  																	| (596) unit2 = e22
% 21.13/5.39  																	|
% 21.13/5.39  																		| Equations (596) can reduce 579 to:
% 21.13/5.39  																		| (424)  ~ (e22 = e20)
% 21.13/5.39  																		|
% 21.13/5.39  																		| From (596) and (339) follows:
% 21.13/5.39  																		| (1549) op2(e20, e22) = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Instantiating formula (148) with e20, e22, e20, e22 and discharging atoms op2(e20, e22) = e22, op2(e20, e22) = e20, yields:
% 21.13/5.39  																		| (585) e22 = e20
% 21.13/5.39  																		|
% 21.13/5.39  																		| Equations (585) can reduce 424 to:
% 21.13/5.39  																		| (508) $false
% 21.13/5.39  																		|
% 21.13/5.39  																		|-The branch is then unsatisfiable
% 21.13/5.39  														|-Branch two:
% 21.13/5.39  														| (625)  ~ (all_0_215_215 = e23)
% 21.13/5.39  														| (555) all_0_218_218 = e23
% 21.13/5.39  														|
% 21.13/5.39  															| Combining equations (739,555) yields a new equation:
% 21.13/5.39  															| (551) e23 = e22
% 21.13/5.39  															|
% 21.13/5.39  															| Equations (551) can reduce 136 to:
% 21.13/5.39  															| (508) $false
% 21.13/5.39  															|
% 21.13/5.39  															|-The branch is then unsatisfiable
% 21.13/5.39  							|-Branch two:
% 21.13/5.39  							| (534)  ~ (all_0_211_211 = e23)
% 21.13/5.39  							| (538) all_0_211_211 = e22 | all_0_211_211 = e21
% 21.13/5.39  							|
% 21.13/5.39  								+-Applying beta-rule and splitting (352), into two cases.
% 21.13/5.39  								|-Branch one:
% 21.13/5.39  								| (1288) all_0_217_217 = e21
% 21.13/5.39  								|
% 21.13/5.39  									| Equations (1288) can reduce 397 to:
% 21.13/5.39  									| (614)  ~ (all_0_211_211 = e21)
% 21.13/5.39  									|
% 21.13/5.39  									+-Applying beta-rule and splitting (538), into two cases.
% 21.13/5.39  									|-Branch one:
% 21.13/5.39  									| (539) all_0_211_211 = e21
% 21.13/5.39  									|
% 21.13/5.39  										| Equations (539) can reduce 614 to:
% 21.13/5.39  										| (508) $false
% 21.13/5.39  										|
% 21.13/5.39  										|-The branch is then unsatisfiable
% 21.13/5.39  									|-Branch two:
% 21.13/5.39  									| (614)  ~ (all_0_211_211 = e21)
% 21.13/5.39  									| (507) all_0_211_211 = e22
% 21.13/5.39  									|
% 21.13/5.39  										| Equations (507) can reduce 502 to:
% 21.13/5.39  										| (508) $false
% 21.13/5.39  										|
% 21.13/5.39  										|-The branch is then unsatisfiable
% 21.13/5.39  								|-Branch two:
% 21.13/5.39  								| (1282)  ~ (all_0_217_217 = e21)
% 21.13/5.39  								| (1291) all_0_218_218 = e21 | all_0_219_219 = e21
% 21.13/5.39  								|
% 21.13/5.39  									+-Applying beta-rule and splitting (1291), into two cases.
% 21.13/5.39  									|-Branch one:
% 21.13/5.39  									| (645) all_0_218_218 = e21
% 21.13/5.39  									|
% 21.13/5.39  										| Combining equations (645,739) yields a new equation:
% 21.13/5.39  										| (584) e22 = e21
% 21.13/5.39  										|
% 21.13/5.39  										| Equations (584) can reduce 37 to:
% 21.13/5.39  										| (508) $false
% 21.13/5.39  										|
% 21.13/5.39  										|-The branch is then unsatisfiable
% 21.13/5.39  									|-Branch two:
% 21.13/5.39  									| (738)  ~ (all_0_218_218 = e21)
% 21.13/5.39  									| (565) all_0_219_219 = e21
% 21.13/5.39  									|
% 21.13/5.39  										| Combining equations (565,609) yields a new equation:
% 21.13/5.39  										| (562) e23 = e21
% 21.13/5.39  										|
% 21.13/5.39  										| Equations (562) can reduce 386 to:
% 21.13/5.39  										| (508) $false
% 21.13/5.39  										|
% 21.13/5.39  										|-The branch is then unsatisfiable
% 21.13/5.39  				|-Branch two:
% 21.13/5.39  				| (783)  ~ (all_0_223_223 = e13)
% 21.13/5.39  				| (788) all_0_223_223 = e11
% 21.13/5.39  				|
% 21.13/5.39  					| Equations (788) can reduce 1258 to:
% 21.13/5.39  					| (508) $false
% 21.13/5.39  					|
% 21.13/5.39  					|-The branch is then unsatisfiable
% 21.13/5.40  		|-Branch two:
% 21.13/5.40  		| (503)  ~ (all_0_214_214 = e22)
% 21.13/5.40  		| (2241) all_0_215_215 = e22 | all_0_216_216 = e22
% 21.13/5.40  		|
% 21.13/5.40  			+-Applying beta-rule and splitting (2241), into two cases.
% 21.13/5.40  			|-Branch one:
% 21.13/5.40  			| (493) all_0_215_215 = e22
% 21.13/5.40  			|
% 21.13/5.40  				| Equations (493) can reduce 748 to:
% 21.13/5.40  				| (508) $false
% 21.13/5.40  				|
% 21.13/5.40  				|-The branch is then unsatisfiable
% 21.13/5.40  			|-Branch two:
% 21.13/5.40  			| (748)  ~ (all_0_215_215 = e22)
% 21.13/5.40  			| (630) all_0_216_216 = e22
% 21.13/5.40  			|
% 21.13/5.40  				| Equations (630) can reduce 515 to:
% 21.13/5.40  				| (508) $false
% 21.13/5.40  				|
% 21.13/5.40  				|-The branch is then unsatisfiable
% 21.13/5.40  	|-Branch two:
% 21.13/5.40  	| (2247)  ~ (all_0_213_213 = e22)
% 21.13/5.40  	| (630) all_0_216_216 = e22
% 21.13/5.40  	|
% 21.13/5.40  		| Equations (630) can reduce 119 to:
% 21.13/5.40  		| (141)  ~ (all_0_210_210 = e22)
% 21.13/5.40  		|
% 21.13/5.40  		| Equations (630) can reduce 378 to:
% 21.13/5.40  		| (2247)  ~ (all_0_213_213 = e22)
% 21.13/5.40  		|
% 21.13/5.40  		| Equations (630) can reduce 328 to:
% 21.13/5.40  		| (748)  ~ (all_0_215_215 = e22)
% 21.13/5.40  		|
% 21.13/5.40  		| From (630) and (176) follows:
% 21.13/5.40  		| (2252) op2(e21, e20) = e22
% 21.13/5.40  		|
% 21.13/5.40  		+-Applying beta-rule and splitting (381), into two cases.
% 21.13/5.40  		|-Branch one:
% 21.13/5.40  		| (507) all_0_211_211 = e22
% 21.13/5.40  		|
% 21.13/5.40  			| Equations (507) can reduce 105 to:
% 21.13/5.40  			| (2254)  ~ (all_0_212_212 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Simplifying 2254 yields:
% 21.13/5.40  			| (222)  ~ (all_0_212_212 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Equations (507) can reduce 217 to:
% 21.13/5.40  			| (2256)  ~ (all_0_213_213 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Simplifying 2256 yields:
% 21.13/5.40  			| (2247)  ~ (all_0_213_213 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Equations (507) can reduce 79 to:
% 21.13/5.40  			| (2258)  ~ (all_0_214_214 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Simplifying 2258 yields:
% 21.13/5.40  			| (503)  ~ (all_0_214_214 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Equations (507) can reduce 397 to:
% 21.13/5.40  			| (2260)  ~ (all_0_217_217 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| Simplifying 2260 yields:
% 21.13/5.40  			| (745)  ~ (all_0_217_217 = e22)
% 21.13/5.40  			|
% 21.13/5.40  			| From (507) and (5) follows:
% 21.13/5.40  			| (2262) op2(e22, e23) = all_0_6_6
% 21.13/5.40  			|
% 21.13/5.40  			| From (507) and (232) follows:
% 21.13/5.40  			| (2263) op2(e22, e20) = all_0_8_8
% 21.13/5.40  			|
% 21.13/5.40  			| From (507) and (234) follows:
% 21.13/5.40  			| (582) op2(e22, e23) = e22
% 21.13/5.40  			|
% 21.13/5.40  			| From (507) and (318) follows:
% 21.13/5.40  			| (2265) op2(e20, e22) = all_0_15_15
% 21.13/5.40  			|
% 21.13/5.40  			| Instantiating formula (148) with e22, e23, e22, all_0_6_6 and discharging atoms op2(e22, e23) = all_0_6_6, op2(e22, e23) = e22, yields:
% 21.13/5.40  			| (1304) all_0_6_6 = e22
% 21.13/5.40  			|
% 21.13/5.40  			| Instantiating formula (148) with e22, e20, all_0_8_8, all_0_213_213 and discharging atoms op2(e22, e20) = all_0_8_8, op2(e22, e20) = all_0_213_213, yields:
% 21.13/5.40  			| (2267) all_0_8_8 = all_0_213_213
% 21.13/5.40  			|
% 21.13/5.40  			| Instantiating formula (148) with e20, e22, all_0_15_15, e22 and discharging atoms op2(e20, e22) = all_0_15_15, op2(e20, e22) = e22, yields:
% 21.13/5.40  			| (2268) all_0_15_15 = e22
% 21.13/5.40  			|
% 21.13/5.40  			| From (1304) and (2262) follows:
% 21.13/5.40  			| (582) op2(e22, e23) = e22
% 21.13/5.40  			|
% 21.13/5.40  			| From (2267) and (2263) follows:
% 21.13/5.40  			| (7) op2(e22, e20) = all_0_213_213
% 21.13/5.40  			|
% 21.13/5.40  			| From (2268) and (2265) follows:
% 21.13/5.40  			| (576) op2(e20, e22) = e22
% 21.13/5.40  			|
% 21.13/5.40  			+-Applying beta-rule and splitting (313), into two cases.
% 21.13/5.40  			|-Branch one:
% 21.13/5.40  			| (543) all_0_212_212 = e23
% 21.13/5.40  			|
% 21.13/5.40  				| Equations (543) can reduce 478 to:
% 21.13/5.40  				| (2273)  ~ (all_0_213_213 = e23)
% 21.13/5.40  				|
% 21.13/5.40  				| Simplifying 2273 yields:
% 21.13/5.40  				| (1496)  ~ (all_0_213_213 = e23)
% 21.13/5.40  				|
% 21.13/5.40  				+-Applying beta-rule and splitting (452), into two cases.
% 21.13/5.40  				|-Branch one:
% 21.13/5.40  				| (525) all_0_210_210 = e23
% 21.13/5.40  				|
% 21.13/5.40  					| Equations (525) can reduce 491 to:
% 21.13/5.40  					| (741)  ~ (all_0_209_209 = e23)
% 21.13/5.40  					|
% 21.13/5.40  					| Equations (525) can reduce 12 to:
% 21.13/5.40  					| (2273)  ~ (all_0_213_213 = e23)
% 21.13/5.40  					|
% 21.13/5.40  					| Simplifying 2273 yields:
% 21.13/5.40  					| (1496)  ~ (all_0_213_213 = e23)
% 21.13/5.40  					|
% 21.13/5.40  					+-Applying beta-rule and splitting (11), into two cases.
% 21.13/5.40  					|-Branch one:
% 21.13/5.40  					| (638) all_0_209_209 = e23
% 21.13/5.40  					|
% 21.13/5.40  						| Equations (638) can reduce 741 to:
% 21.13/5.40  						| (508) $false
% 21.13/5.40  						|
% 21.13/5.40  						|-The branch is then unsatisfiable
% 21.13/5.40  					|-Branch two:
% 21.13/5.40  					| (741)  ~ (all_0_209_209 = e23)
% 21.13/5.40  					| (569) all_0_209_209 = e21
% 21.13/5.40  					|
% 21.13/5.40  						| Equations (569) can reduce 269 to:
% 21.13/5.40  						| (1558)  ~ (all_0_215_215 = e21)
% 21.13/5.40  						|
% 21.13/5.40  						| Simplifying 1558 yields:
% 21.13/5.40  						| (732)  ~ (all_0_215_215 = e21)
% 21.13/5.40  						|
% 21.13/5.40  						| Equations (569) can reduce 741 to:
% 21.13/5.40  						| (566)  ~ (e23 = e21)
% 21.13/5.40  						|
% 21.13/5.40  						| Simplifying 566 yields:
% 21.13/5.40  						| (386)  ~ (e23 = e21)
% 21.13/5.40  						|
% 21.13/5.40  						| From (569) and (181) follows:
% 21.13/5.40  						| (2122) op2(e21, e23) = all_0_57_57
% 21.13/5.40  						|
% 21.13/5.40  						| From (569) and (208) follows:
% 21.13/5.40  						| (2123) op2(e21, e22) = all_0_60_60
% 21.13/5.40  						|
% 21.13/5.40  						| From (569) and (447) follows:
% 21.13/5.40  						| (2289) op2(e21, e20) = all_0_62_62
% 21.13/5.40  						|
% 21.13/5.40  						| From (569) and (469) follows:
% 21.13/5.40  						| (2290) op2(e23, e21) = all_0_54_54
% 21.13/5.40  						|
% 21.13/5.40  						+-Applying beta-rule and splitting (22), into two cases.
% 21.13/5.40  						|-Branch one:
% 21.13/5.40  						| (560) all_0_212_212 = e21
% 21.13/5.40  						|
% 21.13/5.40  							| Combining equations (543,560) yields a new equation:
% 21.13/5.40  							| (561) e23 = e21
% 21.13/5.40  							|
% 21.13/5.40  							| Simplifying 561 yields:
% 21.13/5.40  							| (562) e23 = e21
% 21.13/5.40  							|
% 21.13/5.40  							| Equations (562) can reduce 386 to:
% 21.13/5.40  							| (508) $false
% 21.13/5.40  							|
% 21.13/5.40  							|-The branch is then unsatisfiable
% 21.13/5.40  						|-Branch two:
% 21.13/5.40  						| (541)  ~ (all_0_212_212 = e21)
% 21.13/5.40  						| (565) all_0_219_219 = e21
% 21.13/5.40  						|
% 21.13/5.40  							| Equations (565) can reduce 368 to:
% 21.13/5.40  							| (1282)  ~ (all_0_217_217 = e21)
% 21.13/5.40  							|
% 21.13/5.40  							| Equations (565) can reduce 261 to:
% 21.13/5.40  							| (655)  ~ (e22 = e21)
% 21.13/5.40  							|
% 21.13/5.40  							| Simplifying 655 yields:
% 21.13/5.40  							| (37)  ~ (e22 = e21)
% 21.13/5.40  							|
% 21.13/5.40  							+-Applying beta-rule and splitting (394), into two cases.
% 21.13/5.40  							|-Branch one:
% 21.13/5.40  							| (550) all_0_217_217 = e23
% 21.13/5.40  							|
% 21.13/5.40  								| Equations (550) can reduce 463 to:
% 21.13/5.40  								| (617)  ~ (all_0_214_214 = e23)
% 21.13/5.40  								|
% 21.13/5.40  								| Equations (550) can reduce 745 to:
% 21.13/5.40  								| (136)  ~ (e23 = e22)
% 21.13/5.40  								|
% 21.13/5.40  								| Equations (550) can reduce 1282 to:
% 21.13/5.40  								| (386)  ~ (e23 = e21)
% 21.13/5.40  								|
% 21.13/5.40  								+-Applying beta-rule and splitting (361), into two cases.
% 21.13/5.40  								|-Branch one:
% 21.13/5.40  								| (661) all_0_214_214 = e21
% 21.13/5.40  								|
% 21.13/5.40  									| Equations (661) can reduce 617 to:
% 21.13/5.40  									| (566)  ~ (e23 = e21)
% 21.13/5.40  									|
% 21.13/5.40  									| Simplifying 566 yields:
% 21.13/5.40  									| (386)  ~ (e23 = e21)
% 21.13/5.40  									|
% 21.13/5.40  									| Equations (661) can reduce 503 to:
% 21.13/5.40  									| (655)  ~ (e22 = e21)
% 21.13/5.40  									|
% 21.13/5.40  									| Simplifying 655 yields:
% 21.13/5.40  									| (37)  ~ (e22 = e21)
% 21.13/5.40  									|
% 21.13/5.40  									| From (661) and (238) follows:
% 21.13/5.40  									| (1523) op2(e21, e23) = e21
% 21.13/5.40  									|
% 21.13/5.40  									+-Applying beta-rule and splitting (221), into two cases.
% 21.13/5.40  									|-Branch one:
% 21.13/5.40  									| (605) all_0_210_210 = e21
% 21.13/5.40  									|
% 21.13/5.40  										| Combining equations (525,605) yields a new equation:
% 21.13/5.40  										| (561) e23 = e21
% 21.13/5.40  										|
% 21.13/5.40  										| Simplifying 561 yields:
% 21.13/5.40  										| (562) e23 = e21
% 21.13/5.40  										|
% 21.13/5.40  										| Equations (562) can reduce 386 to:
% 21.13/5.40  										| (508) $false
% 21.13/5.40  										|
% 21.13/5.40  										|-The branch is then unsatisfiable
% 21.13/5.40  									|-Branch two:
% 21.13/5.40  									| (2117)  ~ (all_0_210_210 = e21)
% 21.13/5.40  									| (2129) all_0_213_213 = e21 | all_0_216_216 = e21
% 21.13/5.40  									|
% 21.13/5.40  										+-Applying beta-rule and splitting (2129), into two cases.
% 21.13/5.40  										|-Branch one:
% 21.13/5.40  										| (1982) all_0_213_213 = e21
% 21.13/5.40  										|
% 21.13/5.40  											| Equations (1982) can reduce 1496 to:
% 21.13/5.40  											| (566)  ~ (e23 = e21)
% 21.13/5.40  											|
% 21.13/5.40  											| Simplifying 566 yields:
% 21.13/5.40  											| (386)  ~ (e23 = e21)
% 21.13/5.40  											|
% 21.13/5.40  											| Equations (1982) can reduce 2247 to:
% 21.13/5.40  											| (655)  ~ (e22 = e21)
% 21.13/5.40  											|
% 21.13/5.40  											| Simplifying 655 yields:
% 21.13/5.40  											| (37)  ~ (e22 = e21)
% 21.13/5.40  											|
% 21.13/5.40  											| Equations (1982) can reduce 254 to:
% 21.13/5.40  											| (387)  ~ (e21 = e20)
% 21.13/5.40  											|
% 21.13/5.40  											+-Applying beta-rule and splitting (418), into two cases.
% 21.13/5.40  											|-Branch one:
% 21.13/5.40  											| (533) all_0_214_214 = e23
% 21.13/5.40  											|
% 21.13/5.40  												| Combining equations (661,533) yields a new equation:
% 21.13/5.40  												| (562) e23 = e21
% 21.13/5.40  												|
% 21.13/5.40  												| Equations (562) can reduce 386 to:
% 21.13/5.40  												| (508) $false
% 21.13/5.40  												|
% 21.13/5.40  												|-The branch is then unsatisfiable
% 21.13/5.40  											|-Branch two:
% 21.13/5.40  											| (617)  ~ (all_0_214_214 = e23)
% 21.13/5.40  											| (618) all_0_215_215 = e23 | all_0_216_216 = e23
% 21.13/5.40  											|
% 21.13/5.40  												+-Applying beta-rule and splitting (618), into two cases.
% 21.13/5.40  												|-Branch one:
% 21.13/5.40  												| (622) all_0_215_215 = e23
% 21.13/5.40  												|
% 21.13/5.40  													| From (622) and (323) follows:
% 21.13/5.40  													| (2164) op2(e21, e22) = e23
% 21.13/5.40  													|
% 21.13/5.40  													| Instantiating formula (148) with e23, e21, all_0_54_54, e22 and discharging atoms op2(e23, e21) = all_0_54_54, op2(e23, e21) = e22, yields:
% 21.13/5.40  													| (2329) all_0_54_54 = e22
% 21.13/5.41  													|
% 21.13/5.41  													| Instantiating formula (148) with e21, e23, e21, all_0_57_57 and discharging atoms op2(e21, e23) = all_0_57_57, op2(e21, e23) = e21, yields:
% 21.13/5.41  													| (2330) all_0_57_57 = e21
% 21.13/5.41  													|
% 21.13/5.41  													| Instantiating formula (148) with e21, e22, e23, all_0_60_60 and discharging atoms op2(e21, e22) = all_0_60_60, op2(e21, e22) = e23, yields:
% 21.13/5.41  													| (1507) all_0_60_60 = e23
% 21.13/5.41  													|
% 21.13/5.41  													| Instantiating formula (148) with e21, e20, all_0_62_62, e22 and discharging atoms op2(e21, e20) = all_0_62_62, op2(e21, e20) = e22, yields:
% 21.13/5.41  													| (2332) all_0_62_62 = e22
% 21.13/5.41  													|
% 21.13/5.41  													| From (2329) and (2290) follows:
% 21.13/5.41  													| (226) op2(e23, e21) = e22
% 21.13/5.41  													|
% 21.13/5.41  													| From (2330) and (2122) follows:
% 21.13/5.41  													| (1523) op2(e21, e23) = e21
% 21.13/5.41  													|
% 21.13/5.41  													| From (1507) and (2123) follows:
% 21.13/5.41  													| (2164) op2(e21, e22) = e23
% 21.13/5.41  													|
% 21.13/5.41  													| From (2332) and (2289) follows:
% 21.13/5.41  													| (2252) op2(e21, e20) = e22
% 21.13/5.41  													|
% 21.13/5.41  													+-Applying beta-rule and splitting (377), into two cases.
% 21.13/5.41  													|-Branch one:
% 21.13/5.41  													| (575) unit2 = e20
% 21.13/5.41  													|
% 21.13/5.41  														| From (575) and (276) follows:
% 21.13/5.41  														| (1516) op2(e21, e20) = e21
% 21.13/5.41  														|
% 21.13/5.41  														| Instantiating formula (148) with e21, e20, e21, e22 and discharging atoms op2(e21, e20) = e22, op2(e21, e20) = e21, yields:
% 21.13/5.41  														| (584) e22 = e21
% 21.13/5.41  														|
% 21.13/5.41  														| Equations (584) can reduce 37 to:
% 21.13/5.41  														| (508) $false
% 21.13/5.41  														|
% 21.13/5.41  														|-The branch is then unsatisfiable
% 21.13/5.41  													|-Branch two:
% 21.13/5.41  													| (579)  ~ (unit2 = e20)
% 21.13/5.41  													| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 21.13/5.41  													|
% 21.13/5.41  														+-Applying beta-rule and splitting (580), into two cases.
% 21.13/5.41  														|-Branch one:
% 21.13/5.41  														| (581) unit2 = e23
% 21.13/5.41  														|
% 21.13/5.41  															| From (581) and (29) follows:
% 21.13/5.41  															| (685) op2(e23, e21) = e21
% 21.13/5.41  															|
% 21.13/5.41  															| Instantiating formula (148) with e23, e21, e21, e22 and discharging atoms op2(e23, e21) = e22, op2(e23, e21) = e21, yields:
% 21.13/5.41  															| (584) e22 = e21
% 21.13/5.41  															|
% 21.13/5.41  															| Equations (584) can reduce 37 to:
% 21.13/5.41  															| (508) $false
% 21.13/5.41  															|
% 21.13/5.41  															|-The branch is then unsatisfiable
% 21.13/5.41  														|-Branch two:
% 21.13/5.41  														| (588)  ~ (unit2 = e23)
% 21.13/5.41  														| (589) unit2 = e22 | unit2 = e21
% 21.13/5.41  														|
% 21.13/5.41  															+-Applying beta-rule and splitting (589), into two cases.
% 21.13/5.41  															|-Branch one:
% 21.13/5.41  															| (590) unit2 = e21
% 21.13/5.41  															|
% 21.13/5.41  																| Equations (590) can reduce 579 to:
% 21.13/5.41  																| (387)  ~ (e21 = e20)
% 21.13/5.41  																|
% 21.13/5.41  																| From (590) and (116) follows:
% 21.13/5.41  																| (1536) op2(e21, e23) = e23
% 21.13/5.41  																|
% 21.13/5.41  																| From (590) and (416) follows:
% 21.13/5.41  																| (499) op2(e21, e22) = e22
% 21.13/5.41  																|
% 21.13/5.41  																| From (590) and (146) follows:
% 21.13/5.41  																| (1538) op2(e21, e20) = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Instantiating formula (148) with e21, e23, e23, e21 and discharging atoms op2(e21, e23) = e23, op2(e21, e23) = e21, yields:
% 21.13/5.41  																| (562) e23 = e21
% 21.13/5.41  																|
% 21.13/5.41  																| Instantiating formula (148) with e21, e22, e22, e23 and discharging atoms op2(e21, e22) = e23, op2(e21, e22) = e22, yields:
% 21.13/5.41  																| (551) e23 = e22
% 21.13/5.41  																|
% 21.13/5.41  																| Instantiating formula (148) with e21, e20, e20, e22 and discharging atoms op2(e21, e20) = e22, op2(e21, e20) = e20, yields:
% 21.13/5.41  																| (585) e22 = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Combining equations (562,551) yields a new equation:
% 21.13/5.41  																| (584) e22 = e21
% 21.13/5.41  																|
% 21.13/5.41  																| Combining equations (584,585) yields a new equation:
% 21.13/5.41  																| (601) e21 = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Simplifying 601 yields:
% 21.13/5.41  																| (586) e21 = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Equations (586) can reduce 387 to:
% 21.13/5.41  																| (508) $false
% 21.13/5.41  																|
% 21.13/5.41  																|-The branch is then unsatisfiable
% 21.13/5.41  															|-Branch two:
% 21.13/5.41  															| (595)  ~ (unit2 = e21)
% 21.13/5.41  															| (596) unit2 = e22
% 21.13/5.41  															|
% 21.13/5.41  																| From (596) and (116) follows:
% 21.13/5.41  																| (667) op2(e22, e23) = e23
% 21.13/5.41  																|
% 21.13/5.41  																| From (596) and (276) follows:
% 21.13/5.41  																| (598) op2(e21, e22) = e21
% 21.13/5.41  																|
% 21.13/5.41  																| From (596) and (339) follows:
% 21.13/5.41  																| (1549) op2(e20, e22) = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Instantiating formula (148) with e22, e23, e23, e22 and discharging atoms op2(e22, e23) = e23, op2(e22, e23) = e22, yields:
% 21.13/5.41  																| (551) e23 = e22
% 21.13/5.41  																|
% 21.13/5.41  																| Instantiating formula (148) with e21, e22, e21, e23 and discharging atoms op2(e21, e22) = e23, op2(e21, e22) = e21, yields:
% 21.13/5.41  																| (562) e23 = e21
% 21.13/5.41  																|
% 21.13/5.41  																| Instantiating formula (148) with e20, e22, e20, e22 and discharging atoms op2(e20, e22) = e22, op2(e20, e22) = e20, yields:
% 21.13/5.41  																| (585) e22 = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Combining equations (551,562) yields a new equation:
% 21.13/5.41  																| (679) e22 = e21
% 21.13/5.41  																|
% 21.13/5.41  																| Simplifying 679 yields:
% 21.13/5.41  																| (584) e22 = e21
% 21.13/5.41  																|
% 21.13/5.41  																| Combining equations (584,585) yields a new equation:
% 21.13/5.41  																| (601) e21 = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Simplifying 601 yields:
% 21.13/5.41  																| (586) e21 = e20
% 21.13/5.41  																|
% 21.13/5.41  																| Equations (586) can reduce 387 to:
% 21.13/5.41  																| (508) $false
% 21.13/5.41  																|
% 21.13/5.41  																|-The branch is then unsatisfiable
% 21.13/5.41  												|-Branch two:
% 21.13/5.41  												| (625)  ~ (all_0_215_215 = e23)
% 21.13/5.41  												| (529) all_0_216_216 = e23
% 21.13/5.41  												|
% 21.13/5.41  													| Combining equations (529,630) yields a new equation:
% 21.13/5.41  													| (1493) e23 = e22
% 21.13/5.41  													|
% 21.13/5.41  													| Simplifying 1493 yields:
% 21.13/5.41  													| (551) e23 = e22
% 21.13/5.41  													|
% 21.13/5.41  													| Equations (551) can reduce 136 to:
% 21.13/5.41  													| (508) $false
% 21.13/5.41  													|
% 21.13/5.41  													|-The branch is then unsatisfiable
% 21.13/5.41  										|-Branch two:
% 21.13/5.41  										| (2134)  ~ (all_0_213_213 = e21)
% 21.13/5.41  										| (619) all_0_216_216 = e21
% 21.13/5.41  										|
% 21.13/5.41  											| Combining equations (630,619) yields a new equation:
% 21.13/5.41  											| (679) e22 = e21
% 21.13/5.41  											|
% 21.13/5.41  											| Simplifying 679 yields:
% 21.13/5.41  											| (584) e22 = e21
% 21.13/5.41  											|
% 21.13/5.41  											| Equations (584) can reduce 37 to:
% 21.13/5.41  											| (508) $false
% 21.13/5.41  											|
% 21.13/5.41  											|-The branch is then unsatisfiable
% 21.13/5.41  								|-Branch two:
% 21.13/5.41  								| (726)  ~ (all_0_214_214 = e21)
% 21.13/5.41  								| (727) all_0_215_215 = e21 | all_0_216_216 = e21
% 21.13/5.41  								|
% 21.13/5.41  									+-Applying beta-rule and splitting (171), into two cases.
% 21.13/5.41  									|-Branch one:
% 21.13/5.41  									| (622) all_0_215_215 = e23
% 21.13/5.41  									|
% 21.13/5.41  										| Equations (622) can reduce 732 to:
% 21.13/5.41  										| (386)  ~ (e23 = e21)
% 21.13/5.41  										|
% 21.13/5.41  										+-Applying beta-rule and splitting (727), into two cases.
% 21.13/5.41  										|-Branch one:
% 21.13/5.41  										| (728) all_0_215_215 = e21
% 21.13/5.41  										|
% 21.13/5.41  											| Combining equations (622,728) yields a new equation:
% 21.13/5.41  											| (561) e23 = e21
% 21.13/5.41  											|
% 21.13/5.41  											| Simplifying 561 yields:
% 21.13/5.41  											| (562) e23 = e21
% 21.13/5.41  											|
% 21.13/5.41  											| Equations (562) can reduce 386 to:
% 21.13/5.41  											| (508) $false
% 21.13/5.41  											|
% 21.13/5.41  											|-The branch is then unsatisfiable
% 21.13/5.41  										|-Branch two:
% 21.13/5.41  										| (732)  ~ (all_0_215_215 = e21)
% 21.13/5.41  										| (619) all_0_216_216 = e21
% 21.13/5.41  										|
% 21.13/5.41  											| Combining equations (630,619) yields a new equation:
% 21.13/5.41  											| (679) e22 = e21
% 21.13/5.41  											|
% 21.13/5.41  											| Simplifying 679 yields:
% 21.13/5.41  											| (584) e22 = e21
% 21.13/5.41  											|
% 21.13/5.41  											| Equations (584) can reduce 37 to:
% 21.13/5.41  											| (508) $false
% 21.13/5.41  											|
% 21.13/5.41  											|-The branch is then unsatisfiable
% 21.13/5.41  									|-Branch two:
% 21.13/5.41  									| (625)  ~ (all_0_215_215 = e23)
% 21.13/5.41  									| (1486) all_0_215_215 = e22 | all_0_215_215 = e21
% 21.13/5.41  									|
% 21.13/5.41  										+-Applying beta-rule and splitting (380), into two cases.
% 21.13/5.41  										|-Branch one:
% 21.13/5.41  										| (638) all_0_209_209 = e23
% 21.13/5.41  										|
% 21.13/5.41  											| Combining equations (638,569) yields a new equation:
% 21.13/5.41  											| (561) e23 = e21
% 21.31/5.41  											|
% 21.31/5.41  											| Simplifying 561 yields:
% 21.31/5.41  											| (562) e23 = e21
% 21.31/5.41  											|
% 21.31/5.41  											| Equations (562) can reduce 386 to:
% 21.31/5.41  											| (508) $false
% 21.31/5.41  											|
% 21.31/5.41  											|-The branch is then unsatisfiable
% 21.31/5.41  										|-Branch two:
% 21.31/5.41  										| (741)  ~ (all_0_209_209 = e23)
% 21.31/5.41  										| (2158) all_0_215_215 = e23 | all_0_218_218 = e23
% 21.31/5.41  										|
% 21.31/5.41  											+-Applying beta-rule and splitting (2158), into two cases.
% 21.31/5.41  											|-Branch one:
% 21.31/5.41  											| (622) all_0_215_215 = e23
% 21.31/5.41  											|
% 21.31/5.41  												| Equations (622) can reduce 625 to:
% 21.31/5.41  												| (508) $false
% 21.31/5.41  												|
% 21.31/5.41  												|-The branch is then unsatisfiable
% 21.31/5.41  											|-Branch two:
% 21.31/5.41  											| (625)  ~ (all_0_215_215 = e23)
% 21.31/5.41  											| (555) all_0_218_218 = e23
% 21.31/5.41  											|
% 21.31/5.41  												| Combining equations (739,555) yields a new equation:
% 21.31/5.41  												| (551) e23 = e22
% 21.31/5.41  												|
% 21.31/5.41  												| Equations (551) can reduce 136 to:
% 21.31/5.41  												| (508) $false
% 21.31/5.41  												|
% 21.31/5.41  												|-The branch is then unsatisfiable
% 21.31/5.41  							|-Branch two:
% 21.31/5.41  							| (553)  ~ (all_0_217_217 = e23)
% 21.31/5.41  							| (2412) all_0_217_217 = e22 | all_0_217_217 = e21
% 21.31/5.41  							|
% 21.31/5.41  								+-Applying beta-rule and splitting (2412), into two cases.
% 21.31/5.41  								|-Branch one:
% 21.31/5.41  								| (1288) all_0_217_217 = e21
% 21.31/5.41  								|
% 21.31/5.41  									| Equations (1288) can reduce 1282 to:
% 21.31/5.41  									| (508) $false
% 21.31/5.41  									|
% 21.31/5.41  									|-The branch is then unsatisfiable
% 21.31/5.41  								|-Branch two:
% 21.31/5.41  								| (1282)  ~ (all_0_217_217 = e21)
% 21.31/5.41  								| (501) all_0_217_217 = e22
% 21.31/5.41  								|
% 21.31/5.41  									| Equations (501) can reduce 745 to:
% 21.31/5.41  									| (508) $false
% 21.31/5.41  									|
% 21.31/5.41  									|-The branch is then unsatisfiable
% 21.31/5.41  				|-Branch two:
% 21.31/5.41  				| (632)  ~ (all_0_210_210 = e23)
% 21.31/5.41  				| (1491) all_0_213_213 = e23 | all_0_216_216 = e23
% 21.31/5.41  				|
% 21.31/5.41  					+-Applying beta-rule and splitting (67), into two cases.
% 21.31/5.41  					|-Branch one:
% 21.31/5.41  					| (525) all_0_210_210 = e23
% 21.31/5.41  					|
% 21.31/5.41  						| Equations (525) can reduce 632 to:
% 21.31/5.41  						| (508) $false
% 21.31/5.41  						|
% 21.31/5.41  						|-The branch is then unsatisfiable
% 21.31/5.41  					|-Branch two:
% 21.31/5.41  					| (632)  ~ (all_0_210_210 = e23)
% 21.31/5.41  					| (605) all_0_210_210 = e21
% 21.31/5.41  					|
% 21.31/5.41  						| Equations (605) can reduce 491 to:
% 21.31/5.41  						| (604)  ~ (all_0_209_209 = e21)
% 21.31/5.41  						|
% 21.31/5.41  						+-Applying beta-rule and splitting (11), into two cases.
% 21.31/5.41  						|-Branch one:
% 21.31/5.41  						| (638) all_0_209_209 = e23
% 21.31/5.41  						|
% 21.31/5.41  							| Equations (638) can reduce 337 to:
% 21.31/5.41  							| (136)  ~ (e23 = e22)
% 21.31/5.41  							|
% 21.31/5.41  							+-Applying beta-rule and splitting (1491), into two cases.
% 21.31/5.41  							|-Branch one:
% 21.31/5.41  							| (1492) all_0_213_213 = e23
% 21.31/5.41  							|
% 21.31/5.41  								| Equations (1492) can reduce 1496 to:
% 21.31/5.41  								| (508) $false
% 21.31/5.41  								|
% 21.31/5.41  								|-The branch is then unsatisfiable
% 21.31/5.41  							|-Branch two:
% 21.31/5.41  							| (1496)  ~ (all_0_213_213 = e23)
% 21.31/5.41  							| (529) all_0_216_216 = e23
% 21.31/5.41  							|
% 21.31/5.41  								| Combining equations (630,529) yields a new equation:
% 21.31/5.41  								| (551) e23 = e22
% 21.31/5.41  								|
% 21.31/5.41  								| Equations (551) can reduce 136 to:
% 21.31/5.41  								| (508) $false
% 21.31/5.41  								|
% 21.31/5.41  								|-The branch is then unsatisfiable
% 21.31/5.41  						|-Branch two:
% 21.31/5.41  						| (741)  ~ (all_0_209_209 = e23)
% 21.31/5.42  						| (569) all_0_209_209 = e21
% 21.31/5.42  						|
% 21.31/5.42  							| Equations (569) can reduce 604 to:
% 21.31/5.42  							| (508) $false
% 21.31/5.42  							|
% 21.31/5.42  							|-The branch is then unsatisfiable
% 21.31/5.42  			|-Branch two:
% 21.31/5.42  			| (611)  ~ (all_0_212_212 = e23)
% 21.31/5.42  			| (609) all_0_219_219 = e23
% 21.31/5.42  			|
% 21.31/5.42  				| Equations (609) can reduce 304 to:
% 21.31/5.42  				| (611)  ~ (all_0_212_212 = e23)
% 21.31/5.42  				|
% 21.31/5.42  				| Equations (609) can reduce 368 to:
% 21.31/5.42  				| (553)  ~ (all_0_217_217 = e23)
% 21.31/5.42  				|
% 21.31/5.42  				| Equations (609) can reduce 261 to:
% 21.31/5.42  				| (136)  ~ (e23 = e22)
% 21.31/5.42  				|
% 21.31/5.42  				| From (609) and (62) follows:
% 21.31/5.42  				| (650) op2(e20, e21) = e23
% 21.31/5.42  				|
% 21.31/5.42  				+-Applying beta-rule and splitting (239), into two cases.
% 21.31/5.42  				|-Branch one:
% 21.31/5.42  				| (543) all_0_212_212 = e23
% 21.31/5.42  				|
% 21.31/5.42  					| Equations (543) can reduce 611 to:
% 21.31/5.42  					| (508) $false
% 21.31/5.42  					|
% 21.31/5.42  					|-The branch is then unsatisfiable
% 21.31/5.42  				|-Branch two:
% 21.31/5.42  				| (611)  ~ (all_0_212_212 = e23)
% 21.31/5.42  				| (560) all_0_212_212 = e21
% 21.31/5.42  				|
% 21.31/5.42  					| Equations (560) can reduce 478 to:
% 21.31/5.42  					| (2446)  ~ (all_0_213_213 = e21)
% 21.31/5.42  					|
% 21.31/5.42  					| Simplifying 2446 yields:
% 21.31/5.42  					| (2134)  ~ (all_0_213_213 = e21)
% 21.31/5.42  					|
% 21.31/5.42  					| Equations (560) can reduce 611 to:
% 21.31/5.42  					| (566)  ~ (e23 = e21)
% 21.31/5.42  					|
% 21.31/5.42  					| Simplifying 566 yields:
% 21.31/5.42  					| (386)  ~ (e23 = e21)
% 21.31/5.42  					|
% 21.31/5.42  					| Equations (560) can reduce 222 to:
% 21.31/5.42  					| (655)  ~ (e22 = e21)
% 21.31/5.42  					|
% 21.31/5.42  					| Simplifying 655 yields:
% 21.31/5.42  					| (37)  ~ (e22 = e21)
% 21.31/5.42  					|
% 21.31/5.42  					+-Applying beta-rule and splitting (352), into two cases.
% 21.31/5.42  					|-Branch one:
% 21.31/5.42  					| (1288) all_0_217_217 = e21
% 21.31/5.42  					|
% 21.31/5.42  						| Equations (1288) can reduce 553 to:
% 21.31/5.42  						| (566)  ~ (e23 = e21)
% 21.31/5.42  						|
% 21.31/5.42  						| Simplifying 566 yields:
% 21.31/5.42  						| (386)  ~ (e23 = e21)
% 21.31/5.42  						|
% 21.31/5.42  						+-Applying beta-rule and splitting (253), into two cases.
% 21.31/5.42  						|-Branch one:
% 21.31/5.42  						| (535) all_0_211_211 = e23
% 21.31/5.42  						|
% 21.31/5.42  							| Combining equations (535,507) yields a new equation:
% 21.31/5.42  							| (1493) e23 = e22
% 21.31/5.42  							|
% 21.31/5.42  							| Simplifying 1493 yields:
% 21.31/5.42  							| (551) e23 = e22
% 21.31/5.42  							|
% 21.31/5.42  							| Equations (551) can reduce 136 to:
% 21.31/5.42  							| (508) $false
% 21.31/5.42  							|
% 21.31/5.42  							|-The branch is then unsatisfiable
% 21.31/5.42  						|-Branch two:
% 21.31/5.42  						| (534)  ~ (all_0_211_211 = e23)
% 21.31/5.42  						| (2460) all_0_212_212 = e23 | all_0_213_213 = e23
% 21.31/5.42  						|
% 21.31/5.42  							+-Applying beta-rule and splitting (2460), into two cases.
% 21.31/5.42  							|-Branch one:
% 21.31/5.42  							| (543) all_0_212_212 = e23
% 21.31/5.42  							|
% 21.31/5.42  								| Combining equations (560,543) yields a new equation:
% 21.31/5.42  								| (562) e23 = e21
% 21.31/5.42  								|
% 21.31/5.42  								| Equations (562) can reduce 386 to:
% 21.31/5.42  								| (508) $false
% 21.31/5.42  								|
% 21.31/5.42  								|-The branch is then unsatisfiable
% 21.31/5.42  							|-Branch two:
% 21.31/5.42  							| (611)  ~ (all_0_212_212 = e23)
% 21.31/5.42  							| (1492) all_0_213_213 = e23
% 21.31/5.42  							|
% 21.31/5.42  								| Equations (1492) can reduce 2247 to:
% 21.31/5.42  								| (136)  ~ (e23 = e22)
% 21.31/5.42  								|
% 21.31/5.42  								| Equations (1492) can reduce 2134 to:
% 21.31/5.42  								| (386)  ~ (e23 = e21)
% 21.31/5.42  								|
% 21.31/5.42  								| From (1492) and (7) follows:
% 21.31/5.42  								| (2468) op2(e22, e20) = e23
% 21.31/5.42  								|
% 21.31/5.42  								+-Applying beta-rule and splitting (311), into two cases.
% 21.31/5.42  								|-Branch one:
% 21.31/5.42  								| (535) all_0_211_211 = e23
% 21.31/5.42  								|
% 21.31/5.42  									| Combining equations (535,507) yields a new equation:
% 21.31/5.42  									| (1493) e23 = e22
% 21.31/5.42  									|
% 21.31/5.42  									| Simplifying 1493 yields:
% 21.31/5.42  									| (551) e23 = e22
% 21.31/5.42  									|
% 21.31/5.42  									| Equations (551) can reduce 136 to:
% 21.31/5.42  									| (508) $false
% 21.31/5.42  									|
% 21.31/5.42  									|-The branch is then unsatisfiable
% 21.31/5.42  								|-Branch two:
% 21.31/5.42  								| (534)  ~ (all_0_211_211 = e23)
% 21.31/5.42  								| (1968) all_0_214_214 = e23 | all_0_217_217 = e23
% 21.31/5.42  								|
% 21.31/5.42  									+-Applying beta-rule and splitting (1968), into two cases.
% 21.31/5.42  									|-Branch one:
% 21.31/5.42  									| (533) all_0_214_214 = e23
% 21.31/5.42  									|
% 21.31/5.42  										| Equations (533) can reduce 287 to:
% 21.31/5.42  										| (1471)  ~ (all_0_215_215 = e23)
% 21.31/5.42  										|
% 21.31/5.42  										| Simplifying 1471 yields:
% 21.31/5.42  										| (625)  ~ (all_0_215_215 = e23)
% 21.31/5.42  										|
% 21.31/5.42  										| Equations (533) can reduce 503 to:
% 21.31/5.42  										| (136)  ~ (e23 = e22)
% 21.31/5.42  										|
% 21.31/5.42  										| From (533) and (238) follows:
% 21.31/5.42  										| (1536) op2(e21, e23) = e23
% 21.31/5.42  										|
% 21.31/5.42  										+-Applying beta-rule and splitting (380), into two cases.
% 21.31/5.42  										|-Branch one:
% 21.31/5.42  										| (638) all_0_209_209 = e23
% 21.31/5.42  										|
% 21.31/5.42  											| Equations (638) can reduce 491 to:
% 21.31/5.42  											| (1469)  ~ (all_0_210_210 = e23)
% 21.31/5.42  											|
% 21.31/5.42  											| Simplifying 1469 yields:
% 21.31/5.42  											| (632)  ~ (all_0_210_210 = e23)
% 21.31/5.42  											|
% 21.31/5.42  											| Equations (638) can reduce 269 to:
% 21.31/5.42  											| (1471)  ~ (all_0_215_215 = e23)
% 21.31/5.42  											|
% 21.31/5.42  											| Simplifying 1471 yields:
% 21.31/5.42  											| (625)  ~ (all_0_215_215 = e23)
% 21.31/5.42  											|
% 21.31/5.42  											| From (638)(638) and (270) follows:
% 21.31/5.42  											| (2030) op2(e23, e23) = all_0_59_59
% 21.31/5.42  											|
% 21.31/5.42  											| From (638) and (181) follows:
% 21.31/5.42  											| (2031) op2(e23, e23) = all_0_57_57
% 21.31/5.42  											|
% 21.31/5.42  											| From (638) and (469) follows:
% 21.31/5.42  											| (2032) op2(e23, e23) = all_0_54_54
% 21.31/5.42  											|
% 21.31/5.42  											| From (638) and (154) follows:
% 21.31/5.42  											| (2033) op2(e22, e23) = all_0_65_65
% 21.31/5.42  											|
% 21.31/5.42  											+-Applying beta-rule and splitting (171), into two cases.
% 21.31/5.42  											|-Branch one:
% 21.31/5.42  											| (622) all_0_215_215 = e23
% 21.31/5.42  											|
% 21.31/5.42  												| Equations (622) can reduce 625 to:
% 21.31/5.42  												| (508) $false
% 21.31/5.42  												|
% 21.31/5.42  												|-The branch is then unsatisfiable
% 21.31/5.42  											|-Branch two:
% 21.31/5.42  											| (625)  ~ (all_0_215_215 = e23)
% 21.31/5.42  											| (1486) all_0_215_215 = e22 | all_0_215_215 = e21
% 21.31/5.42  											|
% 21.31/5.42  												+-Applying beta-rule and splitting (1486), into two cases.
% 21.31/5.42  												|-Branch one:
% 21.31/5.42  												| (728) all_0_215_215 = e21
% 21.31/5.42  												|
% 21.31/5.42  													| From (728) and (323) follows:
% 21.31/5.42  													| (598) op2(e21, e22) = e21
% 21.31/5.42  													|
% 21.31/5.42  													+-Applying beta-rule and splitting (67), into two cases.
% 21.31/5.42  													|-Branch one:
% 21.31/5.42  													| (525) all_0_210_210 = e23
% 21.31/5.42  													|
% 21.31/5.42  														| Equations (525) can reduce 632 to:
% 21.31/5.42  														| (508) $false
% 21.31/5.42  														|
% 21.31/5.42  														|-The branch is then unsatisfiable
% 21.31/5.42  													|-Branch two:
% 21.31/5.42  													| (632)  ~ (all_0_210_210 = e23)
% 21.31/5.42  													| (605) all_0_210_210 = e21
% 21.31/5.42  													|
% 21.31/5.42  														| Equations (605) can reduce 141 to:
% 21.31/5.42  														| (655)  ~ (e22 = e21)
% 21.31/5.42  														|
% 21.31/5.42  														| Simplifying 655 yields:
% 21.31/5.42  														| (37)  ~ (e22 = e21)
% 21.31/5.42  														|
% 21.31/5.42  														| Equations (605) can reduce 439 to:
% 21.31/5.42  														| (387)  ~ (e21 = e20)
% 21.31/5.42  														|
% 21.31/5.42  														| Instantiating formula (148) with e23, e23, all_0_57_57, e20 and discharging atoms op2(e23, e23) = all_0_57_57, op2(e23, e23) = e20, yields:
% 21.31/5.42  														| (2060) all_0_57_57 = e20
% 21.31/5.42  														|
% 21.31/5.42  														| Instantiating formula (148) with e23, e23, all_0_57_57, all_0_54_54 and discharging atoms op2(e23, e23) = all_0_54_54, op2(e23, e23) = all_0_57_57, yields:
% 21.31/5.42  														| (2061) all_0_54_54 = all_0_57_57
% 21.31/5.42  														|
% 21.31/5.42  														| Instantiating formula (148) with e23, e23, all_0_59_59, all_0_54_54 and discharging atoms op2(e23, e23) = all_0_54_54, op2(e23, e23) = all_0_59_59, yields:
% 21.31/5.42  														| (2062) all_0_54_54 = all_0_59_59
% 21.31/5.42  														|
% 21.31/5.42  														| Instantiating formula (148) with e22, e23, all_0_65_65, e22 and discharging atoms op2(e22, e23) = all_0_65_65, op2(e22, e23) = e22, yields:
% 21.31/5.42  														| (2505) all_0_65_65 = e22
% 21.31/5.42  														|
% 21.31/5.42  														| Combining equations (2061,2062) yields a new equation:
% 21.31/5.42  														| (2066) all_0_57_57 = all_0_59_59
% 21.31/5.42  														|
% 21.31/5.42  														| Simplifying 2066 yields:
% 21.31/5.42  														| (2067) all_0_57_57 = all_0_59_59
% 21.31/5.42  														|
% 21.31/5.42  														| Combining equations (2060,2067) yields a new equation:
% 21.31/5.42  														| (2069) all_0_59_59 = e20
% 21.31/5.42  														|
% 21.31/5.42  														| From (2069) and (2030) follows:
% 21.31/5.42  														| (106) op2(e23, e23) = e20
% 21.31/5.42  														|
% 21.31/5.42  														| From (2505) and (2033) follows:
% 21.31/5.42  														| (582) op2(e22, e23) = e22
% 21.31/5.42  														|
% 21.31/5.42  														+-Applying beta-rule and splitting (377), into two cases.
% 21.31/5.42  														|-Branch one:
% 21.31/5.42  														| (575) unit2 = e20
% 21.31/5.42  														|
% 21.31/5.42  															| From (575) and (29) follows:
% 21.31/5.42  															| (568) op2(e20, e21) = e21
% 21.31/5.42  															|
% 21.31/5.42  															| From (575) and (338) follows:
% 21.31/5.42  															| (516) op2(e22, e20) = e22
% 21.31/5.42  															|
% 21.31/5.42  															| Instantiating formula (148) with e22, e20, e22, e23 and discharging atoms op2(e22, e20) = e23, op2(e22, e20) = e22, yields:
% 21.31/5.43  															| (551) e23 = e22
% 21.31/5.43  															|
% 21.31/5.43  															| Instantiating formula (148) with e20, e21, e21, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e21, yields:
% 21.31/5.43  															| (562) e23 = e21
% 21.31/5.43  															|
% 21.31/5.43  															| Combining equations (551,562) yields a new equation:
% 21.31/5.43  															| (679) e22 = e21
% 21.31/5.43  															|
% 21.31/5.43  															| Simplifying 679 yields:
% 21.31/5.43  															| (584) e22 = e21
% 21.31/5.43  															|
% 21.31/5.43  															| Equations (584) can reduce 37 to:
% 21.31/5.43  															| (508) $false
% 21.31/5.43  															|
% 21.31/5.43  															|-The branch is then unsatisfiable
% 21.31/5.43  														|-Branch two:
% 21.31/5.43  														| (579)  ~ (unit2 = e20)
% 21.31/5.43  														| (580) unit2 = e23 | unit2 = e22 | unit2 = e21
% 21.31/5.43  														|
% 21.31/5.43  															+-Applying beta-rule and splitting (580), into two cases.
% 21.31/5.43  															|-Branch one:
% 21.31/5.43  															| (581) unit2 = e23
% 21.31/5.43  															|
% 21.31/5.43  																| From (581) and (412) follows:
% 21.31/5.43  																| (686) op2(e23, e23) = e23
% 21.31/5.43  																|
% 21.31/5.43  																| From (581) and (276) follows:
% 21.31/5.43  																| (1523) op2(e21, e23) = e21
% 21.31/5.43  																|
% 21.31/5.43  																| Instantiating formula (148) with e23, e23, e23, e20 and discharging atoms op2(e23, e23) = e23, op2(e23, e23) = e20, yields:
% 21.31/5.43  																| (688) e23 = e20
% 21.31/5.43  																|
% 21.31/5.43  																| Instantiating formula (148) with e21, e23, e21, e23 and discharging atoms op2(e21, e23) = e23, op2(e21, e23) = e21, yields:
% 21.31/5.43  																| (562) e23 = e21
% 21.31/5.43  																|
% 21.31/5.43  																| Combining equations (688,562) yields a new equation:
% 21.31/5.43  																| (586) e21 = e20
% 21.31/5.43  																|
% 21.31/5.43  																| Equations (586) can reduce 387 to:
% 21.31/5.43  																| (508) $false
% 21.31/5.43  																|
% 21.31/5.43  																|-The branch is then unsatisfiable
% 21.31/5.43  															|-Branch two:
% 21.31/5.43  															| (588)  ~ (unit2 = e23)
% 21.31/5.43  															| (589) unit2 = e22 | unit2 = e21
% 21.31/5.43  															|
% 21.31/5.43  																+-Applying beta-rule and splitting (589), into two cases.
% 21.31/5.43  																|-Branch one:
% 21.31/5.43  																| (590) unit2 = e21
% 21.31/5.43  																|
% 21.31/5.43  																	| Equations (590) can reduce 579 to:
% 21.31/5.43  																	| (387)  ~ (e21 = e20)
% 21.31/5.43  																	|
% 21.31/5.43  																	| From (590) and (416) follows:
% 21.31/5.43  																	| (499) op2(e21, e22) = e22
% 21.31/5.43  																	|
% 21.31/5.43  																	| From (590) and (412) follows:
% 21.31/5.43  																	| (700) op2(e23, e21) = e23
% 21.31/5.43  																	|
% 21.31/5.43  																	| From (590) and (339) follows:
% 21.31/5.43  																	| (592) op2(e20, e21) = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Instantiating formula (148) with e23, e21, e23, e22 and discharging atoms op2(e23, e21) = e23, op2(e23, e21) = e22, yields:
% 21.31/5.43  																	| (551) e23 = e22
% 21.31/5.43  																	|
% 21.31/5.43  																	| Instantiating formula (148) with e21, e22, e22, e21 and discharging atoms op2(e21, e22) = e22, op2(e21, e22) = e21, yields:
% 21.31/5.43  																	| (584) e22 = e21
% 21.31/5.43  																	|
% 21.31/5.43  																	| Instantiating formula (148) with e20, e21, e20, e23 and discharging atoms op2(e20, e21) = e23, op2(e20, e21) = e20, yields:
% 21.31/5.43  																	| (688) e23 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Combining equations (551,688) yields a new equation:
% 21.31/5.43  																	| (691) e22 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Simplifying 691 yields:
% 21.31/5.43  																	| (585) e22 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Combining equations (584,585) yields a new equation:
% 21.31/5.43  																	| (601) e21 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Simplifying 601 yields:
% 21.31/5.43  																	| (586) e21 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Equations (586) can reduce 387 to:
% 21.31/5.43  																	| (508) $false
% 21.31/5.43  																	|
% 21.31/5.43  																	|-The branch is then unsatisfiable
% 21.31/5.43  																|-Branch two:
% 21.31/5.43  																| (595)  ~ (unit2 = e21)
% 21.31/5.43  																| (596) unit2 = e22
% 21.31/5.43  																|
% 21.31/5.43  																	| Equations (596) can reduce 579 to:
% 21.31/5.43  																	| (424)  ~ (e22 = e20)
% 21.31/5.43  																	|
% 21.31/5.43  																	| From (596) and (116) follows:
% 21.31/5.43  																	| (667) op2(e22, e23) = e23
% 21.31/5.43  																	|
% 21.31/5.43  																	| From (596) and (146) follows:
% 21.31/5.43  																	| (597) op2(e22, e20) = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Instantiating formula (148) with e22, e23, e23, e22 and discharging atoms op2(e22, e23) = e23, op2(e22, e23) = e22, yields:
% 21.31/5.43  																	| (551) e23 = e22
% 21.31/5.43  																	|
% 21.31/5.43  																	| Instantiating formula (148) with e22, e20, e20, e23 and discharging atoms op2(e22, e20) = e23, op2(e22, e20) = e20, yields:
% 21.31/5.43  																	| (688) e23 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Combining equations (688,551) yields a new equation:
% 21.31/5.43  																	| (585) e22 = e20
% 21.31/5.43  																	|
% 21.31/5.43  																	| Equations (585) can reduce 424 to:
% 21.31/5.43  																	| (508) $false
% 21.31/5.43  																	|
% 21.31/5.43  																	|-The branch is then unsatisfiable
% 21.31/5.43  												|-Branch two:
% 21.31/5.43  												| (732)  ~ (all_0_215_215 = e21)
% 21.31/5.43  												| (493) all_0_215_215 = e22
% 21.31/5.43  												|
% 21.31/5.43  													| Equations (493) can reduce 748 to:
% 21.31/5.43  													| (508) $false
% 21.31/5.43  													|
% 21.31/5.43  													|-The branch is then unsatisfiable
% 21.31/5.43  										|-Branch two:
% 21.31/5.43  										| (741)  ~ (all_0_209_209 = e23)
% 21.31/5.43  										| (2158) all_0_215_215 = e23 | all_0_218_218 = e23
% 21.31/5.43  										|
% 21.31/5.43  											+-Applying beta-rule and splitting (2158), into two cases.
% 21.31/5.43  											|-Branch one:
% 21.31/5.43  											| (622) all_0_215_215 = e23
% 21.31/5.43  											|
% 21.31/5.43  												| Equations (622) can reduce 625 to:
% 21.31/5.43  												| (508) $false
% 21.31/5.43  												|
% 21.31/5.43  												|-The branch is then unsatisfiable
% 21.31/5.43  											|-Branch two:
% 21.31/5.43  											| (625)  ~ (all_0_215_215 = e23)
% 21.31/5.43  											| (555) all_0_218_218 = e23
% 21.31/5.43  											|
% 21.31/5.43  												| Combining equations (739,555) yields a new equation:
% 21.31/5.43  												| (551) e23 = e22
% 21.31/5.43  												|
% 21.31/5.43  												| Equations (551) can reduce 136 to:
% 21.31/5.43  												| (508) $false
% 21.31/5.43  												|
% 21.31/5.43  												|-The branch is then unsatisfiable
% 21.31/5.43  									|-Branch two:
% 21.31/5.43  									| (617)  ~ (all_0_214_214 = e23)
% 21.31/5.43  									| (550) all_0_217_217 = e23
% 21.31/5.43  									|
% 21.31/5.43  										| Combining equations (1288,550) yields a new equation:
% 21.31/5.43  										| (562) e23 = e21
% 21.31/5.43  										|
% 21.31/5.43  										| Equations (562) can reduce 386 to:
% 21.31/5.43  										| (508) $false
% 21.31/5.43  										|
% 21.31/5.43  										|-The branch is then unsatisfiable
% 21.31/5.43  					|-Branch two:
% 21.31/5.43  					| (1282)  ~ (all_0_217_217 = e21)
% 21.31/5.43  					| (1291) all_0_218_218 = e21 | all_0_219_219 = e21
% 21.31/5.43  					|
% 21.31/5.43  						+-Applying beta-rule and splitting (1291), into two cases.
% 21.31/5.43  						|-Branch one:
% 21.31/5.43  						| (645) all_0_218_218 = e21
% 21.31/5.43  						|
% 21.31/5.43  							| Combining equations (739,645) yields a new equation:
% 21.31/5.43  							| (679) e22 = e21
% 21.31/5.43  							|
% 21.31/5.43  							| Simplifying 679 yields:
% 21.31/5.43  							| (584) e22 = e21
% 21.31/5.43  							|
% 21.31/5.43  							| Equations (584) can reduce 37 to:
% 21.31/5.43  							| (508) $false
% 21.31/5.43  							|
% 21.31/5.43  							|-The branch is then unsatisfiable
% 21.31/5.43  						|-Branch two:
% 21.31/5.43  						| (738)  ~ (all_0_218_218 = e21)
% 21.31/5.43  						| (565) all_0_219_219 = e21
% 21.31/5.43  						|
% 21.31/5.43  							| Combining equations (565,609) yields a new equation:
% 21.31/5.43  							| (562) e23 = e21
% 21.31/5.43  							|
% 21.31/5.43  							| Equations (562) can reduce 386 to:
% 21.31/5.43  							| (508) $false
% 21.31/5.43  							|
% 21.31/5.43  							|-The branch is then unsatisfiable
% 21.31/5.43  		|-Branch two:
% 21.31/5.43  		| (502)  ~ (all_0_211_211 = e22)
% 21.31/5.43  		| (510) all_0_213_213 = e22
% 21.31/5.43  		|
% 21.31/5.43  			| Equations (510) can reduce 2247 to:
% 21.31/5.43  			| (508) $false
% 21.31/5.43  			|
% 21.31/5.43  			|-The branch is then unsatisfiable
% 21.31/5.43  % SZS output end Proof for theBenchmark
% 21.31/5.43  
% 21.31/5.43  4837ms
%------------------------------------------------------------------------------